diff --git a/docs/001_Notebook_use.md b/docs/001_Notebook_use.md
index 0da4255d..f0c60e6c 100644
--- a/docs/001_Notebook_use.md
+++ b/docs/001_Notebook_use.md
@@ -61,6 +61,9 @@ In either case, you will need to provide your UCL ISD login and password for bot
We recommend that you use the 'traditional' Jupyter notebooks for this course, rather than Jupyter Lab. Both are viable options, but the notebooks, in the folder `notebooks` have features that will not work properly in Jupyter Lab. In essence, if you use the notebooks in the folder `notebooks` Jupyter Lab, the exercise answers will be exposed to you as you go through the notes, whereas they should be hidden. For example:
+#### Exercise 1
+ This is a test exercise
+
In notebooks, there will be a green button that you have to press to reveal the answer, but in Jupyter Lab, the answer will be directly on show.
## Notebooks
@@ -125,6 +128,9 @@ first_string = "hello world"
print(first_string)
```
+ hello world
+
+
The type of cell we use is `Code` (rather than `Markdown` above).
Remember that we *execute* ('run') the code in the cell, either with the `>| Run` button above, or by pressing the `SHIFT RETURN` keys at the same time.
diff --git a/docs/001_Notebook_use_answers.md b/docs/001_Notebook_use_answers.md
index 90f55177..058a068d 100644
--- a/docs/001_Notebook_use_answers.md
+++ b/docs/001_Notebook_use_answers.md
@@ -1,6 +1,6 @@
# 001 Use of Jupyter notebooks : Answers to exercises
-#### Exercse 1
+#### Exercise 1
This is a test exercise
diff --git a/docs/002_Unix.md b/docs/002_Unix.md
index 079093c2..572240e5 100644
--- a/docs/002_Unix.md
+++ b/docs/002_Unix.md
@@ -116,6 +116,7 @@ cd ~/geog0111
ls R*
```
+ README.add.md
README.md
@@ -130,7 +131,7 @@ cd ~/geog0111
ls -lh README.md
```
- -rw-r--r-- 1 ucfalew ucfa 3.7K Oct 2 18:42 README.md
+ -rw-r--r-- 1 ucfalew ucfa 3.3K Oct 5 09:38 README.md
Here, the file size if `321B` (321 Bytes), and the file is owned by the user `plewis`. The field `-rw-r--r--` provides information on file permissions. Ignoring the first `-`, it is in 3 sets of 3 bits:
diff --git a/docs/003_Help.md b/docs/003_Help.md
index 3e0d8ec7..e4cd10b7 100644
--- a/docs/003_Help.md
+++ b/docs/003_Help.md
@@ -30,13 +30,6 @@ You can get help on an object using the `help()` method. This will return a full
help(list.append)
```
- Help on method_descriptor:
-
- append(self, object, /)
- Append object to the end of the list.
-
-
-
#### Exercise 1
* In a new code cell, type `help(list)` and look through the information provided.
diff --git a/docs/015_Python_control.md b/docs/015_Python_control.md
index 27de7ecb..63e912ac 100644
--- a/docs/015_Python_control.md
+++ b/docs/015_Python_control.md
@@ -189,3 +189,35 @@ We should know know how to use `if` statements in Python to control program flow
We know that conditions inside `if` statements use indentation in Python, and we know to be careful in our use of this.
There are additional notes in [docs.python.org](https://docs.python.org/3/tutorial/controlflow.html#the-range-function) you can follow up to deepen your understanding of these topics.
+
+Summary of material in this notebook:
+
+Comparison operators:
+
+|symbol| meaning|
+|:---:|:---:|
+| == | is equivalent to |
+| != | is not equivalent to |
+| > | greater than |
+|>= | greater than or equal to|
+|< | less than|
+|<= | less than or equal to |
+
+
+`If ... elif ... else`:
+
+
+ if condition1:
+ # do this 1
+ doit1()
+ ...
+ elif condition2:
+ # do this 2
+ doit2()
+ ...
+ else:
+ # do this 3
+ doit3()
+ ...
+
+
diff --git a/docs/016_Python_for.md b/docs/016_Python_for.md
index 24563cde..a2589177 100644
--- a/docs/016_Python_for.md
+++ b/docs/016_Python_for.md
@@ -325,3 +325,35 @@ We know that conditions inside `if` statements use indentation in Python, and we
We have also seen the use of `assert` to do some checking that our code is correct.
There are additional notes in [docs.python.org](https://docs.python.org/3/tutorial/controlflow.html#the-range-function) you can follow up to deepen your understanding of these topics. You can get more practice with `assert` at [w3schools](https://www.w3schools.com/python/ref_keyword_assert.asp).
+
+
+| Command | Comment | Example | Result|
+|---|---|---|---|
+| `for item in list:` | loop, setting `item` to each value in `list` sequentially| see Example 1|
+| `for key,value in list_of_tuples:`|loop, setting `a,b` to each value in list of tuples | See Example 2: `list({"a":7,"b":3}.items())` | `[('a', 7), ('b', 3)]`|
+| `range(start,stop,step)` | index iterator from `start` to `stop` in steps of `step`| `list(range(1,6,2))`| `[1, 3, 5]` |
+|`enumerate(list)`| provide index of `list` | `list(enumerate(['a','b','c']))` | `[(0, 'a'), (1, 'b'), (2, 'c')]`|
+| `assert condition` | test that condition is `True`, exit otherwise | `assert True` ||
+
+**Example 1:**
+
+ for item in [1,2,3]:
+ # print item in loop
+ print(item)
+
+Result:
+
+ 1
+ 2
+ 3
+
+
+**Example 2:**
+
+ for key,value in {"a":7,"b":3}.items():
+ print(f'key is {key}, value is {value}')
+
+Result:
+
+ key is a, value is 7
+ key is b, value is 3
diff --git a/docs/017_Functions.md b/docs/017_Functions.md
index 8a1984f8..e8d3a85f 100644
--- a/docs/017_Functions.md
+++ b/docs/017_Functions.md
@@ -591,3 +591,25 @@ The use of `**kwargs` can be useful sometimes, as you can more easily keep track
In this section, we have learned about writing a function. We have seen that they generally will have zero or more input positional arguments and zero or more keyword arguments. They will typically return some value. We have also seen how we can define a `doc string` to give the user information on how to use the function, and also how we can use `assert` to build tests for our codes. We have been through some design considerations, and seen that it is best to plan you functions by thinking about the purpose, the inputs and the outputs. Then, for the core code, you just need to develop a skeleton code and docstring structure, test that, and insert your core code. You should think about modifications using keyword arguments that you might want to include, but these will often come in a second pass of development.
When we write Python codes from now on, we will often make use of functions.
+
+Remember:
+
+Anatomy of a function:
+
+ def my_function(arg1,arg2,...,kw0=...,kw1=...):
+ '''
+ Document string
+ '''
+
+ # comments
+
+ retval = ...
+
+ # return
+ return retval
+
+
+Also written as:
+
+ def my_function(*args,**kwargs):
+
diff --git a/docs/018_Running_Python.md b/docs/018_Running_Python.md
index 42443abd..724218fa 100644
--- a/docs/018_Running_Python.md
+++ b/docs/018_Running_Python.md
@@ -91,7 +91,6 @@ Another thing we can do is to `import` the code from the Python file into Python
```python
from geog0111.helloWorld import helloWorld
-
helloWorld()
```
@@ -579,3 +578,55 @@ We have also seen how we can use
in a bash script to generate and document our Python files, though we would also typically edits the file through some text editor.
We have seen how to run a Python script from a notebook, using `%run` or via a bash shell with `%%bash`. We have seen that to 'run' a Python script, we need to change the file permissions iusing `chmod`, either in `bash` or using `Path().chmod()`. We have used the octal code `755` to change the file permissions for execution.
+
+Remember:
+
+
+
+|Command| Comment| Example| Result|
+|---|---|---|---|
+|`!unix_cmd` | Run unix command `unix_cmd` from Jupyter code cell | `!geog0111/helloWorld.py`| `hello world`|
+|| | `!ls -l geog0111/helloWorld.py`| `-rwxr-xr-x 1 ucfalew ucfa 514 Oct 1 13:10 geog0111/helloWorld.py`|
+|`%%bash` | Turn Jupyter Python code cell into `bash` cell | `%%bash` | |
+| | | `chmod 755 geog0111/helloWorld.py`
+| | |`ls -l geog0111/helloWorld.py` | `-rwxr-xr-x 1 ucfalew ucfa 514 Oct 1 13:10 geog0111/helloWorld.py`|
+| `%run script.py` | Run Python script `script.py` from Jupyter code cell| `%run geog0111/helloWorld.py` | `hello world`|
+| `cat << XX > YY; XX` | Put marker `XX` in bash script and send text up to `XX` into file `YY` | `cat << EOF > work/file.py` |
+||| `hello world` | `cat work/file.py`
+||| `EOF` | `hello world`|
+
+Form of a Python script:
+
+
+ #!/usr/bin/env python
+ # -*- coding: utf-8 -*-
+
+ '''
+ helloWorld
+
+ Purpose:
+
+ function print the string 'hello world'
+
+ '''
+
+ __author__ = "P Lewis"
+ __copyright__ = "Copyright 2020 P Lewis"
+ __license__ = "GPLv3"
+ __email__ = "p.lewis@ucl.ac.uk"
+
+ def helloWorld():
+ '''
+ function to print the string 'hello world'
+
+ '''
+ print('hello world')
+
+
+ # example calling the function
+ def main():
+ helloWorld()
+
+ if __name__ == "__main__":
+ # execute only if run as a script
+ main()
diff --git a/docs/020_Python_files.md b/docs/020_Python_files.md
index 164d7be3..ab62f8a0 100644
--- a/docs/020_Python_files.md
+++ b/docs/020_Python_files.md
@@ -20,11 +20,11 @@ You will need some understanding of the following:
* [002 Unix](002_Unix.md) with a good familiarity with the UNIX commands we have been through.
* [003 Getting help](003_Help.md)
* [004_Accounts](004_Accounts.md)
+* [005_Packages](005_Packages.md)
* [010 Variables, comments and print()](010_Python_Introduction.md)
* [011 Data types](011_Python_data_types.md)
* [012 String formatting](012_Python_strings.md)
* [013_Python_string_methods](013_Python_string_methods.md)
-* [018_Packages](018_Packages.md)
### Test
diff --git a/docs/021_Streams.md b/docs/021_Streams.md
index e8fa6427..0216448d 100644
--- a/docs/021_Streams.md
+++ b/docs/021_Streams.md
@@ -1869,3 +1869,27 @@ In this section, we have used `Path` and `URL` classes to open streams from file
We have seen that using these object-oriented classes to deal with files and URLs means that we can use essentially the same functions throughout.
We have come across the `pandas` package for reading tabular and similar datasets.
+
+
+`pandas`:
+
+| Command | Comment |
+| --:|---|
+|`pd.read_csv(f)`| Read CSV data from file or URL `f`|
+|`pd.read_table(f)`| Read table data from file or URL `f`|
+| `skiprows=N` | Keyword to skip `N` rows in reading for `pd.read_table`|
+| `na_values=[-99.9]` | Keyword to set list of values to ignore (`-99.9` here) |
+| `sep` | Keyword to define field separator |
+| `engine='python'` or `engine='C'` | Keyword to set reading engine. `python` is more flexible, but `C` is faster. |
+|`df.transpose()` | Transpose (rows->columns, columns->rows) pandas dataframe `df`|
+|`df.head(N)` | first `N` lines of data (default 5) |
+|`df.columns` | list-like object of column headings |
+|`df[cname]` | Select column with name `cname`|
+|`df[[c1,c2,c3]]` | Select columns with names `c1`, `c2` and `c3`|
+| `pd.DataFrame(list,columns=cnames)` | Create `pandas` dataframe from information in list-like structures `list` with names from list `cnames`|
+|`pd.to_datetime(str_list)` | convert list of date strings (e.g. of form `YYYY-MM-DD`) to `datetime` representation |
+| `df[datetimes].dt.month` | month from `datetime` field fromn `datetime`-format column with name `datetimes`|
+| `df[datetimes].dt.year` | year from `datetime` field fromn `datetime`-format column with name `datetimes`|
+| `df[datetimes].dt.day` | day from `datetime` field fromn `datetime`-format column with name `datetimes`|
+|`df.to_csv(filename,index=False)` |Write dataframe `df` to CSV format file, with no index column|
+
diff --git a/docs/022_Read_write_files.md b/docs/022_Read_write_files.md
index 4e74018a..5a090f51 100644
--- a/docs/022_Read_write_files.md
+++ b/docs/022_Read_write_files.md
@@ -279,3 +279,32 @@ In this section, we have used `Path` and `URL` classes to read and write text an
We have learned how to use `gdal` to look at the sub-datasets in an HDF file and also how to read them.
You should now have some confidence in these matters, so that if you were set a task of downloading and saving datasets, as well as other tasks such as finding their size, whether the exists or not, you could do this.
+
+Remember:
+
+Modis library
+
+ from geog0111.modis import Modis
+ modis = Modis(**kwargs)
+
+
+ get_url(**kwargs) method of geog0111.modis.Modis instance
+ Get URL object list for NASA MODIS products
+ for the specified product, tile, year, month, day
+
+ Keyword Arguments:
+
+ verbose: bool
+ product : str e.g. 'MCD15A3H'
+ tile : str e.g. 'h08v06'
+ year : str valid 2000-present
+ month : str 01-12
+ day : str 01-(28,29,30,31)
+
+`gdal`
+
+| Command | Comment |
+|---|---|
+|`g = gdal.Open(filename)` | Open geospatial file `filename` and return `gdal` object `g` (`None` if file not opened correctly)|
+|`g.GetSubDatasets()` | Get list of sub-datasets from `gdal` object `g`|
+|`g.ReadAsArray()` | Read dataset from `gdal` object `g` into array |
diff --git a/docs/023_Plotting.md b/docs/023_Plotting.md
index 36d7180c..e941ccdb 100644
--- a/docs/023_Plotting.md
+++ b/docs/023_Plotting.md
@@ -928,3 +928,56 @@ If you want to go further towards re-creating this, you consult [the matplotlib
In this section, we have learned how to plot graphs from datasets we have read in or downloaded from the web. We have concentrated in simple line graphs, with possibly multiple sub-plots here, although there are many other types of graph you may consider.
The [`matplotlib` gallery](https://matplotlib.org/3.3.1/gallery/index.html) provides a useful starting point for other types of plot. You might also consider the Python packages [`bokeh`](https://bokeh.org/) and [`seaborn`](https://seaborn.pydata.org/) for improved visualisation and interaction.
+
+Remember:
+
+
+
+ import matplotlib.pyplot as plt
+ import matplotlib.dates as mdates
+
+
+| Function | Comment | Keywords |
+|---|---|---|
+|`fig, axs = plt.subplots(xshape,yshape)` | set up new figure as array of sub-plots `xshape` by `yshape` and return `fig` object for figure and `axs` object for subplots. `axs` is array of objects shape `(xshape,yshape)`, or single object if `(1,1)`. We often use `axs = axs.flatten()` to flatten the `axs` array to 1D.|`figsize=(sx,sy)` : set figure size `sx` by `sy`|
+| `plt.savefig("ofile.png")` | Save plot to file `"ofile.png"` |
+| `fig.suptitle(name)` | set title `name` at top of figure `fig`
+| `im = axs.plot(xdata,ydata,cs)` | plot line graph with `ydata` as a function of `xdata` and return plot object `im`. If argument `cs` is given, this is a colour/symbol e.g. `k+` for black crosses. | `label=str` : set `str` as label for this line. For use with `legend`|
+| `im = plt.errorbar(xdata,ydata)` | Error bar plot for `ydata` as a function of `xdata`. Needs kwarg | `yerr=yerr` : set y-error bar to values in array `yerr` |
+| `axs.set_xlim(x0,x1)` | Set plot x-extent to from `x0` to `x1` |
+| `axs.set_ylim(y0,y1)` | Set plot x-extent to from `y0` to `y1` |
+| `axs.set_title(name)` | set sub-plot `axs` title to `name` |
+| `axs.set_xlabel(xlab)` | set x-axis label to `xlab` |
+| `axs.set_ylabel(ylab)` | set y-axis label to `ylab` |1
+| `axs.legend()` | set legend in plot | `loc='best'` : best location, otherwise `top left` etc. |
+| `mdates.MonthLocator()` | `MonthLocator` object of month locators, e.g. `months = mdates.MonthLocator()` |
+| `axs.xaxis.set_major_locator(months)` | set major ticks on x-axis to `Locator` object of `months`|
+
+
+Some colours and symbols:
+
+| symbol/colour | name |
+|---|---|
+|'k+' | black plus |
+|'r.' | red dot |
+|'go' | green circle |
+|'b-' | blue line |
+|'c--' | cyan dashed line |
+|'y-o' | yellow line with circles |
+
+
+`datetime`
+
+ from datetime import datetime
+
+
+| function | comment |
+|---|---|
+|`datetime.now()` | date and time for now |
+|`datetime(year, month, day, hour, minute, second, millisecond)` | return `datatime` object for time/date specified. Not all fields need be given. Can also use keywords but `year`, `month` and `day` must be given e.g.: `datetime(2020,day=1,month=2,hour=12)`|
+| `datetime.day` | day etc. |
+| `timedelta` | subtract two `datetime`s to get a `timedelta`|
+|`timedelta.days` | number of days in `timedelta` |
+| `dt.strftime("%H:%M:%S")` | represent `datetime` object `dt` as `hour:minute:second`|
+| `dt.strftime("%m/%d/%Y")` | represent `datetime` object `dt` as `month/day/year`|
+| `datetime.strptime(str,format)` | load string `str` into `datetime` object interpreting as format `format`, e.g. `datetime.strptime("11 November, 1918", "%d %B, %Y")` -> `1918-11-11 00:00:00`; e.g. `datetime.strptime("2020-06-20", "%Y-%m-%d")` -> `2020-06-20 00:00:00`|
diff --git a/docs/024_Image_display.md b/docs/024_Image_display.md
index da2aa45c..e92ee53d 100644
--- a/docs/024_Image_display.md
+++ b/docs/024_Image_display.md
@@ -214,7 +214,7 @@ Note that you will have to experiment a bit with the `x_size,y_size` values to g
Sometimes we want quantised colourmaps, for example for a land cover classification map. You can do these perfectly well in `matplotlib`, but the process is a little more involved.
-We will take as an example the MODIS product `MCD12Q1` over the UK. The land cover layer we are interested in is called `LC_Type1`. The [land cover names](https://lpdaac.usgs.gov/documents/101/MCD12_User_Guide_V6.pdf) associated with this are given in the file [data/LC_Type1_class.csv](data/LC_Type1_class.csv), along with example colour mappings.
+We will take as an example the MODIS product `MCD12Q1` over the UK. The land cover layer we are interested in is called `LC_Type1`. The [land cover names](https://lpdaac.usgs.gov/documents/101/MCD12_User_Guide_V6.pdf) associated with this are given in the file [data/LC_Type1_colour.csv](data/LC_Type1_colour.csv), along with example colour mappings.
```python
@@ -450,3 +450,63 @@ plt.legend(handles=patches,
In this section, we have learned how to plot images from datasets we have read in or downloaded from the web. We have concentrated on MODIS datasets, stored in a data dictionary. We used `modis.get_data` to load the MODIS datasets. We developed a function called `im_display` to provide a simple wrapper for plotting.
We have also looked into how to do categorised mapping, for example for land cover, and written a function called `plot_lc` to achieve this.
+
+Remember:
+
+
+ import matplotlib
+ import matplotlib.pyplot as plt
+
+
+|function|comment| keywords|
+|---|---|:--|
+| `im = axs.imshow(data2D)` | Display image of 2D data array `data2D` on sub-plot axis `axs` and return display object `im` | `vmin=` : minimum threshold for image display |
+| | | `vmax=` : maximum threshold for image display |
+| | | `interpolation=` : interpolation style (e.g. `'nearest'` |
+| `fig.colorbar(im)` | Set colour bar for image plot object `im` | `ax=axs` plot on sub-plot `axs` |
+| `im.set_cmap(c)` | set colourmap `c` for image object `im` |
+| | Examples being `['Greys','gray','inferno_r','seismic']`|
+| `cmap = matplotlib.colors.ListedColormap(list_of_colours)` | set `cmap` to `Colormap` object from list of colours `list_of_colours` |
+|`norm = matplotlib.colors.BoundaryNorm(list, nbound)` | set `BoundaryNorm` object `norm` to boundaries of values from `list` with `nbound` values |
+|`matplotlib.patches.Patch(color=c, label=l)`| Set patches for legend with colours from list `c` and labedl from list `l`|
+| `plt.legend(handles=patches)` | set figure legend using `patches` |`bbox_to_anchor=(1.4, 1)` : shift of legend|
+| | | `facecolor="white"` : facecolourt of legend (white here) |
+
+
+Modis library:
+
+ from geog0111.modis import Modis
+ modis = Modis(**kwargs)
+
+
+
+ get_data(year, doy=None, idict=None, month=None, day=None, step=1, fatal=False)
+ method of geog0111.modis.Modis instance
+
+ Return data dictionary of MODIS dataset for specified time period
+
+ args:
+ year : year (2000 to present for MOD, or 2002 to present if using MYD)
+ NB this is ignoired if idict is given
+
+ options:
+ doy : day in year, or day in month if month specified, or None
+ when specified as day in year, or day in month, can be a list
+ 1-365/366 or 1-28-31 as appropriate
+ day : day in month or None. Can be list.
+ month : month index 1-12 or None. Can be list.
+ step : dataset step. Default 1, but set to 4 for 4-day product, i
+ 8 for 8-day, 365/366 for year etc.
+ fatal : default False. If True, exit if dataset not found.
+ idict : data file dictionary provided by eg call to
+ self.get_modis(year,doy=None,month=None,step=1,fatal=False)
+ see get_modis for more details
+
+ returns:
+ data dictionary with keys specified by:
+ - self.sds list
+ - or all SDS if self.sds is None (default)
+ data dictionary key 'bandnames' of DOY
+
+ Each data item a 2- or 3-dimensional numpy array
+
diff --git a/docs/030_NASA_MODIS_Earthdata.md b/docs/030_NASA_MODIS_Earthdata.md
index 305b4e91..2a4c18b0 100644
--- a/docs/030_NASA_MODIS_Earthdata.md
+++ b/docs/030_NASA_MODIS_Earthdata.md
@@ -68,7 +68,7 @@ If you visit the site [https://e4ftl01.cr.usgs.gov/MOTA/MCD15A3H.006](https://e4
In these, e.g. [https://e4ftl01.cr.usgs.gov/MOTA/MCD15A3H.006/2018.09.30/](https://e4ftl01.cr.usgs.gov/MOTA/MCD15A3H.006/2018.09.30/) you will find URLs of a set of files.
-The files pointed to by the URLs are the MODIS MOD15 4-day composite 500 m LAI/FPAR product [MCD15A3H](https://lpdaac.usgs.gov/dataset_discovery/modis/modis_products_table/mcd15a3h_v006).
+The files pointed to by the URLs are the MODIS MOD15 4-day composite 500 m LAI/FPAR product [MCD15A3H](https://lpdaac.usgs.gov/products/mcd15a3hv006/).
There are links to several datasets on the page, including 'quicklook files' that are jpeg format images of the datasets, e.g.:
@@ -407,3 +407,11 @@ In these notes, we have introduced the characteristics of MODIS data products, a
The main item to do with using data products of this sort, that we haven't covered yet, is the interpretation of Quality Assurance (QA) data. This is often packed information into bits, and can be a little tricky at first. However, as with above, once you have a little familiarisation with a few cases, you will be able to apply this more widely.
You should spend some time going through the various links to explore the different datasets, and try out the exercises above for various products. The familiarity you gain from this will help when it comes to building our own codes later on.
+
+Some MODIS datasets
+
+
+* [`MCD15A3H` LAI/fAPAR](https://lpdaac.usgs.gov/products/mcd15a3hv006/)
+* [`MCD64A1` Burned Area](https://lpdaac.usgs.gov/products/mcd64a1v006/)1
+* [`MOD10A1 / MYD10A1 Snow Products`](https://developers.google.com/earth-engine/datasets/catalog/MODIS_006_MOD10A1#bands)
+* [`Land Cover dataset MCD12Q1`](https://lpdaac.usgs.gov/products/mcd12q1v006/)
diff --git a/docs/031_Numpy.md b/docs/031_Numpy.md
index 468e9c03..693cae45 100644
--- a/docs/031_Numpy.md
+++ b/docs/031_Numpy.md
@@ -165,7 +165,7 @@ The `numpy` documenation is huge. There's an [user's guide](https://docs.scipy.o
So far, we have seen a 1D array, which is the equivalent to a vector. But arrays can have more dimensions: a 2D array would be equivalent to a matrix (or an image, with rows and columns), and a 3D array would be a volume split into voxels, as seen below
-[![numpy arrays](images/1*Ikn1J6siiiCSk4ivYUhdgw.png)](https://cdn-images-1.medium.com/max/1120/1*Ikn1J6siiiCSk4ivYUhdgw.png)
+[![numpy arrays](images/1Ikn1J6siiiCSk4ivYUhdgw.png)](https://cdn-images-1.medium.com/max/1120/1*Ikn1J6siiiCSk4ivYUhdgw.png)
So a 1D array has one axis, a 2D array has 2 axes, a 3D array 3, and so on. The `shape` of the array provides a tuple with the number of elements along each axis. Let's see this with some generally useful array creation options:
@@ -197,11 +197,11 @@ print(arr2)
[4. 5. 6. ]]
-### `shape`, `ndim`
+### `shape`, `ndim`, `size`
One of the key aspects of `numpy` is the way it deals efficiently with large, multi-dimensional arrays. To learn how to use `numpy` well, especially when we head to more complex problems later in the notes, you need to be aware of the dimensions and shape of the array you are processing.
-The key terms here are `array.ndim` which returns the number of dimensions of the array, and `array.shape` which gives the number of samples in each dimension.
+The key terms here are `array.ndim` which returns the number of dimensions of the array, `array.size` that gives the total number of elements in the array, and `array.shape` which gives the number of samples in each dimension.
If the arrays are of the same shape (and some other conditions we shall see later), you can do standard operations between them **element-wise**:
@@ -212,8 +212,8 @@ import numpy as np
arr1 = np.array([[3, 4, 5, 6.],[6,4,6,2]])
arr2 = np.array([[30, 40, 50, 60.],[50,40,30,20]])
-print(f'the shape of arr1 is {arr1.shape} and ndim is {arr1.ndim}')
-print(f'the shape of arr2 is {arr2.shape} and ndim is {arr2.ndim}')
+print(f'the shape of arr1 is {arr1.shape} and ndim is {arr1.ndim} and size is {arr1.size}')
+print(f'the shape of arr2 is {arr2.shape} and ndim is {arr2.ndim} and size is {arr2.size}')
# so we can do element-wise operations such as
# add, subtract, multiply etc
@@ -224,8 +224,8 @@ print(arr1 * arr2)
print(f'the shape of arr1 * arr2 is {(arr1 * arr2).shape}')
```
- the shape of arr1 is (2, 4) and ndim is 2
- the shape of arr2 is (2, 4) and ndim is 2
+ the shape of arr1 is (2, 4) and ndim is 2 and size is 8
+ the shape of arr2 is (2, 4) and ndim is 2 and size is 8
[[27. 36. 45. 54.]
[44. 36. 24. 18.]]
the shape of arr1 - arr2 is (2, 4)
@@ -555,4 +555,35 @@ print(f'sqrt({np.sqrt(var)}) should equal {std}')
In this section, you have been introduced to the `numpy` package and some detail on arrays. The big advantages of `numpy` are that you can easily perform array operators (such as adding two arrays together), and that `numpy` has a large number of useful functions for manipulating N-dimensional data in array form. This makes it particularly appropriate for raster geospatial data processing.
-We have seen how to create various forms of array (e.g. `np.ones()`, `np.arange()`), how to calculate some basic statistics (`min()`, `max()` etc).
+We have seen how to create various forms of array (e.g. `np.ones()`, `np.arange()`), how to calculate some basic statistics (`min()`, `max()` etc). and come across a range of `numpy` functions and concepts.
+
+Remember:
+
+
+ import numpy as np
+
+ | Function | description | keywords |
+ |---|---|---|
+ |`np.array(x)` | convert `x` (e.g. list) to `numpy` array | `dtype=` : specify data type, e.g. `np.float`, `np.bool`, `np.int` |
+ |`np.ones(s)` | generate array of values `1` of shape `s` | `dtype=`
+ |`np.zeros(s)` | generate array of values `0` of shape `s` | `dtype=`
+ |`np.linspace(start,stop,nsamp)` | generate array of `nsamp` values from `start` to `stop` | `dtype=` |
+| `np.arange(start,stop,step)` | generate array of numbers from `start` to (but not including) `stop` in steps of `step` | `dtype=` |
+| `p0,p1 = np.mgrid[p0min:p0max:p0step,p1min:p1max:p1step]` | generate grids `p0`, `p1` of combinations of samples from `p0min` to (but not including) `p0max` in steps of `p0step` and `p1min` to (but not including) `p1max` in steps of `p1step`|
+ | `a.astype(dtype)` | convert array `a` to data type `dtype` ||
+ | a * b | multiply array `a` element-wise by array `b` , etc. for arithmetic|
+ | `a.shape` | tuple giving shape of array `a` |
+ | `a.ndim` | tuple giving number of dimensions of array `a` |
+ | `a.size` | tuple giving total number of elements in array `a` |
+ | `a[start:stop:step]` | array indexing for slice from `start` to `stop` in steps of `step` e.g. `np.array([2,5,3])[2:3])`|
+ | `a[index]` | array indexing by explicit index tuple or tuple list e.g. `np.array([2,5,3])[(1,)]` |
+ | `a.min()` | minimum value in array `a` | `axis=N` : value taken over axis `N` |
+ | `a.max()` | maximum value in array `a` | `axis=N` : value taken over axis `N` |
+ | `a.mean()` | mean value in array `a` | `axis=N` : value taken over axis `N` |
+ | `a.std()` | standard deviation of values in array `a` | `axis=N` : value taken over axis `N` |
+ | `a.var()` | variance of values in array `a` | `axis=N` : value taken over axis `N` |
+ | `a.sum()` | sum of values in array `a` | `axis=N` : value taken over axis `N` |
+ | `a.prod()` | product of values in array `a` | `axis=N` : value taken over axis `N` |
+ |`np.median(a)` | median of values in array `a`, assumed `a` values in radians |`axis=N` : value taken over axis `N` |
+ |`np.sqrt(a)` | square root of values in array `a` ||
+ |`np.sin(a)` | sine of values in array `a`, assumed `a` values in radians etc.|
diff --git a/docs/040_GDAL_mosaicing_and_masking.md b/docs/040_GDAL_mosaicing_and_masking.md
index 0765c012..8fe9ccb3 100644
--- a/docs/040_GDAL_mosaicing_and_masking.md
+++ b/docs/040_GDAL_mosaicing_and_masking.md
@@ -23,9 +23,9 @@ You will need some understanding of the following:
* [022 Read write files](022_Read_write_files.md)
* [023 Plotting](023_Plotting.md)
* [024 Image display](024_Image_display.md)
-* [030_NASA_MODIS_Earthdata](030_NASA_MODIS_Earthdata.md)
-* [031_Numpy](031_Numpy.md)
-* [032_More_numpy](032_More_numpy.md)
+* [030 NASA MODIS Earthdata](030_NASA_MODIS_Earthdata.md)
+* [031 Numpy](031_Numpy.md)
+* [032 More numpy](032_More_numpy.md)
You will need to remember:
@@ -39,7 +39,7 @@ You should run a [NASA account test](004_Accounts.md) if you have not already do
## MODIS dataset access
You should by now be able to access MODIS data, either through specifying the URL of the file to download, or through using the `geog0111.modis` library as we have done in [024 Image display](024_Image_display.md#MODIS)
- and [025 NASA MODIS Earthdata](025_NASA_MODIS_Earthdata.md#MOTA).
+ and [030 NASA MODIS Earthdata](030_NASA_MODIS_Earthdata.md).
If we want to access only the local filename and/or SDS information for a particular, we can use the function:
diff --git a/docs/042_Weighted_smoothing_and_interpolation.md b/docs/042_Weighted_smoothing_and_interpolation.md
index 76161e71..2551b579 100644
--- a/docs/042_Weighted_smoothing_and_interpolation.md
+++ b/docs/042_Weighted_smoothing_and_interpolation.md
@@ -6,7 +6,7 @@ We have seen that geospatial datasets often have missing values, and also that t
If we have some expectation that the data should be smooth (in time and/or space), then we can use ideas of regularisation (smoothing) to **improve the accuracy** of the data. Note that any such claimed improvement is conditional on the data being smooth. Any violation of that will be inconsistent with our assumptions and may lead us to mis-interpret the data. Although we will not be doing so here, we can also provide updates on the data uncertainty after regularisation.
-When we regularise the data, we want to respond to the variable uncertainty of the data. We have seen in [028_GDAL_timeseries](028_GDAL_timeseries.md) that we can phrase the inverse of uncertainty (i.e. certainty) via a weight. For a single parameter (i.e. assumed no correlations between parameters), this is just a single weight to associate with a data point. If there is no data at some location, we simply have a weight of zero. So, we want to do a weighted regularisation responding to this.
+When we regularise the data, we want to respond to the variable uncertainty of the data. We have seen in [041_GDAL_timeseries](041_GDAL_timeseries.md) that we can phrase the inverse of uncertainty (i.e. certainty) via a weight. For a single parameter (i.e. assumed no correlations between parameters), this is just a single weight to associate with a data point. If there is no data at some location, we simply have a weight of zero. So, we want to do a weighted regularisation responding to this.
There are many approaches to weighted interpolation. One such is to use a convolution smoothing operation.
diff --git a/docs/062_Part1.md b/docs/062_Part1.md
index 4f8cebc7..c8688256 100644
--- a/docs/062_Part1.md
+++ b/docs/062_Part1.md
@@ -27,7 +27,7 @@ Submission is through the usual Turnitin link on the [course Moodle page](https:
* notebook showing graphs of Del Norte data
* None of these files should be more than a few pages long: we do not want you to print or submit the datasets you download.
* Look over the [requirements](#Structure-of-the-Report) to make sure you have completed all parts.
-* Make sure you read the advice on [computer codes and plagiarism](A62_Part1_code.md)
+* Make sure you read the advice on [computer codes and plagiarism](063_Part1_code.md)
## Background
@@ -151,7 +151,7 @@ The required elements of the report are:
The figures in brackets indicate the percentage of marks associated with each part. Even if, for some reason, you were unable to generate outputs from your code, you should still be able to pick up marks by attempting all or most of the sections. Most of the marks are given for your computer code, so make sure this is clearly laid out and well-documented.
-Please read [these notes](062_Part1_code.md) on what we expect of your computer code.
+Please read [these notes](063_Part1_code.md) on what we expect of your computer code.
#### Word limit
diff --git a/docs/066_Part2.md b/docs/066_Part2.md
index 51133d4d..a0aa28b6 100644
--- a/docs/066_Part2.md
+++ b/docs/066_Part2.md
@@ -41,7 +41,7 @@ You should be submitting 4 PDF files:
* None of these files should be more than a few pages long: we do not want you to print or submit the datasets you download.
* Look over the [requirements](#Structure-of-the-Report) to make sure you have completed all parts.
-* Make sure you read the advice on [computer codes and plagiarism](062_Part1_code.md)
+* Make sure you read the advice on [computer codes and plagiarism](063_Part1_code.md)
## Background
@@ -320,7 +320,7 @@ For this section, you must:
#### Advice
You will need this snow cover dataset, along with those you generated in Part A of your coursework
-You will want to use the product `MOD10A1` for the years 2018 and 2019. You should apply the catchment boundary vector dataset in the file [data/Hydrological_Units/HUC_Polygons.shp](data/Hydrological_Units/HUC_Polygons.shp) to clip your region of interest, specifying the warp arguments and other parameters as follows:
+You will want to use the product `MOD10A1` for the years 2018 and 2019. You should apply the catchment boundary vector dataset in the file [data/Hydrologic_Units/HUC_Polygons.shp](data/Hydrologic_Units/HUC_Polygons.shp) to clip your region of interest, specifying the warp arguments and other parameters as follows:
sds = ['NDSI_Snow_Cover']
product = 'MOD10A1'
@@ -331,7 +331,7 @@ You will want to use the product `MOD10A1` for the years 2018 and 2019. You shou
'format' : 'MEM',
'cropToCutline' : True,
'cutlineWhere' : f"HUC=13010001",
- 'cutlineDSName' : 'data/Hydrological_Units/HUC_Polygons.shp'
+ 'cutlineDSName' : 'data/Hydrologic_Units/HUC_Polygons.shp'
}
You can the use a function such as [`modis_annual`](geog0111/modis_annual.py) as previously to gather the dataset for the two years of interest. Since the function [`modis_annual`](geog0111/modis_annual.py) is able to cache the dataset, you might like to run it the first time from a shell, with the vebose flag switched on. It may take some considerable time to stitch all of the data together, so being able to see the progress from the verbose output will be important.
@@ -365,4 +365,4 @@ for the years 2018 and 2019. If, for any reason you have been able to produce th
You need to submit you coursework in the usual manner by the usual submission date.
-You **must** work individually on this task. If you do not, it will be treated as plagiarism. By reading these instructions for this exercise, we assume that you are aware of the UCL rules on plagiarism. You can find more information on this matter in your student handbook. If in doubt about what might constitute plagiarism, ask one of the course conveners. You should read the [advice on plagiarism and computer codes](A03_Part1_code.md) we have supplied.
+You **must** work individually on this task. If you do not, it will be treated as plagiarism. By reading these instructions for this exercise, we assume that you are aware of the UCL rules on plagiarism. You can find more information on this matter in your student handbook. If in doubt about what might constitute plagiarism, ask one of the course conveners. You should read the [advice on plagiarism and computer codes](063_Part1_code.md) we have supplied.
diff --git a/docs/070_Summary.md b/docs/070_Summary.md
index 9aa0bd35..f630375a 100644
--- a/docs/070_Summary.md
+++ b/docs/070_Summary.md
@@ -223,10 +223,457 @@ Dictionary methods:
| `dict(zip(a,b))` | form a dictionary from keys in list `a` and items in list `b` | `dict(zip(["a","b"],[1,2]))` | `{'a': 1, 'b': 2}`|
| `a.update(d)` | update dictionary `a` with dictionary `d`| `a={"a":1};d={"b":2};a.update(d)` | `a` -> `{'a': 1, 'b': 2}`|
-## A few items to complete ... wait for update
+#### 015 Python control
+
+[015_Python_control](015_Python_control.md)
+
+Comparison operators:
+
+|symbol| meaning|
+|:---:|:---:|
+| == | is equivalent to |
+| != | is not equivalent to |
+| > | greater than |
+|>= | greater than or equal to|
+|< | less than|
+|<= | less than or equal to |
+
+
+`If ... elif ... else`:
+
+
+ if condition1:
+ # do this 1
+ doit1()
+ ...
+ elif condition2:
+ # do this 2
+ doit2()
+ ...
+ else:
+ # do this 3
+ doit3()
+ ...
+
+
+#### 016 `for ... in ...`
+
+[016 for](016_Python_for.md)
+
+
+| Command | Comment | Example | Result|
+|---|---|---|---|
+| `for item in list:` | loop, setting `item` to each value in `list` sequentially| see Example 1|
+| `for key,value in list_of_tuples:`|loop, setting `a,b` to each value in list of tuples | See Example 2: `list({"a":7,"b":3}.items())` | `[('a', 7), ('b', 3)]`|
+| `range(start,stop,step)` | index iterator from `start` to `stop` in steps of `step`| `list(range(1,6,2))`| `[1, 3, 5]` |
+|`enumerate(list)`| provide index of `list` | `list(enumerate(['a','b','c']))` | `[(0, 'a'), (1, 'b'), (2, 'c')]`|
+| `assert condition` | test that condition is `True`, exit otherwise | `assert True` ||
+
+**Example 1:**
+
+ for item in [1,2,3]:
+ # print item in loop
+ print(item)
+
+Result:
+
+ 1
+ 2
+ 3
+
+
+**Example 2:**
+
+ for key,value in {"a":7,"b":3}.items():
+ print(f'key is {key}, value is {value}')
+
+Result:
+
+ key is a, value is 7
+ key is b, value is 3
+
+#### 017 Functions
+
+[017 Functions](017_Functions.md)
+
+Anatomy of a function:
+
+ def my_function(arg1,arg2,...,kw0=...,kw1=...):
+ '''
+ Document string
+ '''
+
+ # comments
+
+ retval = ...
+
+ # return
+ return retval
+
+
+Also written as:
+
+ def my_function(*args,**kwargs):
+
+#### 018 Python codes
+
+[018 Python codes](018_Running_Python.md)
+
+
+|Command| Comment| Example| Result|
+|---|---|---|---|
+|`!unix_cmd` | Run unix command `unix_cmd` from Jupyter code cell | `!geog0111/helloWorld.py`| `hello world`|
+|| | `!ls -l geog0111/helloWorld.py`| `-rwxr-xr-x 1 ucfalew ucfa 514 Oct 1 13:10 geog0111/helloWorld.py`|
+|`%%bash` | Turn Jupyter Python code cell into `bash` cell | `%%bash` | |
+| | | `chmod 755 geog0111/helloWorld.py`
+| | |`ls -l geog0111/helloWorld.py` | `-rwxr-xr-x 1 ucfalew ucfa 514 Oct 1 13:10 geog0111/helloWorld.py`|
+| `%run script.py` | Run Python script `script.py` from Jupyter code cell| `%run geog0111/helloWorld.py` | `hello world`|
+| `cat << XX > YY; XX` | Put marker `XX` in bash script and send text up to `XX` into file `YY` | `cat << EOF > work/file.py` |
+||| `hello world` | `cat work/file.py`
+||| `EOF` | `hello world`|
+
+
+Form of a Python script:
+
+
+ #!/usr/bin/env python
+ # -*- coding: utf-8 -*-
+
+ '''
+ helloWorld
+
+ Purpose:
+
+ function print the string 'hello world'
+
+ '''
+
+ __author__ = "P Lewis"
+ __copyright__ = "Copyright 2020 P Lewis"
+ __license__ = "GPLv3"
+ __email__ = "p.lewis@ucl.ac.uk"
+
+ def helloWorld():
+ '''
+ function to print the string 'hello world'
+
+ '''
+ print('hello world')
+
+
+ # example calling the function
+ def main():
+ helloWorld()
+
+ if __name__ == "__main__":
+ # execute only if run as a script
+ main()
+
+
+
+### Data basics
+
+#### 020 Files
+
* [020_Python_files](020_Python_files.md)
+
+
+ from pathlib import Path
+
+Common `Path` methods:
+
+
+
+|command| unix-equivalent | purpose|
+|---|---|---|
+|`Path.cwd()`| `pwd` |Return path object representing the current working directory|
+|`Path.home()`| `~`| Return path object representing the home directory|
+|`Path.stat()`| `ls -l`* | return info about the path. File size is `Path.stat().st_size` |
+|`Path.chmod()`| `chmod` | change file mode and permissions|
+|`Path.glob(pattern)`| `ls *` | Glob the pattern given in the directory that is represented by the path, yielding matching files of any kind|
+|`Path.mkdir()`| `mkdir` | to create a new directory at the given path|
+|`Path.rename()`| `mv` | Rename a file or directory to the given target|
+|`Path.rmdir()`| `rmdir` | Remove the empty directory|
+|`Path.unlink()`| `rm` | Remove the file or symbolic link|
+
+`*` Really, `Path.stat()` equates to the `unix` command `stat`, but this contains the information we access using `ls -l`.
+
+
+ from geog0111.gurlpath import URL
+
+Common `URL` methods:
+
+
+|function| purpose|
+|---|---|
+|`URL.name`| filename |
+|`URL.parent`| parent |
+|`URL.parts`| parts |
+|`URL.stat()`| return info about the file. N.B. Only `URL.stat().st_size` is used for remote files|
+|`URL.glob(pattern)`| Glob the pattern given in the URL directory, yielding matching files of any kind|
+|`URL.exists()`| test to see if a url is accessible |
+
+
+#### 021 Streams
+
* [021 Streams](021_Streams.md)
+
+
+ from pathlib import Path
+
+Common `Path` methods:
+
+
+|command| purpose|
+|---|---|
+|`Path.open()`| open a file and return a file descriptor|
+|`Path.read_text()`| read text|
+|`Path.write_text()`| write text|
+|`Path.read_bytes()`| read byte data|
+|`Path.write_bytes()`| write byte data|
+
+ from geog0111.gurlpath import URL
+
+Common `URL` methods:
+
+|command| purpose|
+|---|---|
+|`URL.open()`| open a file descriptor with data from a URL|
+|`URL.read_text()`| read text from URL|
+|`URL.write_text()`| write text to file|
+|`URL.read_bytes()`| read byte data from URL|
+|`URL.write_bytes()`| write byte data to file|
+
+Notice that the `write` functions (and `open` when used for write) write to local files, not to the URL.
+
+
+Other methods and syntax:
+
+| Command | Comment |
+| --:|---|
+| `with Path(filename).open('r') as f:` | Open file `filename` for reading with file descriptor set to `f`|
+
+
+`pandas`:
+
+| Command | Comment |
+| --:|---|
+|`pd.read_csv(f)`| Read CSV data from file or URL `f`|
+|`pd.read_table(f)`| Read table data from file or URL `f`|
+| `skiprows=N` | Keyword to skip `N` rows in reading for `pd.read_table`|
+| `na_values=[-99.9]` | Keyword to set list of values to ignore (`-99.9` here) |
+| `sep` | Keyword to define field separator |
+| `engine='python'` or `engine='C'` | Keyword to set reading engine. `python` is more flexible, but `C` is faster. |
+|`df.transpose()` | Transpose (rows->columns, columns->rows) pandas dataframe `df`|
+|`df.head(N)` | first `N` lines of data (default 5) |
+|`df.columns` | list-like object of column headings |
+|`df[cname]` | Select column with name `cname`|
+|`df[[c1,c2,c3]]` | Select columns with names `c1`, `c2` and `c3`|
+| `pd.DataFrame(list,columns=cnames)` | Create `pandas` dataframe from information in list-like structures `list` with names from list `cnames`|
+|`pd.to_datetime(str_list)` | convert list of date strings (e.g. of form `YYYY-MM-DD`) to `datetime` representation |
+| `df[datetimes].dt.month` | month from `datetime` field fromn `datetime`-format column with name `datetimes`|
+| `df[datetimes].dt.year` | year from `datetime` field fromn `datetime`-format column with name `datetimes`|
+| `df[datetimes].dt.day` | day from `datetime` field fromn `datetime`-format column with name `datetimes`|
+|`df.to_csv(filename,index=False)` |Write dataframe `df` to CSV format file, with no index column|
+
+#### 022 Read and write files
+
* [022 Read write files](022_Read_write_files.md)
+
+Modis library
+
+ from geog0111.modis import Modis
+ modis = Modis(**kwargs)
+
+
+ get_url(**kwargs) method of geog0111.modis.Modis instance
+ Get URL object list for NASA MODIS products
+ for the specified product, tile, year, month, day
+
+ Keyword Arguments:
+
+ verbose: bool
+ site : str
+ product : str e.g. 'MCD15A3H'
+ tile : str e.g. 'h08v06'
+ year : str valid 2000-present
+ month : str 01-12
+ day : str 01-(28,29,30,31)
+
+`gdal`
+
+| Command | Comment |
+|---|---|
+|`g = gdal.Open(filename)` | Open geospatial file `filename` and return `gdal` object `g` (`None` if file not opened correctly)|
+|`g.GetSubDatasets()` | Get list of sub-datasets from `gdal` object `g`|
+|`g.ReadAsArray()` | Read dataset from `gdal` object `g` into array |
+
+
+#### 023 Plotting Graphs
+
* [023 Plotting](023_Plotting.md)
+
+ import matplotlib.pyplot as plt
+ import matplotlib.dates as mdates
+
+
+| Function | Comment | Keywords |
+|---|---|---|
+|`fig, axs = plt.subplots(xshape,yshape)` | set up new figure as array of sub-plots `xshape` by `yshape` and return `fig` object for figure and `axs` object for subplots. `axs` is array of objects shape `(xshape,yshape)`, or single object if `(1,1)`. We often use `axs = axs.flatten()` to flatten the `axs` array to 1D.|`figsize=(sx,sy)` : set figure size `sx` by `sy`|
+| `plt.savefig("ofile.png")` | Save plot to file `"ofile.png"` |
+| `fig.suptitle(name)` | set title `name` at top of figure `fig`
+| `im = axs.plot(xdata,ydata,cs)` | plot line graph with `ydata` as a function of `xdata` and return plot object `im`. If argument `cs` is given, this is a colour/symbol e.g. `k+` for black crosses. | `label=str` : set `str` as label for this line. For use with `legend`|
+| `im = plt.errorbar(xdata,ydata)` | Error bar plot for `ydata` as a function of `xdata`. Needs kwarg | `yerr=yerr` : set y-error bar to values in array `yerr` |
+| `axs.set_xlim(x0,x1)` | Set plot x-extent to from `x0` to `x1` |
+| `axs.set_ylim(y0,y1)` | Set plot x-extent to from `y0` to `y1` |
+| `axs.set_title(name)` | set sub-plot `axs` title to `name` |
+| `axs.set_xlabel(xlab)` | set x-axis label to `xlab` |
+| `axs.set_ylabel(ylab)` | set y-axis label to `ylab` |1
+| `axs.legend()` | set legend in plot | `loc='best'` : best location, otherwise `top left` etc. |
+| `mdates.MonthLocator()` | `MonthLocator` object of month locators, e.g. `months = mdates.MonthLocator()` |
+| `axs.xaxis.set_major_locator(months)` | set major ticks on x-axis to `Locator` object of `months`|
+
+
+Some colours and symbols:
+
+| symbol/colour | name |
+|---|---|
+|'k+' | black plus |
+|'r.' | red dot |
+|'go' | green circle |
+|'b-' | blue line |
+|'c--' | cyan dashed line |
+|'y-o' | yellow line with circles |
+
+
+`datetime`
+
+ from datetime import datetime
+
+
+| function | comment |
+|---|---|
+|`datetime.now()` | date and time for now |
+|`datetime(year, month, day, hour, minute, second, millisecond)` | return `datatime` object for time/date specified. Not all fields need be given. Can also use keywords but `year`, `month` and `day` must be given e.g.: `datetime(2020,day=1,month=2,hour=12)`|
+| `datetime.day` | day etc. |
+| `timedelta` | subtract two `datetime`s to get a `timedelta`|
+|`timedelta.days` | number of days in `timedelta` |
+| `dt.strftime("%H:%M:%S")` | represent `datetime` object `dt` as `hour:minute:second`|
+| `dt.strftime("%m/%d/%Y")` | represent `datetime` object `dt` as `month/day/year`|
+| `datetime.strptime(str,format)` | load string `str` into `datetime` object interpreting as format `format`, e.g. `datetime.strptime("11 November, 1918", "%d %B, %Y")` -> `1918-11-11 00:00:00`; e.g. `datetime.strptime("2020-06-20", "%Y-%m-%d")` -> `2020-06-20 00:00:00`|
+
+#### Image Display
+
* [024_Image_display](024_Image_display.md)
-* [030_NASA_MODIS_Earthdata](030_NASA_MODIS_Earthdata.md)
+
+
+ import matplotlib
+ import matplotlib.pyplot as plt
+
+
+|function|comment| keywords|
+|---|---|:--|
+| `im = axs.imshow(data2D)` | Display image of 2D data array `data2D` on sub-plot axis `axs` and return display object `im` | `vmin=` : minimum threshold for image display |
+| | | `vmax=` : maximum threshold for image display |
+| | | `interpolation=` : interpolation style (e.g. `'nearest'` |
+| `fig.colorbar(im)` | Set colour bar for image plot object `im` | `ax=axs` plot on sub-plot `axs` |
+| `im.set_cmap(c)` | set colourmap `c` for image object `im` |
+| | Examples being `['Greys','gray','inferno_r','seismic']`|
+| `cmap = matplotlib.colors.ListedColormap(list_of_colours)` | set `cmap` to `Colormap` object from list of colours `list_of_colours` |
+|`norm = matplotlib.colors.BoundaryNorm(list, nbound)` | set `BoundaryNorm` object `norm` to boundaries of values from `list` with `nbound` values |
+|`matplotlib.patches.Patch(color=c, label=l)`| Set patches for legend with colours from list `c` and labedl from list `l`|
+| `plt.legend(handles=patches)` | set figure legend using `patches` |`bbox_to_anchor=(1.4, 1)` : shift of legend|
+| | | `facecolor="white"` : facecolourt of legend (white here) |
+
+
+Modis library:
+
+ from geog0111.modis import Modis
+ modis = Modis(**kwargs)
+
+
+
+ get_data(year, doy=None, idict=None, month=None, day=None, step=1, fatal=False)
+ method of geog0111.modis.Modis instance
+
+ Return data dictionary of MODIS dataset for specified time period
+
+ args:
+ year : year (2000 to present for MOD, or 2002 to present if using MYD)
+ NB this is ignoired if idict is given
+
+ options:
+ doy : day in year, or day in month if month specified, or None
+ when specified as day in year, or day in month, can be a list
+ 1-365/366 or 1-28-31 as appropriate
+ day : day in month or None. Can be list.
+ month : month index 1-12 or None. Can be list.
+ step : dataset step. Default 1, but set to 4 for 4-day product, i
+ 8 for 8-day, 365/366 for year etc.
+ fatal : default False. If True, exit if dataset not found.
+ idict : data file dictionary provided by eg call to
+ self.get_modis(year,doy=None,month=None,step=1,fatal=False)
+ see get_modis for more details
+
+ returns:
+ data dictionary with keys specified by:
+ - self.sds list
+ - or all SDS if self.sds is None (default)
+ data dictionary key 'bandnames' of DOY
+
+ Each data item a 2- or 3-dimensional numpy array
+
+
+### Array data
+
+
+#### 030 NASA MODIS Earthdata
+
+[030_NASA_MODIS_Earthdata](030_NASA_MODIS_Earthdata.md)
+
+[NASA Earthdata](https://urs.earthdata.nasa.gov/)
+
+Some MODIS datasets
+
+
+![MODIS tiles](https://www.researchgate.net/profile/J_Townshend/publication/220473201/figure/fig5/AS:277546596880390@1443183673583/The-global-MODIS-Sinusoidal-tile-grid.png)
+
+
+
+* [`MCD15A3H` LAI/fAPAR](https://lpdaac.usgs.gov/products/mcd15a3hv006/)
+* [`MCD64A1` Burned Area](https://lpdaac.usgs.gov/products/mcd64a1v006/)1
+* [`MOD10A1 / MYD10A1 Snow Products`](https://developers.google.com/earth-engine/datasets/catalog/MODIS_006_MOD10A1#bands)
+* [`Land Cover dataset MCD12Q1`](https://lpdaac.usgs.gov/products/mcd12q1v006/)
+
+#### 031 Manipulating data: `numpy`
+
+[031_Numpy](031_Numpy.md)
+
+
+ import numpy as np
+
+ | Function | description | keywords |
+ |---|---|---|
+ |`np.array(x)` | convert `x` (e.g. list) to `numpy` array | `dtype=` : specify data type, e.g. `np.float`, `np.bool`, `np.int` |
+ |`np.ones(s)` | generate array of values `1` of shape `s` | `dtype=`
+ |`np.zeros(s)` | generate array of values `0` of shape `s` | `dtype=`
+ |`np.linspace(start,stop,nsamp)` | generate array of `nsamp` values from `start` to `stop` | `dtype=` |
+| `np.arange(start,stop,step)` | generate array of numbers from `start` to (but not including) `stop` in steps of `step` | `dtype=` |
+| `p0,p1 = np.mgrid[p0min:p0max:p0step,p1min:p1max:p1step]` | generate grids `p0`, `p1` of combinations of samples from `p0min` to (but not including) `p0max` in steps of `p0step` and `p1min` to (but not including) `p1max` in steps of `p1step`|
+ | `a.astype(dtype)` | convert array `a` to data type `dtype` ||
+ | a * b | multiply array `a` element-wise by array `b` , etc. for arithmetic|
+ | `a.shape` | tuple giving shape of array `a` |
+ | `a.ndim` | tuple giving number of dimensions of array `a` |
+ | `a.size` | tuple giving total number of elements in array `a` |
+ | `a[start:stop:step]` | array indexing for slice from `start` to `stop` in steps of `step` e.g. `np.array([2,5,3])[2:3])`|
+ | `a[index]` | array indexing by explicit index tuple or tuple list e.g. `np.array([2,5,3])[(1,)]` |
+ | `a.min()` | minimum value in array `a` | `axis=N` : value taken over axis `N` |
+ | `a.max()` | maximum value in array `a` | `axis=N` : value taken over axis `N` |
+ | `a.mean()` | mean value in array `a` | `axis=N` : value taken over axis `N` |
+ | `a.std()` | standard deviation of values in array `a` | `axis=N` : value taken over axis `N` |
+ | `a.var()` | variance of values in array `a` | `axis=N` : value taken over axis `N` |
+ | `a.sum()` | sum of values in array `a` | `axis=N` : value taken over axis `N` |
+ | `a.prod()` | product of values in array `a` | `axis=N` : value taken over axis `N` |
+ |`np.median(a)` | median of values in array `a`, assumed `a` values in radians |`axis=N` : value taken over axis `N` |
+ |`np.sqrt(a)` | square root of values in array `a` ||
+ |`np.sin(a)` | sine of values in array `a`, assumed `a` values in radians etc.|
diff --git a/docs/GEOG0111.md b/docs/GEOG0111.md
index 331d37e8..a509e79a 100644
--- a/docs/GEOG0111.md
+++ b/docs/GEOG0111.md
@@ -54,11 +54,11 @@ At the end of the module, students should:
### Running on UCL JupyterHub
-Follow the instructions on [UCL installation and running](docs/Install.md)
+Follow the instructions on [UCL installation and running](Install.md)
## Timetable
-[class timetable for 2020/21](notebooks/TIMETABLE.md)
+[class timetable for 2020/21](TIMETABLE.md)
The course takes place over 10 weeks in term 1, usually in the Geography Department Unix Computing Lab (PB110) in the [Northwest wing](http://www.ucl.ac.uk/estates/roombooking/building-location/?id=003), UCL.
@@ -84,4 +84,4 @@ See the [Moodle page](https://moodle.ucl.ac.uk/course/view.php?id=21495) for mor
### Using the course notes
We will generally use `jupyter` notebooks for running interactive Python programs. If you are takinbg this course at UCL,
-follow the instructions on [UCL installation and running](docs/Install.md). If you are running from outside UCL [see these notes](docs/OutsideInstall-Local.md).
+follow the instructions on [UCL installation and running](Install.md). If you are running from outside UCL [see these notes](OutsideInstall-Local.md).
diff --git a/docs/Install.md b/docs/Install.md
index 32754f68..91d61e55 100644
--- a/docs/Install.md
+++ b/docs/Install.md
@@ -10,7 +10,7 @@
# Running on UCL JupyterHub
-1. Make sure you have the [UCL VPN](https://www.ucl.ac.uk/isd/services/get-connected/ucl-virtual-private-network-vpn) installed and running
+1. Make sure you have the [UCL VPN](https://www.ucl.ac.uk/isd/services/get-connected/ucl-virtual-private-network-vpn) installed and running OR that you are running from [Desktop@UCL](https://www.ucl.ac.uk/isd/services/computers/remote-access/desktopucl-anywhere)
2. Log on the the [UCL JupyterHub](https://jupyter.data-science.rc.ucl.ac.uk/).
3. Navigate to the directory `geog0111/notebooks`
4. Access the notebooks you want directly, or via the [index](TIMETABLE.md).
diff --git a/docs/OutsideInstall-Local.md b/docs/OutsideInstall-Local.md
index 98d87528..f4f07e58 100644
--- a/docs/OutsideInstall-Local.md
+++ b/docs/OutsideInstall-Local.md
@@ -10,17 +10,39 @@ We suggest using [Anaconda](https://docs.anaconda.com/anaconda/install), as the
git clone https://github.com/UCL-EO/geog0111.git
cd geog0111
-2. Set up environment
+2. Download/update required Python packages (will take minutes/tens of minutes):
- bin/init.sh
- python -m ipykernel install --user --name geog0111 --display-name "conda-env-geog0111-geog0111-py"
+ conda init
+ bin/set-course.sh
-3. Download the majority of the datasets youy'll need (this will take some hours):
- bin/get_datasets.sh
-
-4. Launch jupyter or jupyterlab server
+2. Set up environment:
+
+ bin/init0111.sh
+
+3. Set up your NASA Earthdata login on the site [https://urs.earthdata.nasa.gov/](https://urs.earthdata.nasa.gov/).
+
+4. Store the Earthdata password locally. Do this by running the following, and entering your Earthdata login and password when prompted:
+
+ ipython -c "from geog0111.cylog import earthdata; earthdata(True);"
+
+ The `True` argument to `earthdata` performs a test of the login that will fail if the login fails. Be aware that if you run this test on a Wednesday, it may fail simply because the NASA servers go down for maintenance. If it fails for other reasons, reset your password cache with:
+
+ ipython -c "from geog0111.cylog import earthdata; earthdata(do_test=True,force=True);"
+
+5. Download the majority of the datasets you'll need (this will take an hour or so):
+
+ bin/get-datasets.sh
+
+6. Build database and set CACHE_FILE (this will take a few minutes to run) (assuming you are using bash -- if not change profile accordingly):
+
+ bin/sort-db.sh > ~/.url_db/.db.yml
+ touch ~/.bash_profile
+ grep -v CACHE_FILE < ~/.bash_profile > /tmp/.profile.$$
+ echo "export CACHE_FILE=${HOME}/.url_db/.db.yml" >> /tmp/.bash_profile.$$
+ mv /tmp/.profile.$$ ~/.bash_profile
+7. Launch jupyter or jupyterlab server
jupyter notebook
diff --git a/docs/TIMETABLE.md b/docs/TIMETABLE.md
index 77024436..0d6954c2 100644
--- a/docs/TIMETABLE.md
+++ b/docs/TIMETABLE.md
@@ -1,4 +1,4 @@
-GEOG2021 Timetable 2020-21
+GEOG0111 Timetable 2020-21
@@ -9,7 +9,7 @@ GEOG2021 Timetable 2020-21
| 2 | **Python** | [Python Introduction](010_Python_Introduction.md) | [Data Types](011_Python_data_types.md) | [Strings](012_Python_strings.md) | [String methods](013_Python_string_methods.md) | [Groups](014_Python_groups.md) |[Lists and dictionaries](060_Groups.md)|
| 3 | **Control** | [Control in Python](015_Python_control.md) | [For](016_Python_for.md) | [Functions](017_Functions.md) | [Scripts](018_Running_Python.md) | | [Python script](061_Script.md)|
| 4 | **Files** | [Files](020_Python_files.md) | [Streams](021_Streams.md)| [Read and Write](022_Read_write_files.md) |
-| 5 | **Graphics** | [Plotting](023_Plotting.md) | [Image display](024_Image_display.md) | | | |[Part 1](062_Part1.md) [Code advice](062_Part1_code.md)|
+| 5 | **Graphics** | [Plotting](023_Plotting.md) | [Image display](024_Image_display.md) | | | |[Part 1](062_Part1.md) [Code advice](063_Part1_code.md)|
| *Reading Week* | | | | |
| 6 |**Data** | [NASA MODIS](030_NASA_MODIS_Earthdata.md) | [numpy](031_Numpy.md) | [more numpy](032_More_numpy.md) | || [Numpy exercise](064_Numpy.md)|
| 7 | **Space and time** | [Mosaicing](040_GDAL_mosaicing_and_masking.md) | [Timeseries](041_GDAL_timeseries.md) | |
@@ -18,4 +18,4 @@ GEOG2021 Timetable 2020-21
| 10 | **Recap** | [Summary](070_Summary.md)| | || | [Part 2](066_Part2.md)|
-Note that [Part 1](062_Part1.md) and [Part 2](066_Part2.md) are the formal assessments for the course. [Part 1](062_Part1.md) should be submitted the Monday after Reading week. [Part 2](066_Part2.md) should be submitted in the first week of Term 2. Please read [Code advice](062_Part1_code.md) before subitting work.
+Note that [Part 1](062_Part1.md) and [Part 2](066_Part2.md) are the formal assessments for the course. [Part 1](062_Part1.md) should be submitted the Monday after Reading week. [Part 2](066_Part2.md) should be submitted in the first week of Term 2. Please read [Code advice](063_Part1_code.md) before subitting work.
diff --git a/docs/bin 2 b/docs/bin 2
deleted file mode 120000
index 19f285ac..00000000
--- a/docs/bin 2
+++ /dev/null
@@ -1 +0,0 @@
-../bin
\ No newline at end of file
diff --git a/docs/copy b/docs/copy
deleted file mode 120000
index 6244af80..00000000
--- a/docs/copy
+++ /dev/null
@@ -1 +0,0 @@
-../copy
\ No newline at end of file
diff --git a/docs/copy 2 b/docs/copy 2
deleted file mode 120000
index 6244af80..00000000
--- a/docs/copy 2
+++ /dev/null
@@ -1 +0,0 @@
-../copy
\ No newline at end of file
diff --git a/docs/copy/dockenvrc b/docs/copy/dockenvrc
new file mode 100644
index 00000000..6fccd0a3
--- /dev/null
+++ b/docs/copy/dockenvrc
@@ -0,0 +1,12 @@
+#!/bin/bash
+export CONDA=conda
+export OS=Darwin
+export CONDA_DEFAULT_ENV=geog0111
+export conda_env=geog0111
+export DEBIAN_FRONTEND=noninteractive
+export PATH=$CONDA_DIR/bin:$PATH
+export PATH=$CONDA_DIR/envs/geog0111/bin:$PATH
+if [ -f "/opt/conda/etc/profile.d/conda.sh" ]; then
+ . "/opt/conda/etc/profile.d/conda.sh"
+fi
+conda activate geog0111
diff --git a/docs/copy/environment.json b/docs/copy/environment.json
new file mode 100644
index 00000000..d766cebc
--- /dev/null
+++ b/docs/copy/environment.json
@@ -0,0 +1 @@
+{"name": "geog0111", "channels": ["conda-forge", "defaults"], "dependencies": ["git", "python>=3.7", "nomkl", "libgdal", "geopandas", "rasterio", "scipy", "gdal", "beautifulsoup4", "fiona", "numpy", "statsmodels", "cartopy", "scikit-image", "netcdf4", "scikit-learn", "matplotlib-base", "pandas", "shapely", "ipyleaflet", "pytest", "seaborn", "hdf5", "flake8", "ipywidgets", "xarray", "black", "folium", "jupyter_console", "pandocfilters", "nbconvert", "jupyterlab", "pandoc", "pyephem", "libnetcdf", "ipykernel", "ipympl", "pip", "yapf", "autopep8", "geemap", "jupyter", "nbgitpuller", "mkdocs", "pycodestyle", "sphinx", "fsspec", {"pip": ["mkdocs-jupyter", "urlpath", "jupyter_contrib_nbextensions", "mknotebooks", "mkdocs-material", "mkdocs-exclude", "mkdocs-git-revision-date-localized-plugin"]}]}
\ No newline at end of file
diff --git a/docs/copy/environment.yml b/docs/copy/environment.yml
new file mode 100644
index 00000000..6150f461
--- /dev/null
+++ b/docs/copy/environment.yml
@@ -0,0 +1,60 @@
+name: geog0111
+channels:
+ - conda-forge
+ - defaults
+dependencies:
+ - git
+ - python>=3.7
+ - nomkl
+ - libgdal
+ - geopandas
+ - rasterio
+ - scipy
+ - gdal
+ - beautifulsoup4
+ - fiona
+ - numpy
+ - statsmodels
+ - cartopy
+ - scikit-image
+ - netcdf4
+ - scikit-learn
+ - matplotlib-base
+ - pandas
+ - shapely
+ - ipyleaflet
+ - pytest
+ - seaborn
+ - hdf5
+ - flake8
+ - ipywidgets
+ - xarray
+ - black
+ - folium
+ - jupyter_console
+ - pandocfilters
+ - nbconvert
+ - jupyterlab
+ - pandoc
+ - pyephem
+ - libnetcdf
+ - ipykernel
+ - ipympl
+ - pip
+ - yapf
+ - autopep8
+ - geemap
+ - jupyter
+ - nbgitpuller
+ - mkdocs
+ - pycodestyle
+ - sphinx
+ - fsspec
+ - pip:
+ - mkdocs-jupyter
+ - urlpath
+ - jupyter_contrib_nbextensions
+ - mknotebooks
+ - mkdocs-material
+ - mkdocs-exclude
+ - mkdocs-git-revision-date-localized-plugin
diff --git a/docs/copy/setup.py b/docs/copy/setup.py
new file mode 100644
index 00000000..175964bc
--- /dev/null
+++ b/docs/copy/setup.py
@@ -0,0 +1,28 @@
+import setuptools
+
+with open("README.md", "r") as fh:
+ long_description = fh.read()
+
+setup = {
+ 'url':'https://github.com/UCL-EO/geog0111',
+ 'version':'1.0.1',
+ 'name':'geog0111',
+ 'description':'UCL Geography MSc notes',
+ 'author':'Prof. P. Lewis',
+ 'author_email':'p.lewis@ucl.ac.uk',
+ 'license':'MIT',
+ 'keywords':'scientific computing',
+ 'long_description':long_description,
+ 'long_description_content_type':"text/markdown",
+ 'packages':setuptools.find_packages(),
+ 'classifiers':[
+ "Programming Language :: Python :: 3",
+ "License :: OSI Approved :: MIT License",
+ "Operating System :: OS Independent",
+ ],
+ 'python_requires':'>=3.6',
+}
+
+
+setuptools.setup(**setup)
+
diff --git a/docs/data b/docs/data
deleted file mode 120000
index 4909e06e..00000000
--- a/docs/data
+++ /dev/null
@@ -1 +0,0 @@
-../data
\ No newline at end of file
diff --git a/docs/data 2 b/docs/data 2
deleted file mode 120000
index 4909e06e..00000000
--- a/docs/data 2
+++ /dev/null
@@ -1 +0,0 @@
-../data
\ No newline at end of file
diff --git a/docs/data/LC_Type1_colour.csv b/docs/data/LC_Type1_colour.csv
new file mode 100644
index 00000000..71bf9680
--- /dev/null
+++ b/docs/data/LC_Type1_colour.csv
@@ -0,0 +1,19 @@
+code,class,colour
+-1,Unclassified,black
+1,Evergreen_Needleleaf_Forests,darkgreen
+2,Evergreen_Broadleaf_Forests,darkolivegreen
+3,Deciduous_Needleleaf_Forests,green
+4,Deciduous_Broadleaf_Forests,lightgreen
+5,Mixed_Forests,yellow
+6,Closed_Shrublands,blue
+7,Open_Shrublands,tan
+8,Woody_Savannas,brown
+9,Savannas,khaki
+10,Grasslands,springgreen
+11,Permanent_Wetlands,cyan
+12,Croplands,red
+13,Urban_and_Built_up_Lands,grey
+14,Cropland_Natural_Vegetation_Mosaics,violet
+15,Permanent_Snow_and_Ice,snow
+16,Barren,sienna
+17,Water_Bodies,navy
diff --git a/docs/data/LC_Type3_colour.csv b/docs/data/LC_Type3_colour.csv
new file mode 100644
index 00000000..fba67c5f
--- /dev/null
+++ b/docs/data/LC_Type3_colour.csv
@@ -0,0 +1,13 @@
+code,colour,class,description
+0,#1c0dff,Water Bodies,at least 60% of area is covered by permanent water bodies.
+1,#b6ff05,Grasslands,dominated by herbaceous annuals (<2m) including cereal croplands.
+2,#dcd159,Shrublands,shrub (1-2m) cover >10%.
+3,#c24f44,Broadleaf,Croplands: bominated by herbaceous annuals (<2m) that are cultivated with broadleaf crops.
+4,#fbff13,Savannas,between 10-60% tree cover (>2m).
+5,#086a10,Evergreen Broadleaf Forests,dominated by evergreen broadleaf and palmate trees (canopy >2m). Tree cover >60%.
+6,#78d203,Deciduous Broadleaf Forests,dominated by deciduous broadleaf trees (canopy >2m). Tree cover >60%.
+7,#05450a,Evergreen Needleleaf Forests,dominated by evergreen conifer trees (canopy >2m). Tree cover >60%.
+8,#54a708,Deciduous Needleleaf Forests,dominated by deciduous needleleaf (larch) trees (canopy >2m). Tree cover >60%.
+9,#f9ffa4,Non-Vegetated Lands,at least 60% of area is non-vegetated barren (sand rock soil) or permanent snow and ice with less than 10% vegetation.
+10,#a5a5a5,Urban and Built-up Lands,at least 30% impervious surface area including building materials asphalt and vehicles.
+255,#000000,Unclassified
diff --git a/docs/data/json-en.html b/docs/data/json-en.html
new file mode 100644
index 00000000..759744a7
--- /dev/null
+++ b/docs/data/json-en.html
@@ -0,0 +1,609 @@
+
+
+
+
+
+
+JSON
+
+
+
+
+
+
+
+
Introducing JSON
+
+
+
+
+
+
+ How JavaScript Works by Douglas Crockford
+
+
+
+
+
+
+
+
+
JSON (JavaScript Object Notation) is a lightweight data-interchange
+ format. It is easy for humans to read and write. It is easy for machines to
+ parse and generate. It is based on a subset of the
+ JavaScript
+ Programming Language Standard
+ ECMA-262 3rd Edition - December 1999 . JSON is a text format that is completely
+ language independent but uses conventions that are familiar to programmers of
+ the C-family of languages, including C, C++, C#, Java, JavaScript, Perl, Python,
+ and many others. These properties make JSON an ideal data-interchange language.
+
JSON is built on two structures:
+
+ A collection of name/value pairs. In various languages, this is realized
+ as an object , record, struct, dictionary, hash table, keyed list, or
+ associative array.
+ An ordered list of values. In most languages, this is realized as an array ,
+ vector, list, or sequence.
+
+
These are universal data structures. Virtually all modern
+programming languages support them in one form or another. It makes sense
+that a data format that is interchangeable with programming languages also
+be based on these structures.
+
In JSON, they take on these forms:
+
An object is an unordered set of name/value pairs. An object
+ begins with { left brace and ends
+ with } right brace . Each name is followed
+ by : colon and the name/value pairs are
+ separated by , comma .
+
+
+
+
An array is an ordered collection of values. An array begins
+ with [ left bracket and ends
+ with ] right bracket . Values are separated
+ by , comma .
+
+
+
+
A value can be a string in double quotes, or a number ,
+ or true or false or null , or an object or
+ an array . These structures can be nested.
+
+
+
+
A string is a sequence of zero or more Unicode characters, wrapped
+ in double quotes, using backslash escapes. A character is represented as a
+ single character string. A string is very much like a C or Java string.
+
+
+
+
A number is very much like a C or Java number, except that the octal
+ and hexadecimal formats are not used.
+
+
+
+
Whitespace can be inserted between any pair of tokens. Excepting
+ a few encoding details, that completely describes the language.
+
+
+
+
+
+
+
+ 8th
+ ActionScript
+ Ada
+ AdvPL
+ APL
+ ASP
+
+ AWK
+ BlitzMax
+ C
+
+ C++
+
+ C#
+
+ Clojure
+
+ Cobol
+
+
+
+
+
+ ColdFusion
+
+ D:
+
+
+ Dart
+
+ Delphi
+
+ E
+ Fantom
+ FileMaker
+ Fortran
+ Go
+ Groovy
+
+ Haskell
+
+ Java
+
+
+ JavaScript
+
+ LabVIEW
+ Lisp
+
+ LiveCode
+ LotusScript
+ Lua
+ M
+ Matlab
+ Net.Data
+
+
+
+
+ Nim
+ Objective C
+ OCaml
+
+ PascalScript
+ Perl
+ Photoshop
+ PHP
+ PicoLisp
+ Pike
+ PL/SQL
+ Prolog
+ PureBasic
+ Puredata
+ Python
+ R
+ Racket
+ Rebol
+ RPG
+ Rust
+ Ruby
+ Scala
+ Scheme
+ Shell
+ Squeak
+ Tcl
+ Visual Basic
+ Visual FoxPro
+
+
+
+
diff --git a/docs/data/precip.png b/docs/data/precip.png
new file mode 100644
index 00000000..d407592f
Binary files /dev/null and b/docs/data/precip.png differ
diff --git a/docs/data/satellites-1957-2021.gz b/docs/data/satellites-1957-2021.gz
new file mode 100644
index 00000000..21bbdd58
Binary files /dev/null and b/docs/data/satellites-1957-2021.gz differ
diff --git a/docs/geog0111 2 b/docs/geog0111 2
deleted file mode 120000
index 42cdcf85..00000000
--- a/docs/geog0111 2
+++ /dev/null
@@ -1 +0,0 @@
-../geog0111
\ No newline at end of file
diff --git a/docs/images 2 b/docs/images 2
deleted file mode 120000
index 5e675731..00000000
--- a/docs/images 2
+++ /dev/null
@@ -1 +0,0 @@
-../images
\ No newline at end of file
diff --git a/docs/index.md b/docs/index.md
index b1920ff9..1cc43aa9 100644
--- a/docs/index.md
+++ b/docs/index.md
@@ -11,12 +11,7 @@ UCL Geography MSc notes.
# GEOG0111 Scientific Computing
-[Course Documentation](https://ucl-eo.github.io/geog0111/)
-[![Documentation Status](https://readthedocs.org/projects/geog0111-scientific-computing/badge/?version=master)](https://geog0111-scientific-computing.readthedocs.io/en/master/?badge=master)
- [![Binder](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/UCL-EO/geog0111/master)
- [![Travis-CI](https://travis-ci.com/UCL-EO/geog0111.svg?branch=master)](https://travis-ci.com/github/UCL-EO/geog0111)
-
## Course information
@@ -65,11 +60,11 @@ At the end of the module, students should:
### Running on UCL JupyterHub
-Follow the instructions on [UCL installation and running](docs/Install.md)
+Follow the instructions on [UCL installation and running](Install.md)
## Timetable
-[class timetable for 2020/21](notebooks/TIMETABLE.md)
+[class timetable for 2020/21](TIMETABLE.md)
The course takes place over 10 weeks in term 1, usually in the Geography Department Unix Computing Lab (PB110) in the [Northwest wing](http://www.ucl.ac.uk/estates/roombooking/building-location/?id=003), UCL.
@@ -95,6 +90,6 @@ See the [Moodle page](https://moodle.ucl.ac.uk/course/view.php?id=21495) for mor
### Using the course notes
We will generally use `jupyter` notebooks for running interactive Python programs. If you are takinbg this course at UCL,
-follow the instructions on [UCL installation and running](docs/Install.md). If you are running from outside UCL [see these notes](docs/OutsideInstall-Local.md).
+follow the instructions on [UCL installation and running](Install.md). If you are running from outside UCL [see these notes](OutsideInstall-Local.md).
diff --git a/docs/notebooks b/docs/notebooks
deleted file mode 120000
index cd32783f..00000000
--- a/docs/notebooks
+++ /dev/null
@@ -1 +0,0 @@
-/nfs/cfs/home3/Uucfa6/ucfalew/geog0111/notebooks
\ No newline at end of file
diff --git a/docs/notebooks 2 b/docs/notebooks 2
deleted file mode 120000
index cd32783f..00000000
--- a/docs/notebooks 2
+++ /dev/null
@@ -1 +0,0 @@
-/nfs/cfs/home3/Uucfa6/ucfalew/geog0111/notebooks
\ No newline at end of file
diff --git a/docs/work/bin 2 b/docs/work/bin 2
deleted file mode 120000
index 19f285ac..00000000
--- a/docs/work/bin 2
+++ /dev/null
@@ -1 +0,0 @@
-../bin
\ No newline at end of file
diff --git a/docs/work/data 2 b/docs/work/data 2
deleted file mode 120000
index 4909e06e..00000000
--- a/docs/work/data 2
+++ /dev/null
@@ -1 +0,0 @@
-../data
\ No newline at end of file
diff --git a/docs/work/geog0111 2 b/docs/work/geog0111 2
deleted file mode 120000
index 42cdcf85..00000000
--- a/docs/work/geog0111 2
+++ /dev/null
@@ -1 +0,0 @@
-../geog0111
\ No newline at end of file
diff --git a/docs/work/images 2 b/docs/work/images 2
deleted file mode 120000
index 5e675731..00000000
--- a/docs/work/images 2
+++ /dev/null
@@ -1 +0,0 @@
-../images
\ No newline at end of file
diff --git a/notebooks/020_Python_files.ipynb b/notebooks/020_Python_files.ipynb
index c49c5aee..f7f355bf 100644
--- a/notebooks/020_Python_files.ipynb
+++ b/notebooks/020_Python_files.ipynb
@@ -43,11 +43,11 @@
"* [002 Unix](002_Unix.ipynb) with a good familiarity with the UNIX commands we have been through.\n",
"* [003 Getting help](003_Help.ipynb)\n",
"* [004_Accounts](004_Accounts.ipynb)\n",
+ "* [005_Packages](005_Packages.ipynb)\n",
"* [010 Variables, comments and print()](010_Python_Introduction.ipynb)\n",
"* [011 Data types](011_Python_data_types.ipynb) \n",
"* [012 String formatting](012_Python_strings.ipynb)\n",
"* [013_Python_string_methods](013_Python_string_methods.ipynb)\n",
- "* [018_Packages](018_Packages.ipynb)\n",
"\n",
"### Test\n",
"\n",
diff --git a/notebooks/024_Image_display.ipynb b/notebooks/024_Image_display.ipynb
index 5722e56b..f0945227 100644
--- a/notebooks/024_Image_display.ipynb
+++ b/notebooks/024_Image_display.ipynb
@@ -562,7 +562,7 @@
"\n",
"Sometimes we want quantised colourmaps, for example for a land cover classification map. You can do these perfectly well in `matplotlib`, but the process is a little more involved.\n",
"\n",
- "We will take as an example the MODIS product `MCD12Q1` over the UK. The land cover layer we are interested in is called `LC_Type1`. The [land cover names](https://lpdaac.usgs.gov/documents/101/MCD12_User_Guide_V6.pdf) associated with this are given in the file [data/LC_Type1_class.csv](data/LC_Type1_class.csv), along with example colour mappings."
+ "We will take as an example the MODIS product `MCD12Q1` over the UK. The land cover layer we are interested in is called `LC_Type1`. The [land cover names](https://lpdaac.usgs.gov/documents/101/MCD12_User_Guide_V6.pdf) associated with this are given in the file [data/LC_Type1_colour.csv](data/LC_Type1_colour.csv), along with example colour mappings."
]
},
{
diff --git a/notebooks/040_GDAL_mosaicing_and_masking.ipynb b/notebooks/040_GDAL_mosaicing_and_masking.ipynb
index 1fe87f3a..f7751e9d 100644
--- a/notebooks/040_GDAL_mosaicing_and_masking.ipynb
+++ b/notebooks/040_GDAL_mosaicing_and_masking.ipynb
@@ -46,9 +46,9 @@
"* [022 Read write files](022_Read_write_files.ipynb)\n",
"* [023 Plotting](023_Plotting.ipynb)\n",
"* [024 Image display](024_Image_display.ipynb)\n",
- "* [030_NASA_MODIS_Earthdata](030_NASA_MODIS_Earthdata.ipynb)\n",
- "* [031_Numpy](031_Numpy.ipynb)\n",
- "* [032_More_numpy](032_More_numpy.ipynb)\n",
+ "* [030 NASA MODIS Earthdata](030_NASA_MODIS_Earthdata.ipynb)\n",
+ "* [031 Numpy](031_Numpy.ipynb)\n",
+ "* [032 More numpy](032_More_numpy.ipynb)\n",
"\n",
"You will need to remember:\n",
"\n",
@@ -72,7 +72,7 @@
"## MODIS dataset access\n",
"\n",
"You should by now be able to access MODIS data, either through specifying the URL of the file to download, or through using the `geog0111.modis` library as we have done in [024 Image display](024_Image_display.ipynb#MODIS)\n",
- " and [025 NASA MODIS Earthdata](025_NASA_MODIS_Earthdata.ipynb#MOTA).\n",
+ " and [030 NASA MODIS Earthdata](030_NASA_MODIS_Earthdata.ipynb).\n",
" \n",
" If we want to access only the local filename and/or SDS information for a particular, we can use the function:\n",
" \n",
diff --git a/notebooks/042_Weighted_smoothing_and_interpolation.ipynb b/notebooks/042_Weighted_smoothing_and_interpolation.ipynb
index 80756260..53fe771e 100644
--- a/notebooks/042_Weighted_smoothing_and_interpolation.ipynb
+++ b/notebooks/042_Weighted_smoothing_and_interpolation.ipynb
@@ -29,7 +29,7 @@
"\n",
"If we have some expectation that the data should be smooth (in time and/or space), then we can use ideas of regularisation (smoothing) to **improve the accuracy** of the data. Note that any such claimed improvement is conditional on the data being smooth. Any violation of that will be inconsistent with our assumptions and may lead us to mis-interpret the data. Although we will not be doing so here, we can also provide updates on the data uncertainty after regularisation.\n",
"\n",
- "When we regularise the data, we want to respond to the variable uncertainty of the data. We have seen in [028_GDAL_timeseries](028_GDAL_timeseries.ipynb) that we can phrase the inverse of uncertainty (i.e. certainty) via a weight. For a single parameter (i.e. assumed no correlations between parameters), this is just a single weight to associate with a data point. If there is no data at some location, we simply have a weight of zero. So, we want to do a weighted regularisation responding to this.\n",
+ "When we regularise the data, we want to respond to the variable uncertainty of the data. We have seen in [041_GDAL_timeseries](041_GDAL_timeseries.ipynb) that we can phrase the inverse of uncertainty (i.e. certainty) via a weight. For a single parameter (i.e. assumed no correlations between parameters), this is just a single weight to associate with a data point. If there is no data at some location, we simply have a weight of zero. So, we want to do a weighted regularisation responding to this.\n",
"\n",
"There are many approaches to weighted interpolation. One such is to use a convolution smoothing operation.\n",
"\n",
diff --git a/notebooks/062_Part1.ipynb b/notebooks/062_Part1.ipynb
index 33ca666e..333a1df0 100644
--- a/notebooks/062_Part1.ipynb
+++ b/notebooks/062_Part1.ipynb
@@ -63,7 +63,7 @@
" * notebook showing graphs of Del Norte data\n",
"* None of these files should be more than a few pages long: we do not want you to print or submit the datasets you download.\n",
"* Look over the [requirements](#Structure-of-the-Report) to make sure you have completed all parts.\n",
- "* Make sure you read the advice on [computer codes and plagiarism](A62_Part1_code.ipynb)"
+ "* Make sure you read the advice on [computer codes and plagiarism](063_Part1_code.ipynb)"
]
},
{
@@ -233,7 +233,7 @@
" \n",
"The figures in brackets indicate the percentage of marks associated with each part. Even if, for some reason, you were unable to generate outputs from your code, you should still be able to pick up marks by attempting all or most of the sections. Most of the marks are given for your computer code, so make sure this is clearly laid out and well-documented. \n",
"\n",
- "Please read [these notes](062_Part1_code.ipynb) on what we expect of your computer code. "
+ "Please read [these notes](063_Part1_code.ipynb) on what we expect of your computer code. "
]
},
{
diff --git a/notebooks/066_Part2.ipynb b/notebooks/066_Part2.ipynb
index 6f3a6a5f..349e60bf 100644
--- a/notebooks/066_Part2.ipynb
+++ b/notebooks/066_Part2.ipynb
@@ -77,7 +77,7 @@
" \n",
"* None of these files should be more than a few pages long: we do not want you to print or submit the datasets you download.\n",
"* Look over the [requirements](#Structure-of-the-Report) to make sure you have completed all parts.\n",
- "* Make sure you read the advice on [computer codes and plagiarism](062_Part1_code.ipynb)"
+ "* Make sure you read the advice on [computer codes and plagiarism](063_Part1_code.ipynb)"
]
},
{
@@ -464,7 +464,7 @@
"#### Advice\n",
"\n",
"You will need this snow cover dataset, along with those you generated in Part A of your coursework\n",
- "You will want to use the product `MOD10A1` for the years 2018 and 2019. You should apply the catchment boundary vector dataset in the file [data/Hydrological_Units/HUC_Polygons.shp](data/Hydrological_Units/HUC_Polygons.shp) to clip your region of interest, specifying the warp arguments and other parameters as follows:\n",
+ "You will want to use the product `MOD10A1` for the years 2018 and 2019. You should apply the catchment boundary vector dataset in the file [data/Hydrologic_Units/HUC_Polygons.shp](data/Hydrologic_Units/HUC_Polygons.shp) to clip your region of interest, specifying the warp arguments and other parameters as follows:\n",
"\n",
" sds = ['NDSI_Snow_Cover']\n",
" product = 'MOD10A1'\n",
@@ -475,7 +475,7 @@
" 'format' : 'MEM',\n",
" 'cropToCutline' : True,\n",
" 'cutlineWhere' : f\"HUC=13010001\",\n",
- " 'cutlineDSName' : 'data/Hydrological_Units/HUC_Polygons.shp'\n",
+ " 'cutlineDSName' : 'data/Hydrologic_Units/HUC_Polygons.shp'\n",
" }\n",
"\n",
"You can the use a function such as [`modis_annual`](geog0111/modis_annual.py) as previously to gather the dataset for the two years of interest. Since the function [`modis_annual`](geog0111/modis_annual.py) is able to cache the dataset, you might like to run it the first time from a shell, with the vebose flag switched on. It may take some considerable time to stitch all of the data together, so being able to see the progress from the verbose output will be important.\n",
@@ -518,7 +518,7 @@
"source": [
"You need to submit you coursework in the usual manner by the usual submission date.\n",
"\n",
- "You **must** work individually on this task. If you do not, it will be treated as plagiarism. By reading these instructions for this exercise, we assume that you are aware of the UCL rules on plagiarism. You can find more information on this matter in your student handbook. If in doubt about what might constitute plagiarism, ask one of the course conveners. You should read the [advice on plagiarism and computer codes](A03_Part1_code.ipynb) we have supplied."
+ "You **must** work individually on this task. If you do not, it will be treated as plagiarism. By reading these instructions for this exercise, we assume that you are aware of the UCL rules on plagiarism. You can find more information on this matter in your student handbook. If in doubt about what might constitute plagiarism, ask one of the course conveners. You should read the [advice on plagiarism and computer codes](063_Part1_code.ipynb) we have supplied."
]
}
],
diff --git a/notebooks/TIMETABLE.md b/notebooks/TIMETABLE.md
index b800971f..717bea8f 100644
--- a/notebooks/TIMETABLE.md
+++ b/notebooks/TIMETABLE.md
@@ -9,7 +9,7 @@ GEOG0111 Timetable 2020-21
| 2 | **Python** | [Python Introduction](010_Python_Introduction.ipynb) | [Data Types](011_Python_data_types.ipynb) | [Strings](012_Python_strings.ipynb) | [String methods](013_Python_string_methods.ipynb) | [Groups](014_Python_groups.ipynb) |[Lists and dictionaries](060_Groups.ipynb)|
| 3 | **Control** | [Control in Python](015_Python_control.ipynb) | [For](016_Python_for.ipynb) | [Functions](017_Functions.ipynb) | [Scripts](018_Running_Python.ipynb) | | [Python script](061_Script.ipynb)|
| 4 | **Files** | [Files](020_Python_files.ipynb) | [Streams](021_Streams.ipynb)| [Read and Write](022_Read_write_files.ipynb) |
-| 5 | **Graphics** | [Plotting](023_Plotting.ipynb) | [Image display](024_Image_display.ipynb) | | | |[Part 1](062_Part1.ipynb) [Code advice](062_Part1_code.ipynb)|
+| 5 | **Graphics** | [Plotting](023_Plotting.ipynb) | [Image display](024_Image_display.ipynb) | | | |[Part 1](062_Part1.ipynb) [Code advice](063_Part1_code.ipynb)|
| *Reading Week* | | | | |
| 6 |**Data** | [NASA MODIS](030_NASA_MODIS_Earthdata.ipynb) | [numpy](031_Numpy.ipynb) | [more numpy](032_More_numpy.ipynb) | || [Numpy exercise](064_Numpy.ipynb)|
| 7 | **Space and time** | [Mosaicing](040_GDAL_mosaicing_and_masking.ipynb) | [Timeseries](041_GDAL_timeseries.ipynb) | |
@@ -18,4 +18,4 @@ GEOG0111 Timetable 2020-21
| 10 | **Recap** | [Summary](070_Summary.ipynb)| | || | [Part 2](066_Part2.ipynb)|
-Note that [Part 1](062_Part1.ipynb) and [Part 2](066_Part2.ipynb) are the formal assessments for the course. [Part 1](062_Part1.ipynb) should be submitted the Monday after Reading week. [Part 2](066_Part2.ipynb) should be submitted in the first week of Term 2. Please read [Code advice](062_Part1_code.ipynb) before subitting work.
+Note that [Part 1](062_Part1.ipynb) and [Part 2](066_Part2.ipynb) are the formal assessments for the course. [Part 1](062_Part1.ipynb) should be submitted the Monday after Reading week. [Part 2](066_Part2.ipynb) should be submitted in the first week of Term 2. Please read [Code advice](063_Part1_code.ipynb) before subitting work.
diff --git a/notebooks/bin/copy 2 b/notebooks/bin/copy 2
deleted file mode 120000
index 6244af80..00000000
--- a/notebooks/bin/copy 2
+++ /dev/null
@@ -1 +0,0 @@
-../copy
\ No newline at end of file
diff --git a/notebooks/bin/notebook-mkdocs.sh b/notebooks/bin/notebook-mkdocs.sh
index 17fefd88..5637664e 100755
--- a/notebooks/bin/notebook-mkdocs.sh
+++ b/notebooks/bin/notebook-mkdocs.sh
@@ -1,4 +1,4 @@
-#!/bin/bash
+#!/bin/bash
# shell to sort nb
# documentation
@@ -29,6 +29,9 @@ echo "--> re-making docs"
rm -rf docs
mkdir -p docs
+echo "--> re-making notebooks_lab"
+rm -rf notebooks_lab
+mkdir -p notebooks_lab
#
# get the theme from config/mkdocs.yml
# and update ${base}/config/requirements.txt
@@ -128,12 +131,29 @@ echo "--> building mkdocs"
#cat config/index_tail.rst >> docs/index.rst
cd $base/notebooks
+#mkdir -p $base/docs/notebooks
for i in *md ; do
+ #sed < $i 's/ipynb/md/g' > $base/docs/notebooks/$i
sed < $i 's/ipynb/md/g' > $base/docs/$i
done
+# only copy the data files we really need for links
cd $base/docs
-ln -s $base/notebooks notebooks
+rm -f data
+mkdir -p data/Hydrologic_Units
+cp $base/notebooks/data/LC_Type1_colour.csv data
+cp $base/notebooks/data/Hydrologic_Units/HUC_Polygons.shp data/Hydrologic_Units
+cp $base/notebooks/data/json-en.html data
+cp $base/notebooks/data/precip.png data
+cp $base/notebooks/data/satellites-1957-2021.gz data
+cp $base/notebooks/data/LC_Type3_colour.csv data
+
+#cp $base/notebooks/data/
+#ln -s $base/notebooks notebooks
+
+sed < index.md 's/notebooks\///g'| sed 's/docs\///g' > /tmp/tmp.$$
+mv /tmp/tmp.$$ index.md
+
cp ../config/requirements.txt .
#ln -s notebooks/images images
##ln -s notebooks/data data
@@ -143,8 +163,12 @@ cp ../config/requirements.txt .
#rm -f bin/copy/copy
# avoid conflict with index.md
-mv README.md GEOG0111.md
+sed < README.md 's/docs\///g' | sed 's/notebooks\///g' > GEOG0111.md
+rm -f README.md
+rm -f $base/docs/copy
+mkdir $base/docs/copy
+cp $base/bin/copy/* $base/docs/copy
cd $base
mkdocs build -v
diff --git a/notebooks/data/ucl 2 b/notebooks/data/ucl 2
deleted file mode 120000
index 5705db62..00000000
--- a/notebooks/data/ucl 2
+++ /dev/null
@@ -1 +0,0 @@
-/shared/groups/jrole001/geog0111/work
\ No newline at end of file
diff --git a/notebooks_lab/001_Notebook_use.ipynb b/notebooks_lab/001_Notebook_use.ipynb
index 20253cf6..56d06c43 100644
--- a/notebooks_lab/001_Notebook_use.ipynb
+++ b/notebooks_lab/001_Notebook_use.ipynb
@@ -85,6 +85,14 @@
"We recommend that you use the 'traditional' Jupyter notebooks for this course, rather than Jupyter Lab. Both are viable options, but the notebooks, in the folder `notebooks` have features that will not work properly in Jupyter Lab. In essence, if you use the notebooks in the folder `notebooks` Jupyter Lab, the exercise answers will be exposed to you as you go through the notes, whereas they should be hidden. For example:"
]
},
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "#### Exercise 1\n",
+ " This is a test exercise"
+ ]
+ },
{
"cell_type": "markdown",
"metadata": {},
@@ -174,9 +182,17 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 2,
"metadata": {},
- "outputs": [],
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "hello world\n"
+ ]
+ }
+ ],
"source": [
"# comment with a hash\n",
"\n",
diff --git a/notebooks_lab/001_Notebook_use_answers.ipynb b/notebooks_lab/001_Notebook_use_answers.ipynb
index 741d1001..31795bf3 100644
--- a/notebooks_lab/001_Notebook_use_answers.ipynb
+++ b/notebooks_lab/001_Notebook_use_answers.ipynb
@@ -11,7 +11,7 @@
"cell_type": "markdown",
"metadata": {},
"source": [
- "#### Exercse 1\n",
+ "#### Exercise 1\n",
" This is a test exercise"
]
},
diff --git a/notebooks_lab/002_Unix.ipynb b/notebooks_lab/002_Unix.ipynb
index aff9350e..569ecc93 100644
--- a/notebooks_lab/002_Unix.ipynb
+++ b/notebooks_lab/002_Unix.ipynb
@@ -46,7 +46,7 @@
},
{
"cell_type": "code",
- "execution_count": 1,
+ "execution_count": 2,
"metadata": {},
"outputs": [
{
@@ -70,7 +70,7 @@
},
{
"cell_type": "code",
- "execution_count": 2,
+ "execution_count": 3,
"metadata": {},
"outputs": [
{
@@ -198,13 +198,14 @@
},
{
"cell_type": "code",
- "execution_count": 7,
+ "execution_count": 4,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
+ "README.add.md\n",
"README.md\n"
]
}
@@ -226,14 +227,14 @@
},
{
"cell_type": "code",
- "execution_count": 8,
+ "execution_count": 5,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
- "-rw-r--r-- 1 ucfalew ucfa 3.7K Oct 2 18:42 README.md\n"
+ "-rw-r--r-- 1 ucfalew ucfa 3.3K Oct 5 09:38 README.md\n"
]
}
],
diff --git a/notebooks_lab/003_Help.ipynb b/notebooks_lab/003_Help.ipynb
index 229fb7a5..32b51558 100644
--- a/notebooks_lab/003_Help.ipynb
+++ b/notebooks_lab/003_Help.ipynb
@@ -41,7 +41,7 @@
},
{
"cell_type": "code",
- "execution_count": 1,
+ "execution_count": null,
"metadata": {
"ExecuteTime": {
"end_time": "2020-07-22T08:29:08.607974Z",
@@ -49,19 +49,7 @@
},
"scrolled": true
},
- "outputs": [
- {
- "name": "stdout",
- "output_type": "stream",
- "text": [
- "Help on method_descriptor:\n",
- "\n",
- "append(self, object, /)\n",
- " Append object to the end of the list.\n",
- "\n"
- ]
- }
- ],
+ "outputs": [],
"source": [
"#the method help()\n",
"help(list.append)"
diff --git a/notebooks_lab/015_Python_control.ipynb b/notebooks_lab/015_Python_control.ipynb
index 8c8c12d1..c659d92b 100644
--- a/notebooks_lab/015_Python_control.ipynb
+++ b/notebooks_lab/015_Python_control.ipynb
@@ -267,7 +267,38 @@
"\n",
"We know that conditions inside `if` statements use indentation in Python, and we know to be careful in our use of this.\n",
"\n",
- "There are additional notes in [docs.python.org](https://docs.python.org/3/tutorial/controlflow.html#the-range-function) you can follow up to deepen your understanding of these topics. "
+ "There are additional notes in [docs.python.org](https://docs.python.org/3/tutorial/controlflow.html#the-range-function) you can follow up to deepen your understanding of these topics. \n",
+ "\n",
+ "Summary of material in this notebook:\n",
+ "\n",
+ "Comparison operators:\n",
+ "\n",
+ "|symbol| meaning|\n",
+ "|:---:|:---:|\n",
+ "| == | is equivalent to |\n",
+ "| != | is not equivalent to |\n",
+ "| > | greater than |\n",
+ "|>= | greater than or equal to|\n",
+ "|< | less than|\n",
+ "|<= | less than or equal to |\n",
+ "\n",
+ "\n",
+ "`If ... elif ... else`:\n",
+ "\n",
+ "\n",
+ " if condition1:\n",
+ " # do this 1\n",
+ " doit1()\n",
+ " ...\n",
+ " elif condition2:\n",
+ " # do this 2\n",
+ " doit2()\n",
+ " ...\n",
+ " else:\n",
+ " # do this 3\n",
+ " doit3()\n",
+ " ...\n",
+ "\n"
]
}
],
diff --git a/notebooks_lab/016_Python_for.ipynb b/notebooks_lab/016_Python_for.ipynb
index a203d117..eb4471e8 100644
--- a/notebooks_lab/016_Python_for.ipynb
+++ b/notebooks_lab/016_Python_for.ipynb
@@ -516,7 +516,39 @@
"\n",
"We have also seen the use of `assert` to do some checking that our code is correct.\n",
"\n",
- "There are additional notes in [docs.python.org](https://docs.python.org/3/tutorial/controlflow.html#the-range-function) you can follow up to deepen your understanding of these topics. You can get more practice with `assert` at [w3schools](https://www.w3schools.com/python/ref_keyword_assert.asp)."
+ "There are additional notes in [docs.python.org](https://docs.python.org/3/tutorial/controlflow.html#the-range-function) you can follow up to deepen your understanding of these topics. You can get more practice with `assert` at [w3schools](https://www.w3schools.com/python/ref_keyword_assert.asp).\n",
+ "\n",
+ "\n",
+ "| Command | Comment | Example | Result| \n",
+ "|---|---|---|---|\n",
+ "| `for item in list:` | loop, setting `item` to each value in `list` sequentially| see Example 1|\n",
+ "| `for key,value in list_of_tuples:`|loop, setting `a,b` to each value in list of tuples | See Example 2: `list({\"a\":7,\"b\":3}.items())` | `[('a', 7), ('b', 3)]`|\n",
+ "| `range(start,stop,step)` | index iterator from `start` to `stop` in steps of `step`| `list(range(1,6,2))`| `[1, 3, 5]` |\n",
+ "|`enumerate(list)`| provide index of `list` | `list(enumerate(['a','b','c']))` | `[(0, 'a'), (1, 'b'), (2, 'c')]`|\n",
+ "| `assert condition` | test that condition is `True`, exit otherwise | `assert True` ||\n",
+ "\n",
+ "**Example 1:**\n",
+ "\n",
+ " for item in [1,2,3]:\n",
+ " # print item in loop\n",
+ " print(item)\n",
+ " \n",
+ "Result:\n",
+ "\n",
+ " 1\n",
+ " 2\n",
+ " 3\n",
+ "\n",
+ "\n",
+ "**Example 2:**\n",
+ "\n",
+ " for key,value in {\"a\":7,\"b\":3}.items():\n",
+ " print(f'key is {key}, value is {value}')\n",
+ " \n",
+ "Result:\n",
+ "\n",
+ " key is a, value is 7\n",
+ " key is b, value is 3"
]
}
],
diff --git a/notebooks_lab/017_Functions.ipynb b/notebooks_lab/017_Functions.ipynb
index f527fabb..e0cecea2 100644
--- a/notebooks_lab/017_Functions.ipynb
+++ b/notebooks_lab/017_Functions.ipynb
@@ -951,7 +951,28 @@
"\n",
"In this section, we have learned about writing a function. We have seen that they generally will have zero or more input positional arguments and zero or more keyword arguments. They will typically return some value. We have also seen how we can define a `doc string` to give the user information on how to use the function, and also how we can use `assert` to build tests for our codes. We have been through some design considerations, and seen that it is best to plan you functions by thinking about the purpose, the inputs and the outputs. Then, for the core code, you just need to develop a skeleton code and docstring structure, test that, and insert your core code. You should think about modifications using keyword arguments that you might want to include, but these will often come in a second pass of development.\n",
"\n",
- "When we write Python codes from now on, we will often make use of functions."
+ "When we write Python codes from now on, we will often make use of functions.\n",
+ "\n",
+ "Remember:\n",
+ "\n",
+ "Anatomy of a function:\n",
+ "\n",
+ " def my_function(arg1,arg2,...,kw0=...,kw1=...):\n",
+ " '''\n",
+ " Document string \n",
+ " '''\n",
+ "\n",
+ " # comments\n",
+ "\n",
+ " retval = ... \n",
+ "\n",
+ " # return\n",
+ " return retval\n",
+ "\n",
+ "\n",
+ "Also written as:\n",
+ "\n",
+ " def my_function(*args,**kwargs):\n"
]
}
],
diff --git a/notebooks_lab/018_Running_Python.ipynb b/notebooks_lab/018_Running_Python.ipynb
index 6dfc3760..58d2650d 100644
--- a/notebooks_lab/018_Running_Python.ipynb
+++ b/notebooks_lab/018_Running_Python.ipynb
@@ -181,7 +181,6 @@
],
"source": [
"from geog0111.helloWorld import helloWorld\n",
- "\n",
"helloWorld()"
]
},
@@ -854,7 +853,59 @@
" \n",
"in a bash script to generate and document our Python files, though we would also typically edits the file through some text editor.\n",
"\n",
- "We have seen how to run a Python script from a notebook, using `%run` or via a bash shell with `%%bash`. We have seen that to 'run' a Python script, we need to change the file permissions iusing `chmod`, either in `bash` or using `Path().chmod()`. We have used the octal code `755` to change the file permissions for execution."
+ "We have seen how to run a Python script from a notebook, using `%run` or via a bash shell with `%%bash`. We have seen that to 'run' a Python script, we need to change the file permissions iusing `chmod`, either in `bash` or using `Path().chmod()`. We have used the octal code `755` to change the file permissions for execution.\n",
+ "\n",
+ "Remember:\n",
+ "\n",
+ "\n",
+ "\n",
+ "|Command| Comment| Example| Result|\n",
+ "|---|---|---|---|\n",
+ "|`!unix_cmd` | Run unix command `unix_cmd` from Jupyter code cell | `!geog0111/helloWorld.py`| `hello world`|\n",
+ "|| | `!ls -l geog0111/helloWorld.py`| `-rwxr-xr-x 1 ucfalew ucfa 514 Oct 1 13:10 geog0111/helloWorld.py`|\n",
+ "|`%%bash` | Turn Jupyter Python code cell into `bash` cell | `%%bash` | | \n",
+ "| | | `chmod 755 geog0111/helloWorld.py`\n",
+ "| | |`ls -l geog0111/helloWorld.py` | `-rwxr-xr-x 1 ucfalew ucfa 514 Oct 1 13:10 geog0111/helloWorld.py`|\n",
+ "| `%run script.py` | Run Python script `script.py` from Jupyter code cell| `%run geog0111/helloWorld.py` | `hello world`|\n",
+ "| `cat << XX > YY; XX` | Put marker `XX` in bash script and send text up to `XX` into file `YY` | `cat << EOF > work/file.py` |\n",
+ "||| `hello world` | `cat work/file.py`\n",
+ "||| `EOF` | `hello world`|\n",
+ "\n",
+ "Form of a Python script:\n",
+ "\n",
+ "\n",
+ " #!/usr/bin/env python\n",
+ " # -*- coding: utf-8 -*- \n",
+ "\n",
+ " '''\n",
+ " helloWorld\n",
+ "\n",
+ " Purpose:\n",
+ "\n",
+ " function print the string 'hello world'\n",
+ "\n",
+ " '''\n",
+ "\n",
+ " __author__ = \"P Lewis\"\n",
+ " __copyright__ = \"Copyright 2020 P Lewis\"\n",
+ " __license__ = \"GPLv3\"\n",
+ " __email__ = \"p.lewis@ucl.ac.uk\"\n",
+ "\n",
+ " def helloWorld():\n",
+ " '''\n",
+ " function to print the string 'hello world'\n",
+ "\n",
+ " '''\n",
+ " print('hello world')\n",
+ "\n",
+ "\n",
+ " # example calling the function\n",
+ " def main():\n",
+ " helloWorld()\n",
+ "\n",
+ " if __name__ == \"__main__\":\n",
+ " # execute only if run as a script\n",
+ " main()"
]
}
],
diff --git a/notebooks_lab/020_Python_files.ipynb b/notebooks_lab/020_Python_files.ipynb
index de35e184..28519de8 100644
--- a/notebooks_lab/020_Python_files.ipynb
+++ b/notebooks_lab/020_Python_files.ipynb
@@ -31,11 +31,11 @@
"* [002 Unix](002_Unix.ipynb) with a good familiarity with the UNIX commands we have been through.\n",
"* [003 Getting help](003_Help.ipynb)\n",
"* [004_Accounts](004_Accounts.ipynb)\n",
+ "* [005_Packages](005_Packages.ipynb)\n",
"* [010 Variables, comments and print()](010_Python_Introduction.ipynb)\n",
"* [011 Data types](011_Python_data_types.ipynb) \n",
"* [012 String formatting](012_Python_strings.ipynb)\n",
"* [013_Python_string_methods](013_Python_string_methods.ipynb)\n",
- "* [018_Packages](018_Packages.ipynb)\n",
"\n",
"### Test\n",
"\n",
diff --git a/notebooks_lab/021_Streams.ipynb b/notebooks_lab/021_Streams.ipynb
index 4a37e2ef..f4d8e300 100644
--- a/notebooks_lab/021_Streams.ipynb
+++ b/notebooks_lab/021_Streams.ipynb
@@ -1380,7 +1380,7 @@
},
{
"cell_type": "code",
- "execution_count": 11,
+ "execution_count": 2,
"metadata": {},
"outputs": [
{
@@ -1526,7 +1526,7 @@
"4 144.5 54.2 859.6 "
]
},
- "execution_count": 11,
+ "execution_count": 2,
"metadata": {},
"output_type": "execute_result"
}
@@ -2345,7 +2345,30 @@
"\n",
"We have seen that using these object-oriented classes to deal with files and URLs means that we can use essentially the same functions throughout. \n",
"\n",
- "We have come across the `pandas` package for reading tabular and similar datasets."
+ "We have come across the `pandas` package for reading tabular and similar datasets.\n",
+ "\n",
+ "\n",
+ "`pandas`:\n",
+ "\n",
+ "| Command | Comment | \n",
+ "| --:|---|\n",
+ "|`pd.read_csv(f)`| Read CSV data from file or URL `f`|\n",
+ "|`pd.read_table(f)`| Read table data from file or URL `f`|\n",
+ "| `skiprows=N` | Keyword to skip `N` rows in reading for `pd.read_table`|\n",
+ "| `na_values=[-99.9]` | Keyword to set list of values to ignore (`-99.9` here) |\n",
+ "| `sep` | Keyword to define field separator |\n",
+ "| `engine='python'` or `engine='C'` | Keyword to set reading engine. `python` is more flexible, but `C` is faster. |\n",
+ "|`df.transpose()` | Transpose (rows->columns, columns->rows) pandas dataframe `df`|\n",
+ "|`df.head(N)` | first `N` lines of data (default 5) |\n",
+ "|`df.columns` | list-like object of column headings |\n",
+ "|`df[cname]` | Select column with name `cname`|\n",
+ "|`df[[c1,c2,c3]]` | Select columns with names `c1`, `c2` and `c3`|\n",
+ "| `pd.DataFrame(list,columns=cnames)` | Create `pandas` dataframe from information in list-like structures `list` with names from list `cnames`|\n",
+ "|`pd.to_datetime(str_list)` | convert list of date strings (e.g. of form `YYYY-MM-DD`) to `datetime` representation |\n",
+ "| `df[datetimes].dt.month` | month from `datetime` field fromn `datetime`-format column with name `datetimes`|\n",
+ "| `df[datetimes].dt.year` | year from `datetime` field fromn `datetime`-format column with name `datetimes`|\n",
+ "| `df[datetimes].dt.day` | day from `datetime` field fromn `datetime`-format column with name `datetimes`|\n",
+ "|`df.to_csv(filename,index=False)` |Write dataframe `df` to CSV format file, with no index column|\n"
]
}
],
diff --git a/notebooks_lab/022_Read_write_files.ipynb b/notebooks_lab/022_Read_write_files.ipynb
index 1cfb8551..d1abea81 100644
--- a/notebooks_lab/022_Read_write_files.ipynb
+++ b/notebooks_lab/022_Read_write_files.ipynb
@@ -201,7 +201,7 @@
},
{
"cell_type": "code",
- "execution_count": 4,
+ "execution_count": 1,
"metadata": {},
"outputs": [
{
@@ -412,7 +412,36 @@
"\n",
"We have learned how to use `gdal` to look at the sub-datasets in an HDF file and also how to read them.\n",
"\n",
- "You should now have some confidence in these matters, so that if you were set a task of downloading and saving datasets, as well as other tasks such as finding their size, whether the exists or not, you could do this. "
+ "You should now have some confidence in these matters, so that if you were set a task of downloading and saving datasets, as well as other tasks such as finding their size, whether the exists or not, you could do this. \n",
+ "\n",
+ "Remember:\n",
+ "\n",
+ "Modis library\n",
+ "\n",
+ " from geog0111.modis import Modis\n",
+ " modis = Modis(**kwargs)\n",
+ " \n",
+ "\n",
+ " get_url(**kwargs) method of geog0111.modis.Modis instance\n",
+ " Get URL object list for NASA MODIS products\n",
+ " for the specified product, tile, year, month, day\n",
+ "\n",
+ " Keyword Arguments:\n",
+ "\n",
+ " verbose: bool\n",
+ " product : str e.g. 'MCD15A3H'\n",
+ " tile : str e.g. 'h08v06'\n",
+ " year : str valid 2000-present\n",
+ " month : str 01-12\n",
+ " day : str 01-(28,29,30,31)\n",
+ "\n",
+ "`gdal`\n",
+ "\n",
+ "| Command | Comment |\n",
+ "|---|---|\n",
+ "|`g = gdal.Open(filename)` | Open geospatial file `filename` and return `gdal` object `g` (`None` if file not opened correctly)|\n",
+ "|`g.GetSubDatasets()` | Get list of sub-datasets from `gdal` object `g`| \n",
+ "|`g.ReadAsArray()` | Read dataset from `gdal` object `g` into array |"
]
}
],
diff --git a/notebooks_lab/023_Plotting.ipynb b/notebooks_lab/023_Plotting.ipynb
index 741b3b52..0f5e3892 100644
--- a/notebooks_lab/023_Plotting.ipynb
+++ b/notebooks_lab/023_Plotting.ipynb
@@ -1349,7 +1349,60 @@
"\n",
"In this section, we have learned how to plot graphs from datasets we have read in or downloaded from the web. We have concentrated in simple line graphs, with possibly multiple sub-plots here, although there are many other types of graph you may consider. \n",
"\n",
- "The [`matplotlib` gallery](https://matplotlib.org/3.3.1/gallery/index.html) provides a useful starting point for other types of plot. You might also consider the Python packages [`bokeh`](https://bokeh.org/) and [`seaborn`](https://seaborn.pydata.org/) for improved visualisation and interaction."
+ "The [`matplotlib` gallery](https://matplotlib.org/3.3.1/gallery/index.html) provides a useful starting point for other types of plot. You might also consider the Python packages [`bokeh`](https://bokeh.org/) and [`seaborn`](https://seaborn.pydata.org/) for improved visualisation and interaction.\n",
+ "\n",
+ "Remember:\n",
+ "\n",
+ "\n",
+ "\n",
+ " import matplotlib.pyplot as plt\n",
+ " import matplotlib.dates as mdates\n",
+ "\n",
+ "\n",
+ "| Function | Comment | Keywords |\n",
+ "|---|---|---|\n",
+ "|`fig, axs = plt.subplots(xshape,yshape)` | set up new figure as array of sub-plots `xshape` by `yshape` and return `fig` object for figure and `axs` object for subplots. `axs` is array of objects shape `(xshape,yshape)`, or single object if `(1,1)`. We often use `axs = axs.flatten()` to flatten the `axs` array to 1D.|`figsize=(sx,sy)` : set figure size `sx` by `sy`|\n",
+ "| `plt.savefig(\"ofile.png\")` | Save plot to file `\"ofile.png\"` | \n",
+ "| `fig.suptitle(name)` | set title `name` at top of figure `fig`\n",
+ "| `im = axs.plot(xdata,ydata,cs)` | plot line graph with `ydata` as a function of `xdata` and return plot object `im`. If argument `cs` is given, this is a colour/symbol e.g. `k+` for black crosses. | `label=str` : set `str` as label for this line. For use with `legend`| \n",
+ "| `im = plt.errorbar(xdata,ydata)` | Error bar plot for `ydata` as a function of `xdata`. Needs kwarg | `yerr=yerr` : set y-error bar to values in array `yerr` |\n",
+ "| `axs.set_xlim(x0,x1)` | Set plot x-extent to from `x0` to `x1` |\n",
+ "| `axs.set_ylim(y0,y1)` | Set plot x-extent to from `y0` to `y1` |\n",
+ "| `axs.set_title(name)` | set sub-plot `axs` title to `name` |\n",
+ "| `axs.set_xlabel(xlab)` | set x-axis label to `xlab` |\n",
+ "| `axs.set_ylabel(ylab)` | set y-axis label to `ylab` |1\n",
+ "| `axs.legend()` | set legend in plot | `loc='best'` : best location, otherwise `top left` etc. |\n",
+ "| `mdates.MonthLocator()` | `MonthLocator` object of month locators, e.g. `months = mdates.MonthLocator()` |\n",
+ "| `axs.xaxis.set_major_locator(months)` | set major ticks on x-axis to `Locator` object of `months`|\n",
+ "\n",
+ "\n",
+ "Some colours and symbols:\n",
+ "\n",
+ "| symbol/colour | name |\n",
+ "|---|---|\n",
+ "|'k+' | black plus |\n",
+ "|'r.' | red dot |\n",
+ "|'go' | green circle |\n",
+ "|'b-' | blue line |\n",
+ "|'c--' | cyan dashed line |\n",
+ "|'y-o' | yellow line with circles |\n",
+ "\n",
+ "\n",
+ "`datetime`\n",
+ "\n",
+ " from datetime import datetime\n",
+ " \n",
+ " \n",
+ "| function | comment |\n",
+ "|---|---|\n",
+ "|`datetime.now()` | date and time for now |\n",
+ "|`datetime(year, month, day, hour, minute, second, millisecond)` | return `datatime` object for time/date specified. Not all fields need be given. Can also use keywords but `year`, `month` and `day` must be given e.g.: `datetime(2020,day=1,month=2,hour=12)`|\n",
+ "| `datetime.day` | day etc. |\n",
+ "| `timedelta` | subtract two `datetime`s to get a `timedelta`|\n",
+ "|`timedelta.days` | number of days in `timedelta` |\n",
+ "| `dt.strftime(\"%H:%M:%S\")` | represent `datetime` object `dt` as `hour:minute:second`|\n",
+ "| `dt.strftime(\"%m/%d/%Y\")` | represent `datetime` object `dt` as `month/day/year`|\n",
+ "| `datetime.strptime(str,format)` | load string `str` into `datetime` object interpreting as format `format`, e.g. `datetime.strptime(\"11 November, 1918\", \"%d %B, %Y\")` -> `1918-11-11 00:00:00`; e.g. `datetime.strptime(\"2020-06-20\", \"%Y-%m-%d\")` -> `2020-06-20 00:00:00`|"
]
}
],
diff --git a/notebooks_lab/024_Image_display.ipynb b/notebooks_lab/024_Image_display.ipynb
index 487ee5c1..71a9325a 100644
--- a/notebooks_lab/024_Image_display.ipynb
+++ b/notebooks_lab/024_Image_display.ipynb
@@ -290,7 +290,7 @@
"\n",
"Sometimes we want quantised colourmaps, for example for a land cover classification map. You can do these perfectly well in `matplotlib`, but the process is a little more involved.\n",
"\n",
- "We will take as an example the MODIS product `MCD12Q1` over the UK. The land cover layer we are interested in is called `LC_Type1`. The [land cover names](https://lpdaac.usgs.gov/documents/101/MCD12_User_Guide_V6.pdf) associated with this are given in the file [data/LC_Type1_class.csv](data/LC_Type1_class.csv), along with example colour mappings."
+ "We will take as an example the MODIS product `MCD12Q1` over the UK. The land cover layer we are interested in is called `LC_Type1`. The [land cover names](https://lpdaac.usgs.gov/documents/101/MCD12_User_Guide_V6.pdf) associated with this are given in the file [data/LC_Type1_colour.csv](data/LC_Type1_colour.csv), along with example colour mappings."
]
},
{
@@ -602,7 +602,67 @@
"\n",
"In this section, we have learned how to plot images from datasets we have read in or downloaded from the web. We have concentrated on MODIS datasets, stored in a data dictionary. We used `modis.get_data` to load the MODIS datasets. We developed a function called `im_display` to provide a simple wrapper for plotting.\n",
"\n",
- "We have also looked into how to do categorised mapping, for example for land cover, and written a function called `plot_lc` to achieve this."
+ "We have also looked into how to do categorised mapping, for example for land cover, and written a function called `plot_lc` to achieve this.\n",
+ "\n",
+ "Remember:\n",
+ "\n",
+ "\n",
+ " import matplotlib\n",
+ " import matplotlib.pyplot as plt\n",
+ "\n",
+ " \n",
+ "|function|comment| keywords|\n",
+ "|---|---|:--|\n",
+ "| `im = axs.imshow(data2D)` | Display image of 2D data array `data2D` on sub-plot axis `axs` and return display object `im` | `vmin=` : minimum threshold for image display |\n",
+ "| | | `vmax=` : maximum threshold for image display |\n",
+ "| | | `interpolation=` : interpolation style (e.g. `'nearest'` |\n",
+ "| `fig.colorbar(im)` | Set colour bar for image plot object `im` | `ax=axs` plot on sub-plot `axs` |\n",
+ "| `im.set_cmap(c)` | set colourmap `c` for image object `im` | \n",
+ "| | Examples being `['Greys','gray','inferno_r','seismic']`|\n",
+ "| `cmap = matplotlib.colors.ListedColormap(list_of_colours)` | set `cmap` to `Colormap` object from list of colours `list_of_colours` |\n",
+ "|`norm = matplotlib.colors.BoundaryNorm(list, nbound)` | set `BoundaryNorm` object `norm` to boundaries of values from `list` with `nbound` values |\n",
+ "|`matplotlib.patches.Patch(color=c, label=l)`| Set patches for legend with colours from list `c` and labedl from list `l`| \n",
+ "| `plt.legend(handles=patches)` | set figure legend using `patches` |`bbox_to_anchor=(1.4, 1)` : shift of legend|\n",
+ "| | | `facecolor=\"white\"` : facecolourt of legend (white here) |\n",
+ " \n",
+ "\n",
+ "Modis library: \n",
+ "\n",
+ " from geog0111.modis import Modis\n",
+ " modis = Modis(**kwargs)\n",
+ " \n",
+ "\n",
+ "\n",
+ " get_data(year, doy=None, idict=None, month=None, day=None, step=1, fatal=False) \n",
+ " method of geog0111.modis.Modis instance\n",
+ " \n",
+ " Return data dictionary of MODIS dataset for specified time period\n",
+ "\n",
+ " args:\n",
+ " year : year (2000 to present for MOD, or 2002 to present if using MYD)\n",
+ " NB this is ignoired if idict is given\n",
+ "\n",
+ " options:\n",
+ " doy : day in year, or day in month if month specified, or None\n",
+ " when specified as day in year, or day in month, can be a list\n",
+ " 1-365/366 or 1-28-31 as appropriate\n",
+ " day : day in month or None. Can be list.\n",
+ " month : month index 1-12 or None. Can be list.\n",
+ " step : dataset step. Default 1, but set to 4 for 4-day product, i\n",
+ " 8 for 8-day, 365/366 for year etc.\n",
+ " fatal : default False. If True, exit if dataset not found.\n",
+ " idict : data file dictionary provided by eg call to\n",
+ " self.get_modis(year,doy=None,month=None,step=1,fatal=False)\n",
+ " see get_modis for more details\n",
+ "\n",
+ " returns:\n",
+ " data dictionary with keys specified by:\n",
+ " - self.sds list \n",
+ " - or all SDS if self.sds is None (default)\n",
+ " data dictionary key 'bandnames' of DOY \n",
+ "\n",
+ " Each data item a 2- or 3-dimensional numpy array \n",
+ " "
]
}
],
diff --git a/notebooks_lab/030_NASA_MODIS_Earthdata.ipynb b/notebooks_lab/030_NASA_MODIS_Earthdata.ipynb
index c34cf786..8fd0f857 100644
--- a/notebooks_lab/030_NASA_MODIS_Earthdata.ipynb
+++ b/notebooks_lab/030_NASA_MODIS_Earthdata.ipynb
@@ -97,7 +97,7 @@
"\n",
"In these, e.g. [https://e4ftl01.cr.usgs.gov/MOTA/MCD15A3H.006/2018.09.30/](https://e4ftl01.cr.usgs.gov/MOTA/MCD15A3H.006/2018.09.30/) you will find URLs of a set of files. \n",
"\n",
- "The files pointed to by the URLs are the MODIS MOD15 4-day composite 500 m LAI/FPAR product [MCD15A3H](https://lpdaac.usgs.gov/dataset_discovery/modis/modis_products_table/mcd15a3h_v006).\n",
+ "The files pointed to by the URLs are the MODIS MOD15 4-day composite 500 m LAI/FPAR product [MCD15A3H](https://lpdaac.usgs.gov/products/mcd15a3hv006/).\n",
"\n",
"There are links to several datasets on the page, including 'quicklook files' that are jpeg format images of the datasets, e.g.:\n",
"\n",
@@ -581,7 +581,15 @@
"\n",
"The main item to do with using data products of this sort, that we haven't covered yet, is the interpretation of Quality Assurance (QA) data. This is often packed information into bits, and can be a little tricky at first. However, as with above, once you have a little familiarisation with a few cases, you will be able to apply this more widely.\n",
"\n",
- "You should spend some time going through the various links to explore the different datasets, and try out the exercises above for various products. The familiarity you gain from this will help when it comes to building our own codes later on."
+ "You should spend some time going through the various links to explore the different datasets, and try out the exercises above for various products. The familiarity you gain from this will help when it comes to building our own codes later on.\n",
+ "\n",
+ "Some MODIS datasets\n",
+ "\n",
+ "\n",
+ "* [`MCD15A3H` LAI/fAPAR](https://lpdaac.usgs.gov/products/mcd15a3hv006/)\n",
+ "* [`MCD64A1` Burned Area](https://lpdaac.usgs.gov/products/mcd64a1v006/)1\n",
+ "* [`MOD10A1 / MYD10A1 Snow Products`](https://developers.google.com/earth-engine/datasets/catalog/MODIS_006_MOD10A1#bands)\n",
+ "* [`Land Cover dataset MCD12Q1`](https://lpdaac.usgs.gov/products/mcd12q1v006/)"
]
}
],
diff --git a/notebooks_lab/031_Numpy.ipynb b/notebooks_lab/031_Numpy.ipynb
index 04119477..b24978f7 100644
--- a/notebooks_lab/031_Numpy.ipynb
+++ b/notebooks_lab/031_Numpy.ipynb
@@ -262,7 +262,7 @@
"So far, we have seen a 1D array, which is the equivalent to a vector. But arrays can have more dimensions: a 2D array would be equivalent to a matrix (or an image, with rows and columns), and a 3D array would be a volume split into voxels, as seen below\n",
"\n",
"\n",
- "[![numpy arrays](images/1*Ikn1J6siiiCSk4ivYUhdgw.png)](https://cdn-images-1.medium.com/max/1120/1*Ikn1J6siiiCSk4ivYUhdgw.png)\n",
+ "[![numpy arrays](images/1Ikn1J6siiiCSk4ivYUhdgw.png)](https://cdn-images-1.medium.com/max/1120/1*Ikn1J6siiiCSk4ivYUhdgw.png)\n",
"\n",
"\n",
"So a 1D array has one axis, a 2D array has 2 axes, a 3D array 3, and so on. The `shape` of the array provides a tuple with the number of elements along each axis. Let's see this with some generally useful array creation options:"
@@ -308,26 +308,26 @@
"cell_type": "markdown",
"metadata": {},
"source": [
- "### `shape`, `ndim`\n",
+ "### `shape`, `ndim`, `size`\n",
"\n",
"One of the key aspects of `numpy` is the way it deals efficiently with large, multi-dimensional arrays. To learn how to use `numpy` well, especially when we head to more complex problems later in the notes, you need to be aware of the dimensions and shape of the array you are processing.\n",
"\n",
- "The key terms here are `array.ndim` which returns the number of dimensions of the array, and `array.shape` which gives the number of samples in each dimension. \n",
+ "The key terms here are `array.ndim` which returns the number of dimensions of the array, `array.size` that gives the total number of elements in the array, and `array.shape` which gives the number of samples in each dimension. \n",
"\n",
"If the arrays are of the same shape (and some other conditions we shall see later), you can do standard operations between them **element-wise**:"
]
},
{
"cell_type": "code",
- "execution_count": 8,
+ "execution_count": 1,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
- "the shape of arr1 is (2, 4) and ndim is 2\n",
- "the shape of arr2 is (2, 4) and ndim is 2\n",
+ "the shape of arr1 is (2, 4) and ndim is 2 and size is 8\n",
+ "the shape of arr2 is (2, 4) and ndim is 2 and size is 8\n",
"[[27. 36. 45. 54.]\n",
" [44. 36. 24. 18.]]\n",
"the shape of arr1 - arr2 is (2, 4)\n",
@@ -343,8 +343,8 @@
"arr1 = np.array([[3, 4, 5, 6.],[6,4,6,2]])\n",
"arr2 = np.array([[30, 40, 50, 60.],[50,40,30,20]])\n",
"\n",
- "print(f'the shape of arr1 is {arr1.shape} and ndim is {arr1.ndim}')\n",
- "print(f'the shape of arr2 is {arr2.shape} and ndim is {arr2.ndim}')\n",
+ "print(f'the shape of arr1 is {arr1.shape} and ndim is {arr1.ndim} and size is {arr1.size}')\n",
+ "print(f'the shape of arr2 is {arr2.shape} and ndim is {arr2.ndim} and size is {arr2.size}')\n",
"\n",
"# so we can do element-wise operations such as \n",
"# add, subtract, multiply etc\n",
@@ -606,7 +606,7 @@
},
{
"cell_type": "code",
- "execution_count": 17,
+ "execution_count": 2,
"metadata": {},
"outputs": [
{
@@ -626,7 +626,7 @@
"array([34. , 29.75, 25.5 , 21.25, 17. , 12.75, 8.5 , 4.25, 0. ])"
]
},
- "execution_count": 17,
+ "execution_count": 2,
"metadata": {},
"output_type": "execute_result"
}
@@ -855,7 +855,38 @@
"\n",
"In this section, you have been introduced to the `numpy` package and some detail on arrays. The big advantages of `numpy` are that you can easily perform array operators (such as adding two arrays together), and that `numpy` has a large number of useful functions for manipulating N-dimensional data in array form. This makes it particularly appropriate for raster geospatial data processing.\n",
"\n",
- "We have seen how to create various forms of array (e.g. `np.ones()`, `np.arange()`), how to calculate some basic statistics (`min()`, `max()` etc). "
+ "We have seen how to create various forms of array (e.g. `np.ones()`, `np.arange()`), how to calculate some basic statistics (`min()`, `max()` etc). and come across a range of `numpy` functions and concepts. \n",
+ "\n",
+ "Remember:\n",
+ "\n",
+ "\n",
+ " import numpy as np\n",
+ " \n",
+ " | Function | description | keywords | \n",
+ " |---|---|---|\n",
+ " |`np.array(x)` | convert `x` (e.g. list) to `numpy` array | `dtype=` : specify data type, e.g. `np.float`, `np.bool`, `np.int` |\n",
+ " |`np.ones(s)` | generate array of values `1` of shape `s` | `dtype=` \n",
+ " |`np.zeros(s)` | generate array of values `0` of shape `s` | `dtype=` \n",
+ " |`np.linspace(start,stop,nsamp)` | generate array of `nsamp` values from `start` to `stop` | `dtype=` |\n",
+ "| `np.arange(start,stop,step)` | generate array of numbers from `start` to (but not including) `stop` in steps of `step` | `dtype=` |\n",
+ "| `p0,p1 = np.mgrid[p0min:p0max:p0step,p1min:p1max:p1step]` | generate grids `p0`, `p1` of combinations of samples from `p0min` to (but not including) `p0max` in steps of `p0step` and `p1min` to (but not including) `p1max` in steps of `p1step`|\n",
+ " | `a.astype(dtype)` | convert array `a` to data type `dtype` ||\n",
+ " | a * b | multiply array `a` element-wise by array `b` , etc. for arithmetic|\n",
+ " | `a.shape` | tuple giving shape of array `a` | \n",
+ " | `a.ndim` | tuple giving number of dimensions of array `a` | \n",
+ " | `a.size` | tuple giving total number of elements in array `a` | \n",
+ " | `a[start:stop:step]` | array indexing for slice from `start` to `stop` in steps of `step` e.g. `np.array([2,5,3])[2:3])`|\n",
+ " | `a[index]` | array indexing by explicit index tuple or tuple list e.g. `np.array([2,5,3])[(1,)]` |\n",
+ " | `a.min()` | minimum value in array `a` | `axis=N` : value taken over axis `N` |\n",
+ " | `a.max()` | maximum value in array `a` | `axis=N` : value taken over axis `N` |\n",
+ " | `a.mean()` | mean value in array `a` | `axis=N` : value taken over axis `N` |\n",
+ " | `a.std()` | standard deviation of values in array `a` | `axis=N` : value taken over axis `N` |\n",
+ " | `a.var()` | variance of values in array `a` | `axis=N` : value taken over axis `N` |\n",
+ " | `a.sum()` | sum of values in array `a` | `axis=N` : value taken over axis `N` |\n",
+ " | `a.prod()` | product of values in array `a` | `axis=N` : value taken over axis `N` |\n",
+ " |`np.median(a)` | median of values in array `a`, assumed `a` values in radians |`axis=N` : value taken over axis `N` |\n",
+ " |`np.sqrt(a)` | square root of values in array `a` ||\n",
+ " |`np.sin(a)` | sine of values in array `a`, assumed `a` values in radians etc.|"
]
}
],
diff --git a/notebooks_lab/040_GDAL_mosaicing_and_masking.ipynb b/notebooks_lab/040_GDAL_mosaicing_and_masking.ipynb
index b5307a0e..7b830c7e 100644
--- a/notebooks_lab/040_GDAL_mosaicing_and_masking.ipynb
+++ b/notebooks_lab/040_GDAL_mosaicing_and_masking.ipynb
@@ -34,9 +34,9 @@
"* [022 Read write files](022_Read_write_files.ipynb)\n",
"* [023 Plotting](023_Plotting.ipynb)\n",
"* [024 Image display](024_Image_display.ipynb)\n",
- "* [030_NASA_MODIS_Earthdata](030_NASA_MODIS_Earthdata.ipynb)\n",
- "* [031_Numpy](031_Numpy.ipynb)\n",
- "* [032_More_numpy](032_More_numpy.ipynb)\n",
+ "* [030 NASA MODIS Earthdata](030_NASA_MODIS_Earthdata.ipynb)\n",
+ "* [031 Numpy](031_Numpy.ipynb)\n",
+ "* [032 More numpy](032_More_numpy.ipynb)\n",
"\n",
"You will need to remember:\n",
"\n",
@@ -60,7 +60,7 @@
"## MODIS dataset access\n",
"\n",
"You should by now be able to access MODIS data, either through specifying the URL of the file to download, or through using the `geog0111.modis` library as we have done in [024 Image display](024_Image_display.ipynb#MODIS)\n",
- " and [025 NASA MODIS Earthdata](025_NASA_MODIS_Earthdata.ipynb#MOTA).\n",
+ " and [030 NASA MODIS Earthdata](030_NASA_MODIS_Earthdata.ipynb).\n",
" \n",
" If we want to access only the local filename and/or SDS information for a particular, we can use the function:\n",
" \n",
diff --git a/notebooks_lab/042_Weighted_smoothing_and_interpolation.ipynb b/notebooks_lab/042_Weighted_smoothing_and_interpolation.ipynb
index b12a73f6..d9e5f93d 100644
--- a/notebooks_lab/042_Weighted_smoothing_and_interpolation.ipynb
+++ b/notebooks_lab/042_Weighted_smoothing_and_interpolation.ipynb
@@ -17,7 +17,7 @@
"\n",
"If we have some expectation that the data should be smooth (in time and/or space), then we can use ideas of regularisation (smoothing) to **improve the accuracy** of the data. Note that any such claimed improvement is conditional on the data being smooth. Any violation of that will be inconsistent with our assumptions and may lead us to mis-interpret the data. Although we will not be doing so here, we can also provide updates on the data uncertainty after regularisation.\n",
"\n",
- "When we regularise the data, we want to respond to the variable uncertainty of the data. We have seen in [028_GDAL_timeseries](028_GDAL_timeseries.ipynb) that we can phrase the inverse of uncertainty (i.e. certainty) via a weight. For a single parameter (i.e. assumed no correlations between parameters), this is just a single weight to associate with a data point. If there is no data at some location, we simply have a weight of zero. So, we want to do a weighted regularisation responding to this.\n",
+ "When we regularise the data, we want to respond to the variable uncertainty of the data. We have seen in [041_GDAL_timeseries](041_GDAL_timeseries.ipynb) that we can phrase the inverse of uncertainty (i.e. certainty) via a weight. For a single parameter (i.e. assumed no correlations between parameters), this is just a single weight to associate with a data point. If there is no data at some location, we simply have a weight of zero. So, we want to do a weighted regularisation responding to this.\n",
"\n",
"There are many approaches to weighted interpolation. One such is to use a convolution smoothing operation.\n",
"\n",
@@ -240975,4 +240975,46935 @@
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- "/D2EcDWrEkEnli05XL/u9r
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+ "\"\n",
+ "\n",
+ "\n",
+ " /* set a timeout to make sure all the above elements are created before\n",
+ " the object is initialized. */\n",
+ " setTimeout(function() {\n",
+ " animbe280187b8324343b762ad2658b379a4 = new Animation(frames, img_id, slider_id, 200.0,\n",
+ " loop_select_id);\n",
+ " }, 0);\n",
+ " })()\n",
+ "\n"
+ ],
+ "text/plain": [
+ ""
+ ]
+ },
+ "execution_count": 10,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "show5"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "## Summary\n",
+ "\n",
+ "In this section, we have learned about weighted regularisation through [convolution](https://mathworld.wolfram.com/Convolution.html) of a signal with a filter, and how this is related to smoothing and interpolation. We can now go on to use these ideas to improve the data in our MODIS datasets. We can call this an improvement, provided the assumptions underlying our regularisation are correct. These are essentially, that the data should be smoothly varying in time, to a given degree of smoothness, and that the noise is stationary, i.e. the same over the whole signal. You should ideally test your data to see if they meet these conditions, and consider variations in approach if you encounter violations. Whilst we have not concentrated on the uncertainty of the regularised signals here, in any scientific application, this is an important part of the analysis. \n"
+ ]
+ }
+ ],
+ "metadata": {
+ "kernelspec": {
+ "display_name": "Python [conda env:geog0111-geog0111]",
+ "language": "python",
+ "name": "conda-env-geog0111-geog0111-py"
+ },
+ "language_info": {
+ "codemirror_mode": {
+ "name": "ipython",
+ "version": 3
+ },
+ "file_extension": ".py",
+ "mimetype": "text/x-python",
+ "name": "python",
+ "nbconvert_exporter": "python",
+ "pygments_lexer": "ipython3",
+ "version": "3.7.8"
+ },
+ "toc": {
+ "base_numbering": 1,
+ "nav_menu": {},
+ "number_sections": false,
+ "sideBar": true,
+ "skip_h1_title": false,
+ "title_cell": "Table of Contents",
+ "title_sidebar": "Contents",
+ "toc_cell": true,
+ "toc_position": {
+ "height": "calc(100% - 180px)",
+ "left": "10px",
+ "top": "150px",
+ "width": "362.390625px"
+ },
+ "toc_section_display": true,
+ "toc_window_display": true
+ }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 4
+}
diff --git a/notebooks_lab/043_Weighted_interpolation.ipynb b/notebooks_lab/043_Weighted_interpolation.ipynb
new file mode 100644
index 00000000..687b54a7
--- /dev/null
+++ b/notebooks_lab/043_Weighted_interpolation.ipynb
@@ -0,0 +1,1006 @@
+{
+ "cells": [
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "# 043 Weighted interpolation\n",
+ "\n",
+ "## Introduction\n",
+ "\n",
+ "### Purpose\n",
+ "\n",
+ "We have seen in [042_Weighted_smoothing_and_interpolation](042_Weighted_smoothing_and_interpolation.ipynb) how we can regularise a dataset using colvolution filtering. We investigate and apply that now to allow us to provide gap-filled datasets.\n",
+ "\n",
+ "### Prerequisites\n",
+ "\n",
+ "You must make sure you can recall the details of the work covered in [040_GDAL_mosaicing_and_masking](040_GDAL_mosaicing_and_masking.ipynb) and understand the material in [042_Weighted_smoothing_and_interpolation](042_Weighted_smoothing_and_interpolation.ipynb). You will also need to know how to do [graph plotting](023_Plotting.ipynb), including sub-figures and errorbars, and [image display](024_Image_display.ipynb).\n",
+ "\n",
+ "### Test\n",
+ "\n",
+ "You should run a [NASA account test](004_Accounts.ipynb) if you have not already done so."
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "## Smoothing\n",
+ "\n",
+ "In convolution, we combine a *signal* $y$ with a *filter* $f$ to achieve a filtered signal. For example, if we have an noisy signal, we will attempt to reduce the influence of high frequency information in the signal (a 'low pass' filter, as we let the low frequency information *pass*).\n",
+ "\n",
+ "We can perform a weighted interpolation by:\n",
+ "\n",
+ "* numerator = smooth( signal $\\times$ weight)\n",
+ "* denominator = smooth( weight)\n",
+ "* result = numerator/denominator"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "We will now load up a dataset (LAI for LU for 2019) to explore smoothing. We will use the function [get_lai_data](geog0111/get_lai_data.py) that we have previously developed:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 1,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "from geog0111.get_lai_data import get_lai_data\n",
+ "import numpy as np\n",
+ "\n",
+ "# load some data\n",
+ "tile = ['h17v03','h18v03','h17v04','h18v04']\n",
+ "year = 2019\n",
+ "fips = \"LU\"\n",
+ "\n",
+ "lai,std,doy = get_lai_data(year,tile,fips)\n",
+ "\n",
+ "# sort the weight as in the exercio\n",
+ "std[std<1] = 1\n",
+ "weight = np.zeros_like(std)\n",
+ "mask = (std > 0)\n",
+ "weight[mask] = 1./(std[mask]**2)\n",
+ "weight[lai > 10] = 0."
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "#### Exercise 1\n",
+ "\n",
+ "* Write a function `get_weight` that takes as argument:\n",
+ " \n",
+ " lai : MODIS LAI dataset\n",
+ " std : MODIS LAI uncertainty dataset \n",
+ " \n",
+ " and returns an array the same shape as lai/std of per-pixel pixel weights\n",
+ "* Read a MODIS LAI dataset, calculate the weights, and print some statistics of the weights\n"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "We can plot the dataset for a given pixel (`(107,72)` here) to see some of the features of the data:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 4,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "0.0 1.0 1 365\n"
+ ]
+ },
+ {
+ "data": {
+ "text/plain": [
+ "Text(0, 0.5, 'LAI')"
+ ]
+ },
+ "execution_count": 4,
+ "metadata": {},
+ "output_type": "execute_result"
+ },
+ {
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "import matplotlib.pyplot as plt\n",
+ "\n",
+ "# look at some stats\n",
+ "print(weight.min(),weight.max(),doy.min(),doy.max())\n",
+ "error = np.zeros_like(weight)\n",
+ "error[weight>0] = np.sqrt(1./(weight[weight>0] )) * 1.97\n",
+ "\n",
+ "p0,p1 = (107,72)\n",
+ "x_size,y_size=(10,5)\n",
+ "\n",
+ "shape=(10,10)\n",
+ "fig, axs = plt.subplots(1,1,figsize=(x_size,y_size))\n",
+ "x = doy\n",
+ "\n",
+ "axs.errorbar(x,lai[:,p0,p1],yerr=error[:,p0,p1]/10)\n",
+ "axs.set_title(f'{p0} {p1}')\n",
+ "# ensure the same scale for all\n",
+ "axs.set_ylim(0,7)\n",
+ "axs.set_xlabel('DOY 2019')\n",
+ "axs.set_ylabel('LAI')"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "The LAI data, that we expect to be smoothly varying in time, has unrealistic high frequency variations (it goes up and down too much). It also has data missing for some days (e.g. when too cloudy), and is often, in the winter, highly uncertain.\n",
+ "\n",
+ "Despite that, we can 'see' that there should be a smoothly varying function that can go through those data points quite well. This is what we want to achieve with our regularisation.\n",
+ "\n",
+ "### Smoothing\n",
+ "\n",
+ "We can generate a Gaussian filter for our smoothing. The width of the filter, that in turn controls the degree of smoothing, is set by the parameter `sigma`. Recall the impact of the filter width from the [material in the previous session](042_Weighted_smoothing_and_interpolation.ipynb#Filter-width-and-degree-of-smoothing). We will use a value of `5` here, but you should *not* assume that that will always be appropriate. We will discuss how to experiment with this later in this session."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 5,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "[]"
+ ]
+ },
+ "execution_count": 5,
+ "metadata": {},
+ "output_type": "execute_result"
+ },
+ {
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "import scipy\n",
+ "import scipy.ndimage.filters\n",
+ "\n",
+ "# sigma controls the width of the smoother\n",
+ "sigma = 5\n",
+ "\n",
+ "x = np.arange(-3*sigma,3*sigma+1)\n",
+ "gaussian = np.exp((-(x/sigma)**2)/2.0)\n",
+ "\n",
+ "plt.plot(x,gaussian)"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "We now perform the weighted regularisation by convolution."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 6,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "numerator = scipy.ndimage.filters.convolve1d(lai * weight, gaussian, axis=0,mode='wrap')\n",
+ "denominator = scipy.ndimage.filters.convolve1d(weight, gaussian, axis=0,mode='wrap')\n",
+ "\n",
+ "# avoid divide by 0 problems by setting zero values\n",
+ "# of the denominator to not a number (NaN)\n",
+ "denominator[denominator==0] = np.nan\n",
+ "\n",
+ "interpolated_lai = numerator/denominator"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "We can plot the results in various ways:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 7,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ ""
+ ]
+ },
+ "execution_count": 7,
+ "metadata": {},
+ "output_type": "execute_result"
+ },
+ {
+ "data": {
+ "image/png": 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0tm/fzumnn87IkSMxxgQdlifiSa58vVtQRERE0seIESOCDiEUlFyJpJGi3Ur506AE1a0U71hL0dZP1/Ga0vW4RZKBugVF0lSsbqWgarGSRaqfn1Q/vrBatGgRLVq0SJkutFRjrWXx4sWl7hbU3YIishfd4l+8VD8/qX58YVWtWjV+/fXXlB//KRlZa/n111+pVq1aqd+jbkGRNKVuJZHwaNiwIatXr+aXX34JOhSJolq1ajRs2LDU66tbUER0i38JUv38pPrxifhFQzGISKnEc4u/X/U5XmzXr9jCPASCF8cc5uMTCRvVXImI5/yqz/Fiu+lYO5SOxywSRkquRGQvqsUqXqqfn1Q/PpFEULegiMTFr/ocL7abjrVD6XjMImGhmisR8Zxf9TlebDcda4dS/Zg1BpeEjWquREQkqammTJKFkisRKTO/6nO82G461g6l4zGLhJG6BUVEJLRUUyZhpporEREfqR7If6leUybJRzVXIiI+Uj2QiORTciUiIklBNWWSLNQtKCJSRqoHEklvqrkSEfFRmOuBkq0eLNnilfSlmisRkTSVbPVgyRavSFFKrkREPKB6IBHJp25BEZEUlGz1YMkWrwio5kokbal+RcJcDxZNssUr6Us1VyJpSvUrIiKJpeRKRCTFJVs9WLLFK1KUr92CxpgVwGZgN5AbremsMHULinhD9SsiIv6L1S1YKQH77matXZ+A/YhIxKAezQuSKNWvlJ3q1Yqn8yMSnboFRURiUL1a8XR+RKLzO7mywBRjzFxjTD+f9yUiUah+RUQksfyuuTrMWrvGGHMQMBX4q7V2VpF1+gH9ABo3btx+5cqVvsUjIkluxw7YtQuqVoVKlcAYz3eherXi6fyI7BH4OFfGmPuBLdbaEbHWUUG7SJpbuxYmToTFi+HHH2H1aveYMAHatYMXX4Q+fdy6FSpAtWpQpw68/z60bu3et2wZHHUUNG3q1ikHv+rVUqVWyYvzkyrnQtJTwgvajTE1gArW2s2R56cDD/q1PxFJMlu3wowZMHs29OoFxx8PX38N/fpB9erQsCE0aABdurgkCqB9exg2zLVgbd/uHr/+Cocd5l5/4w247z73fP/9oXNnOOUUuOkm2G+/QA4zmpHTlyqhiNC5kFTk592CBwNvGddsXwl41Vo72cf9iUjY7dgBb74J48fD5MkuOapUCQ4/3CVXnTvD0qWu1Slal1+rVu4Ry4ABcNpprgXr00/hww9h1iy45Rb3+ujRULMmnH9+qZIt1asVT+dHJDpNfyMi/tq+Hb7/Ho4+GnbuhIMOgho14E9/ci1WHTr426r0++9wwAHu+emnw9Sprivxkkvg6qvh5JN9qd0qSrVKe+hcSKoIvOaqNJRciaSQH36Ap56CZ591yc2SJa4GavlyaNKk3PVQZZKXBx984Gq3xo2Dbdvg5pvhyScTGobGHttD50KSmeYWFJHEmDsXLrzQJVDDhrmuvmee2dM65EGheZlVqACnnuqSq59+ghdegD//2b22dKmLe8oUl4SJiJRRIkZoF5F0sHs3VKwIK1a4Wqc774QbbnD1VGFUq9aeOw8BcnJcfdaECZCRAX37wjXXwKGHer5r1SrtoXMhqUjdgiJSomJvl589G+65x92Vd999kJvrxqIK0d15pbZjB7z9tmtpmznTFb//9JOrEUtjGi5BJDp1C4pImUWd5uSrr+C881xB+LffumETwN39l4yJFbjBSS+91A0RkZMDo0btSawuuQQeesiNu5VmNM2NSHyUXIlI/J5+2g3q+fHH8PDD8N13cP31QUflrWbNoHdv93zbNnfX4f/9HzRuDN26ucTrt9+CjVFEQkndgiISVbG3yx+8HZ54whWs5w9zkA6++w5eecU9lixxd0Jef70bEHXXLjdwaYrQcAkiJdNQDCJSZhlZk1ix/9cuuRg1Kuhwysyz2iFrYf58OOIIN2bWk0/CwIFuINTTTnOPDh1cN2MK0HAJItGp5kpEymb5cvd18GDXNbZrV7DxlINntUPGwHHHucQK3HAT997r7pYcOtR1G9ar51q0wBX9f/yxf92Iq1bBggV7RqWfNg2++WbP69Omwf/+50au/+knN7CriPhGQzGISGyffgo9ezKw7fmuK6x374SMZp502rRxjwcegI0bXYKzaNGeYvgHHnCTSwMcfLCr22rbdk8r4BtvwJYt7nlenhvW4tBDoWfPPe///ns3j+L69e5x6qnurkZwUwJt2rR3TNdcA88/71rZzjhj37G7/vIXVztnLbz8sksWW7RwNyQUoeESROKjbkERiW7bNjcQaO3a8N57cOSRQUdUJqGoHVq1yrUkLVzoHj/+6JKnF15wr7duvXdLE0DXrm44CHA3D6xf71rD6tWDunWhY0fo39+9PnYsVK7sxu6qXNk9Dj3UfWZ5efDZZ7Bhw96Pk092w2csW+aK98FNkN2tm0uiL7jAbU9EYlLNlUga8KSmKP93gjGu5ap5c/cHPQXEqh0KfBynTZvInrKYQScc4kaRr1DBJToHHuj/vnfvdsNOzJsHX3zhxvlaudJNsH3RRbB5s0vWqlXzPxaRJKOaK5E0UO6aotxc1xqSne2+P/nklEmsihP4OE61azNyzi+uu7BhQzjssMQkVuDqxI4+2k0D9I9/uJsWPvkEzokkoSNHulaw/C5PESmRkisRcbZvh1694P/9P/j556Cj8YVqh0qhQgWXVOcPBHvqqa778P773bRAQ4bsW98lIntRt6BIkvOkpig3Fy6+2HUJ/etfcNNN3gYZQmGoxQpDDKU2b55LsN59110rb7wRdEQigVPNlUiIlLfGJ9b7yzQekbXuzrFnn3VdQAMGlDmuZBWGcZzCEEOpzJnj6q9atYJ169xgqp07Bx2VSCBUcyUSIuWt8fG0RsgYdzfa3/6WlomVxCkz0yVW4KYD6trVfc3NDTQskTDROFciKSTumqJ16+Cgg+CGG/wJKEmEoRYrDDHEbfhw2LHDTWg9bZobC61Jk6CjEgmcugVFEqS89TWe1+e88orrDpw5003bIlJWr73mEvS8PHjnHdeaJZIGVHMlEiLlra8pd33O5Mlw3nnQqZMbIFRjGEl5rVgBt9/uRn1Pg+E7REA1VyKSb9UquPxyaNkS/vMfJVbijYwMGDfOJVY7d8JjjyX1PJQi5aHkSiQA5a2vKfP7d++Gq65yf/zGjXNT24h47b33XCtWz5575kwUSSNKrkQCUN4xjMr8/t273QTDTz6ZtHMFShI4/3w3tMeUKdC9u5sXUSSN6G5BkXRSpYqb4kTEb9df7+5EvfRSN8n0+++7rkORNKCWK5F0sGULnHkmfPZZ0JFIOunZ0w3RsHOn5iWUtKLkSiQdDBzoumi2bw86Ekk3HTu6UdzbtHHf79wZbDwiCaDkSiTVjRsHzz8Pgwe7CXhFEq1KFff17393NVh//BFsPCI+U3Ilksp+/BH69nWDhN5/f9DRSLpr1gw++QT+/Gd3c0XIZU/NCToESVJKrkRS2b/+5boCX3kFKlcOOhpJd5dc4m6oeOst6N/fTRoeYp7O4SlpRXcLiqSyhx6CCy90LQYiYTBggGtRHTYMGjSAe+8NOiIRz/meXBljKgJzgB+ttef6vT8RwY2MvWkT1K0L7dsHHY3I3h55xI191bBh0JHso+gcnhlZk4ByzOEpacn3uQWNMbcCmUDtkpIrzS0o4pERI9wfsK++CuUfMJG95OVBhfBVqZR7Dk9JeYHMLWiMaQicA4z2cz8iUsiaNfDAA9ChgxIrCb9x4+CEEzRNjqQUv/9V+AdwJ5AXawVjTD9jzBxjzJxffvnF53BE0sDtt7tuwZEjg45EpGR168KXX8Jf/hK6AvfyzgEq6cu35MoYcy6wzlo7t7j1rLWjrLWZ1trM+vXr+xWOSHr44AMYOxbuvBOaNg06GpGSdesGDz4Ir74Ko0YFHc1eVGMlZeVny1VHoKcxZgXwGnCqMeZlH/cnIu+9B4cfDllZQUciUnqDB8MZZ7g7CefNCzoakXLzLbmy1g621ja01mYAlwEzrLVX+LU/EQEefRTmzoXq1YOORKT0KlSAl192Ez1Pnhx0NCLlpnGuRFLBxo3u1vamTV0Ni0iyqVcPFiyAAw4IOhKRckvIva/W2g80xpWIjx57DI4+2g3OKJKs8hOrOXPcKO4iSSp8A4uISHx+/dVNKXL++W7Ea5Fkl5UFffrAqlVBRyJSJkquRJLdiBFujCBNzCypYtQoN7Hz9deHbngGkdJQciWSzNatg3/+Ey67DFq2DDoaEW8ccYSbe3DKFBitMagl+Si5EklmH3/s/rO/776gIxHx1g03QPfucOut8MMPQUcjEhfdLSiSzP70J1fErjusJNVUqADPPQevvAKHHhp0NCJxUcuVSLJaudJ9VWIlqerww+Huu6FyZVeDJZIklFyJJKPVq+GooyA7O+hIRPz36afQogV8913QkYiUipIrkWT0979DXh706hV0JCL+a9TI3bzRt6/uHpSkoORKJNmsWOFqUa67DjIygo5GxH+NGrmpnWbMcNPkiIScscX8F2CMeQKIuYK1doCXwWRmZto5c+Z4uUmR1HPjjS65Wr7c/dERSQd5edCxIyxbBosXa5onCQVjzFxrbWbR5SXdLahMRyRMduyA//wHrr5aiZWklwoV3OCi7drBiy+6IRpEQqrY5Mpa+2K05caYasB5vkQkIrFVrQpLlsAffwQdiUjitW4Nc+e6ryIhVuqaK2NMRWPMWcaYfwMrgUv9C0tE9rFzp+saqVULDjoo6GhEgnHssWCMG1h0x46goxGJqsTkyhjTxRjzNLACuB44HWhirb3I59hEpLCRI6FVK9i4MehIRIK1ahUcfbSbIkckhIpNrowxq4GhwCfAMdbaC4E/rLXbEhGciETs2OHGtDrsMKhTJ+hoRILVqBH07OmGJMnJCToakX2U1HI1HmiA6wI8zxhTg2LuHhQRn7z0EqxdC1lZQUciEg7Z2VCtmrt7VmNfScgUm1xZawcCGcDjQDcgB6hvjLnEGFPT//BEhN27Yfhwd5dU9+5BRyMSDoccsmfsq7Fjg45GZC8l1lxZZ4a1ti8u0bocuABXgyUifps0yXV93HWXK+QVEef66+H44+Hbb4OORGQvJY1ztRdr7S7gXeBdY8xgf0ISkb2cfTaMGwcXXBB0JCLhUrEifPSRG6JEJETKM/3NjZ5FISKxVaoEF17o/pCIyN7yE6vPP3ejt4uEQHmSK/VPiPjtyivh6aeDjkIk3LZsgTPOgP79VdwuoVCe5EpXsIif5s93k9RqXCuR4tWsCffdB++/D++8E3Q0IiVO3LyZ6EmUAfaz1sZVs1USTdwsUsiVV8Lbb7sBE/ffP+hoRMJt1y447jjYuhUWLoT99gs6IkkDsSZuLmkohlrW2tpRHrW8TqxEpJAff4TXXoPrrlNiJVIalSvDE0/AihVu6BKfZE/VoKVSsvJ0C4qIX554ws0jOHBg0JGIJI9u3eCaa6BGDd92MXL6Ut+2LalDrU8iYXTWWXDAAdCkSdCRiCSX558POgKR4muuEk01VyIiUm7WwvjxUK8edO1a7s1lT82J2mI1sHszBvVoXu7tS/KKVXOl5EokTHJzYcgQuPZaaNw46GhEktPOndCypRsbbsECqFLFs01nZE1ixdBzPNueJLcyFbSLSIK9/TY88ADMnRt0JCLJq0oVGDkSlixxX0USTMmVSJg89hg0bQo9ewYdiUhyO/tsOO88ePBBd/etRwZ2b+bZtiR1+ZZcGWOqGWM+N8Z8ZYz51hjzgF/7EkkJn34K//sfDBqkqW5EvJCd7ca/uvNOzzapGispDT/vFtwBnGqt3WKMqQx8bIx5z1r7Px/3KZK8HnvM3SHYp0/QkYikhqZN4dFH4aCDgo5E0oxvyZV1lfJbIt9WjjzCUz0vEiZ5eVC7NgwY4OsYPSJpR2PFSQB8HefKGFMRmAscCfzLWvtZlHX6Af0AGuvuKElXFSrACy8EHYVIasrLcy3D++8PffsGHY2kAV8L2q21u621bYGGwAnGmFZR1hllrc201mbWr1/fz3BEwum33+DLL4OOQiR1GQPTpsEdd8DPPwcdjaSBhNwtaK3dAHwAnJmI/Ykklaeegnbt4Lvvgo5EJDUZ44Zk2LYNbr896GgkDfh5t2B9Y8z+kef7AacBi/3an0hS2r7dzSN41llwxBFBRyOSulq0gKwsePllmD496GgkxfnZcnUoMNMYswD4AphqrZ3o4/5Eks8rr7huittuCzoSkdR3991w5JFw002we3fQ0UgK8/NuwQXAcX5tXyTp5RfZtm0Lp54adDQiqa9aNRgzxt1AorHkxEe+3i0oIsXIyYHVq13NlTFBRyOSHjp23PN81y6oXDm4WCRlKbkSCUqLFrBqFVSvHnQkIunnnnvcrAjTp7uWLBEP6YoSCcLmzWAt1Kmj/5xFgnDEEfDBB66bUMRjSq5EgtC3L5xyikuwRCTxrrkGOnVyQzOsWxd0NJJilFyJJNqKFfDmm3DSSaq1EglKhQrwzDOwZYvu1hXPKbkSSbSRI90v9gEDgo5EJL0dcwzcdRdMmODqH0U8ouRKJJF+/x2efRZ694aGDYOORkTuvRcWLIBGjYKORFKIkiuRRBo9GrZu1RQcknayp+YEHUJ0VatC06au/vGzz4KORlKEkiuRRBo4EN5/H449NuhIRBJq5PSlQYdQvH//29VBTpkSdCSSApRciSSKtVClCpx+etCRiEhRl17qxp7r29cNlSJSDkquRBJhyxY47jh4552gIxFJmOypOWRkTSIjaxJAwfNQdhFWqwbPP+8K2++8M+hoJMlphHaRRHj6afjqK6hfP+hIRBJmUI/mDOrRHHCJ1Yqh5wQcUQk6dIBBg+Dxx+HiizXnp5SZkisRv/3xB4wYAd27u1/eIhJeDz0En38O27cHHYkkMSVXIn579ln4+Wd4/fWgIxEJzMDuzYIOoXSqV4dZszTAr5SLaq5E/LRjBwwbBp07u+luRNJUfvdgUjAG8vJg6FB47bWgo5EkpORKxE9VqsBzz8Hw4UFHIiLx2L0b3n3X3T24NOTDSAQklDcmhISSKxE/GQNnnAEnnhh0JCISj8qVYexY9/XSS10rtOwl9GOXBUjJlYhfXnkF7rhDv5RFklXjxjBmDHz5pftZFiklY60NOoYCmZmZds6cOUGHIVJ+27e7AQnr1YMvvlBxrEgyGzQInngCFi+GI48MOppAZU/NidpiNbB7s+Sqq/OIMWautTZzn+VKrkR8MGKE+0932jQ3BIOIJK+dO904dccfH3QkoZIUY5f5LFZypW5BEa/9+isMGQJnnaXESiQVVKmyJ7GaNUtd/VIiJVciXhsyxM1NNmxY0JGIiJe+/Ra6dnV3EIao1ycoSTN2WQCUXIl4rV8/ePJJaNUq6EhExEstW8IDD8BLL8HDDwcdTeDSscaqtDRCu4jXjj7aPUQk9dx7L+TkuK/NmsEllwQdkYSQWq5EvDJ7Nlx0kZvqRkRSkzEwejR06gRXXQUrVgQdkYSQWq5EvGAt3Hab+0Vbs2bQ0YiIn6pWhbfegnfegYyMoKOREFLLlYgXxo93LVcPPgg1agQdjYSEpgdJYfXqwbXXuufffAMbNwYbTwqJ9+cmjD9nSq5EymvnTsjKcgXs11wTdDQSIpoeJA1s3AhdukCvXvDHH0FHkxLi/bkJ48+ZkiuR8nriCVi+3A29ULFi0NGISCLVqePuDv7gA5dgbd8edEQSAr6N0G6MaQT8GzgEyANGWWtHFvcejdAuSem33+C11+Cmm4KOREJA04Okqeefh+uug3PPdWUCVaoEHVFSiffnJiw/Zwmf/sYYcyhwqLV2njGmFjAXuMBauzDWe5RcSVLZvRvy8qBy5aAjkZDS9CBp5umn4cYb3fRXt90WdDRJK96fmyB/zhI+/Y21dq21dl7k+WZgEdDAr/2JJFx2Npx0EmzYEHQkIhIGN9wAkybBgAFBRyIBS0jNlTEmAzgO+CwR+xPxXU4O/O1v0KiRq7kQiULTg6Shs892rdk//wz33edauCUu8f7chPHnzLduwYIdGFMT+BD4u7V2QpTX+wH9ABo3btx+5cqVvsYjUm55eXDKKW6esW+/hUMPDToiEQmbp55ydZgXXACvvgr77Rd0ROKDhHcLRnZaGRgPvBItsQKw1o6y1mZaazPr16/vZzgi3njySfj4Y/jHPwoSqzCOsyIiAbrxRhg5Ev7zH+jeHdavDzoiSSDfkitjjAGeAxZZax/3az8iCZWXB6+8AmedBVdeWbA4jOOsiEjABgyAcePgyy/h5JM1VU4a8bPlqiNwJXCqMWZ+5HG2j/sT8V+FCjBrFrz0kptjTESkOH/6E0yb5kZ019RYacP3mqt4aCgGCbVXX3Vj2NSuDYRnnBURSQLWun/Idu6Ezz6Dzp2Djkg8EEjNlUjKGD8e/vxnN/xCxKAezVkx9JyC8VXynyuxEpF95Ld0P/ywmy5n8GDIzQ02JvGNkiuRkixaBH36wIknujkERUTK6q67oG9fGDoUunWD1auDjkh8oORKpDibNrn5wqpXd4WpVatGXS2M46yISAjttx+MGgUvv+wK3du2dfMSSkpRciVSnFtvhWXL4I03oGHDmKupK1BE4vLnP8PcudC8ORxySNDRiMeUXIkU5/773X+Yp5zi+640VpakCl3LpXTUUfDJJ9CihSt4v+ce+PrroKMSDyi5Eonmyy/dtBUNG8JllyVklxorS1KFruU45Be6r10Lo0dD+/YwZAjs2hVsXFIuSq5Einr/fejQAR58MOhIRCRdHHaYm07rT39y85aedJJasZKYxrkSKWzaNDjvPNdcP3061K3r6+40VpakCl3LHho/3k2fU6UKfPed+yqhFGucKyVXIvlmzHCDhB55pHter15Cd5+RNalgzCyRZJaO13L21Bxvk8j16yEnx02bs2sXTJzoJoHWzBChokFERYqzdSv07g1HHOFarBKcWIlIcvO8zqxePZdYAbz+uusu7NABZs/2dj/iCyVXIgA1asDbb7vEqn79QELQWFmSKnQte+zyy+GFF+CHH1zCdemlsHx50FFJMdQtKOntrbdg1So3e72ISBwSXme2dSsMHw7DhkHr1m6OQgmUaq5ECrMWHnnEjSvToQPMmgWVKpXqrZ7XVohI0ktondnatbBuHbRpA7/9BvfdB3fcAY0bJ2b/UkA1VyL5/vjDjY58zz3u64wZpU6sQGP4iEjADj3UJVbgBiF95hlo1gxuvtm1xEvglFxJesnNhVNPhddecy1XL70E1aoFHZWIJLnA6szOO89N0dWnj5uz8MgjXZK1e3cw8Qig5EpSWNQpOCpVgiuucLVWWVkFtzVHW7fwsuypOWRkTSIjaxJAwXNN8yF+0zWWHOIpFfD8M23c2LVeLVsG11zjugwrVnSvbdjg7b7KKN2uYyVXkrIKuu9yc91o6//5j/v+5pvh/POjrxtj2aAezVkx9JyCmor856q9Er+pGzr1+PaZHn44PP20m2geXLJ12GHwl7/AihX+7LOU0u06VnIlqS0nBzp2dAWfM2YEHY2IiP/yBxqtUcN1F44Z42qyrr/ejfguvtPdgpJSYt4afchOBt3Sq1TrRlP41mrdLSh+01QyqSfQz3T1ajd8w6hRrrtwzRqoU8fffZIe13GsuwWx1obm0b59eysSy+NTlpR++eTJ9vC7Jlp7xhnW/vhjids+/K6JpVomJYv1OUnZ6DpMPYn+TAt+JtessfbNN/e8MHy4td9/n5AYUvU6BubYKPmMugUlacRqZSpY/vvvMGWKe3766e7re++5mgNJmHSrrRAJu4KfyUMPhYsucs+//x7uvReaN3d1qGvWBBdgClJyJanhySddTcGFF8KmTWCMuzW6lJOcRruNWlN4SBjoOkw9ofhMmzRxU+hcd53rLmzaFG67zbe7C0NxzAmkmisJtVh99ic2OZDPvv9tn+UDW9Zi0JVdEhGaFJIOtRUiySSun8nvv3d3VL/3HixdCrVquTqtww6DCmqDKY6mv5Gkt8/0EkuWQIsWZNw1kRUd8+Dcc0vdUiX+Seg0ICJSolL/TG7ZAjVruunBjjrKDUTat6+74/CQQ3yPsyRhvJlI099Iahg3ztUJgPvhzx9e4bzzlFiJiJRHzZrua14e3H8/NGoEgwe7r717w4IFgYaXTPWcSq4k/LZvhzFjGJgzDS6+GCZMcPMDAnTrlnZ9+WGnz0MkXOL+maxYES6/HD74wPUQDBgA//2vGzcQYNs2NzizxKRuQQm3GTPgssvgl1+gVSu4+2645JI9UzuIiIj/Nm+G/fZzU4g99BA8+yzceiv07x/XxPfxCns9p7oFJTlYC7Nnkz1mpvv+mGPcCOvTprkm6d69lViJSFJIqfn0atXak0SddBIccQQMGuR+Py9a5Ntuk3XqMSVXEg5r1sCjj7pk6uSTGbl4m1t+yCFukuXu3VVTJSJJJZlqhOLSo4frMnztNTd/4XHHwauvBh1VqCi5kuANHOgKJrOyoF49GD066IhERKQkl14K334LPXvCscf6vrtkquf0rebKGPM8cC6wzlrbqjTvUc1VGtixA95/H8aPh3/9y92d8sILsGwZ2ceey8gvo4xdFZK+dRGRkoS9Rsh3/fpB+/buaxr0NiR8bkGgC9AO+Ka070nquQVnPBzfci+2Xc73fzr6ttLvqzwx/PGHte++a+2A462tXdtasPbAA6397LOYb8m+p0/5Y4u2PNHrxsOLbXixv3jiKO+5iPeYy/s5eSEs14Vf5z7M17Kf11Z5txtledTfY8Vto7zrxsGXOUC3b3fzuYK1V11l7dat3u8jZEj03ILW2lnAvs0QqerDofEt92Lb5Xx/h1XPln5f8cbw22/www/u+bJlbhyqA5a46Wneew9++glOOCHm22+pNKH8sUVbnuh14+HFNrzYXzxxlPdcxHvM5f2cvBCW68Kvcx/ma9nPa6u8242yPOrvseK2Ud514+BLPVjVqm7IhgcegJdecoXvS1O07qwEqrkSb1gL33wDjz0G3brBQQfB//2fe61lS3e3H8Dzz8OZZ0LlysHFKiIi/qhQwf3uf+89+PFHOO002Lkz6KgSztdxrowxGcBEW0zNlTGmH9APoHHjxu1XrlzpWzyem/lI9P8qDu8IKz/Zd/kpWdBtcPm2XdptxHj/qtrtaLRpXuliKOk4/vjDjXsC0KULfPSRe96yJVxwgWul2jC59McR65jjiS3W8ni2Ud51E/k5x8uLazaezyme98c6Zi+ui/Kez3jPWzReXBfl3V+Yf2d5sd1Ex+DF75AEHkfC68F++MFNDt2tm/sH3NqUm6sw4TVXkaQtg3SpubqvdnzLvdh2ed8fbXlx627dau3771t7553Wtm9vbf361ubmutdHj7b22Wet/eGH+OPwIjY/tuHFuvHwYhte7M+vz6m8+4p3f36dz7BcF36d+zBfy35eW+Xdrl/Xpk/HcfhdE33ZbkyPPWZtr14pV4dFjJor/4ZVleS3fbsbNC5/4LgDDnDNu5Uru770m292d/9Vrw7XXRdsrCIiEl6VKsHbb7sxC995B+rXDzoiX/nWPmeMGQvMBo4yxqw2xqT2X99TsuJb7sW2S+kfuX+Kunx2o757L9i0ya37t7+5br46dWD27D3bGDAAJk+G33+HWbPgvvtcYlVa8RxHtHXjPcfl3YYX68bDi214sT+/Pqfy7ive/fl1PsNyXfh17sN8Lft5bZV3u35dmz4dR8LHjBowAN58E+bPhw4dUr7QXXMLpqgS+9Zzc10Beu3aZC/PjbruiXYDn5n9Y29DksPMR/yp35Lk4dc1kGzbleB9+qkbdLRiRTcRdJ06QUdULrFqrpRcFSN7ak5KJBEZWZNY8fcz4Y034PPP4YsvYN48V5B+++0wfLjrAhw2jIxt7VlxTxc3j1TRbUTmdpIkc38duH9j0FFIkPy6BpJtuxIOS5e6JOvqq4OOpNxiJVequSrGyOlLky+5ys2FJUtc0+uXX0b6tVu5OzT++lfYuhXatXOj555wAnTq5N5XrZq7fTZr0j6JlYiIiGeaNXMPcONivf02ZGdDjRqBhuUlJVfJbN06WLXKTTUAcMUVblqZ7dvd91WrQq9eDLy2l5uG4PPP3Rx+xYwxFasfPpnmdBL2vZX7/kjTu19DPEj4+HUNJNt2Jdy+/trNJztrFowd6yaBTgHqFiwidPNCWbtnfqZJk1yWv2iRmyxz3To48EBYv96tM3Qo/PKLuzjbtoUWLfbc6SfpS10skmzdd7pm08v06XDVVe5v2dChMHBg0oyHFatbMDmiT6BBPZqzYug5BfVF+c9LSqyyp+bEtTyqpUvdCOZ33+1mG8/MhLp1Yds29/qHH8LLL7taqXPPdc2ob7zhEjCArCw3QvoVV0CrVkqsRMpr5iPJtd1kpHNRrLj+hvjIrziyp+a44RkWLICzz4Zbb3WNCElOyZVHYs3TNHL60j3Jz+rVLjl65BFX83T66a7fOSdy0b73nhsvavhwV3Berx707u2SKYCHHoING9zwCM89B7fc4i7KJMnwJSCJHuIhlYRhjjwvhGFohFhijUQugE9zAJaBX3EUbLduXZgwwf0dPCdy89SgQXD++a7b8KeffNm/X9S0UYx96ozy8mDjRti0yX3Nfxx7rHs9J8e1Jv3yi3usWwfnj4CpU10i9cUXcOWVbt369aFJE1dcnu/yy12LVOPG0Vudqlb150AltaleRfy6BpJtuxJuxri5Z/Ptv7+7Oeudd9z3LVq4v5HDh7vvp01zpTH16rl1a9YMTWNDetVcbd4MZ5yxZ46j/Mdf/uJajNascS1Bubmwe7cbffyPP+Dhh+GGG1zhXX4iBWR3vJyRnS7fZzcnrl/OZ/Wa7rN8YKfGDGpeFRo0SKm7IkRSShjmyEt1OhfFCkvtr19xxLVda93f3nffhblz4ZhjYMgQ99r++7sGjnwVKrheoaeeKnNs8dI4VwBbtkCvyJ1zhR9XXulajX79FW66yQ1uVqmSu6tuv/3goouga1f47Tf497/dUAX77+8GP6tTB5o2JWPY7KjjQGl8qHBJlbHLEi5dB3VUwbbj5+efbOciwcLyN8SvOMq8XWtdq9aKFe5v84YN7tGmjfubnSAa5wpck+HUqbFfr1sXXn899usHHujqnCRpJeXYZWHw4dD0TK7E0ecvYWOMuzM+pEM3hKNzMgVofCiRFBTmQvBUoXNRrLD8DfErjrAcn9fSq1tQAhVUl1yQ9QsJP2Yvu29SsS4m1vkJQ7dnGGIoLMk/f5UApLdEff6quZLAhaF2INExJPyYVSNUvFjHEYbjC0MMsYQ5thjC8PtGgpOoz1+DiIqIiIgkgFquxFdhuaW4cDyJ6Aos8ZjL2wVU+P2J6L4JW5dVPGKdn8M7wspP9l2eyG6vZOl6S5LPP2y/bySxgvj81S0ogUvHZvqYx1zebpYwd2+FWZjPWxhiSCHp+PtG9lC3oIiISBhp3kMpIyVXkjCpesttcfY65pmPRFon6rjv85+X9hd4ad6v29qLF+v8hOG8hSGGFOLJ75tEzwEpngn67426BUWC4Fe3oIh4Rz9nUgJ1C0ZkT80JOoS4JWPM4h19/iLeifbztNey8rYwi5CGyVW0OwnCLhljlhLE0QUU9fNXF5JImUT7edprWbfBrrUqv8Uq/3kS3C0p4ZF2yZVIKJT3F7V+0YuIhFZa1Fwl49gnyRizeEefv4h3Yv08RePpeHSS8jTOVUQyjn0SLWbNm5U+kvGaFQmraD9P+hmTslJBe4pRHZaIiEg4pV1yFfTYF2WRjDGLd/T5i3gn2s+TfsbEa2nXLZjMVIcjIiISHuoW9JBf4w6VtN1BPZqzYug5BbUB+c8LJ1ZhGBMpnhjCEK+IJK9U+h2SKseSKsdRHkquysCveicvthuGWqx4YghDvCKSvFLpd0iqHEuqHEd5KLlKUqoREBERCSdfa66MMWcCI4GKwGhrbbGzYIa55sqveicvthuGWqx4YghDvCKSvFLpd0iqHEuqHEe8YtVcYa315YFLqJYDRwBVgK+AY4p7T/v27a3vZjwcdfGno28r9brZ9/QpVwhR9xXvdn2KLV7RjiWeGBIdb8LF+JwSvo0wiOc4UuWYZQ+fPtO4f4dEiyMk11s8xxLtd2+svy3xHLMX24h6HLHOcTyfhxfb8Bgwx0bJZ/zsFjwBWGat/c5auxN4DTjfx/2VzofRG886rHq21OveUmlCuUKIuq94t+tTbPGKdizxxJDoeBMuxueU8G2EQTzHkSrHLHv49JnG/TskWhwhud7iOZZov3tj/W2J55i92EbU44h1juP5PLzYRoL4mVw1AFYV+n51ZJmIiIhIyvKt5soYczFwhrX2+sj3VwInWGv/WmS9fkC/yLdHAUu8jqVhbXPYwTXMoUWXb91daWeNirlVSrONrbvYUqMyNYsu/3mrXbt6k11TYgx1axx1cJU/9nl/rBiibTfmcZQvtnrA+pLi3yuOGMcSTTzHUdpzmSBxn5d8XhxfiM9RXOclnuMI8TGXpMzXSoqr17C2qeLHZxrvtRJr/WgScL3tdb3E9TMSx+/euP6+xVjXi7+Rfq0bzzZ8/kwPt9bWL7qwkk87A9dS1ajQ9w2BfQ7OWjsKGOVjHAWMMXNstMKzNKZzEp3OS3Q6L/vSOYnOGDNn1cY8nZcidL3sKxXPiZ/dgl8AzYwxTYwxVYDLgHd83J+IiIhI4HxrubLW5hpj+gPv4+4cfN5a+61f+xMREREJAz+7BbHW/hf4r5/7iFNCuh+TjM5JdDov0em87EvnJDqdl+h0XvaVcuckVBM3i4iIiCQ7TX8jIiIi4qG0SK6MMWcaY5YYY5YZY7KCjidIxpgVxpivjTHzjTFzIssONMZMNcYsjXw9IOg4/WSMed4Ys84Y802hZTHPgTFmcOTaWWKMOSOYqP0X47zcb4z5MXK9zDfGnF3otZQ/L8aYRsaYmcaYRcaYb40xAyPL0/p6Kea8pPv1Us0Y87kx5qvIeXkgsjxtr5dizklqXyvRhm1PpQdlmIYnlR/ACqBekWXDgKzI8yzg0aDj9PkcdAHaAd+UdA6AYyLXTFWgSeRaqhj0MSTwvNwP3B5l3bQ4L8ChQLvI81pATuTY0/p6Kea8pPv1YoCakeeVgc+Ak9L5einmnKT0tZIOLVfhnIYnXM4HXow8fxG4ILhQ/GetnQX8VmRxrHNwPvCatXaHtfZ7YBnumko5Mc5LLGlxXqy1a6218yLPNwOLcDNNpPX1Usx5iSVdzou11m6JfFs58rCk8fVSzDmJJSXOSTokV5qGZ28WmGKMmRsZHR/gYGvtWnC/NIGDAosuOLHOga4f6G+MWRDpNszvzki782KMyQCOw/3nreslosh5gTS/XowxFY0x84F1wFRrbdpfLzHOCaTwtZIOyZWJsiydb5HsaK1tB5wF3GyM6RJ0QCGX7tfPU0BToC2wFngssjytzosxpiYwHrjFWrupuFWjLEun85L214u1dre1ti1uVpITjDGtilk9Lc5LjHOS0tdKOiRXpZqGJ11Y6+ZXstauA97CNbf+bIyb2yrydV1wEQYm1jlI6+vHWvtz5BdjHvAse5rn0+a8GGMq4xKIV6y1EyKL0/56iXZedL3sYa3dAHwAnImuF2Dvc5Lq10o6JFeahifCGFPDGFMr/zlwOvAN7nxcHVntauA/wUQYqFjn4B3gMmNMVWNME6AZ8HkA8QUi/w9CRC/c9QJpcl6MMQZ4DlhkrX280Etpfb3EOi+6Xkx9Y8z+kef7AacBi0nj6yXWOUn1a8XXEdrDwGoansIOBt5yvxepBLxqrZ1sjPkCeMMYcx3wA3BxgDH6zhgzFugK1DPGrAbuA4YS5RxYa781xrwBLARygZuttbsDCdxnMc5LV2NMW1yz/ArgL5BW56UjcCXwdaRmBOBudL3EOi+90/x6ORR40RhTEdd48Ya1dqIxZjbpe73EOicvpfK1ohHaRURERDyUDt2CIiIiIgmj5EpERETEQ0quRERERDyk5EpERETEQ0quRERERDyk5EpEAmeM2W2MmW+M+dYY85Ux5lZjTIVCr3cyxnxujFkcefQzzsfGmLMKrXeJMWZykW1XN8ZMirzvW2PM0EKvVTXGvG6MWWaM+SwylUv+a5ONMRuMMROLbO9UY8w8Y8w3xpgXjTEpP6SNiMRHyZWIhMEf1tq21tqWQA/gbNw4WxhjDgFeBW6w1rYAOuHGxDkbuAF43BhTLTIw7t+Bm6Nsf0TkvccBHQslZNcBv1trjwSygUcLvWc4biynApGE70XgMmttK2AlewaHFBEBlFyJSMhEpmbqh5vU1eCSpTHW2nmR19cDdwJZ1tpvgHeBu3DJ2L+ttcuLbG+btXZm5PlOYB5uSg2A83HJEsA4oHtkn1hrpwObi4RXF9hhrc2JfD8VuNCTAxeRlKHmbBEJHWvtd5FWooOAluxJgPLNiSwHeACXMO0EMovbbmQajvOAkZFFDYBVkX3mGmM24hKo9TE2sR6obIzJtNbOAS5i73nQRESUXIlIaJlCX6NNJWEBrLVbjTGvA1ustTtibszVRo0F/mmt/a7IPvbZbjTWWmuMuQzINsZUBabgpugQESmgbkERCR1jzBHAbmAd8C37tki1x809li8v8ijOKGCptfYfhZatJtLyFEm+6gC/FbcRa+1sa21na+0JwCxgaQn7FZE0o+RKRELFGFMfeBp40rrJT/8F9IlM8ooxpi6u8HxYHNscgkucbiny0jvsKUi/CJhhS5hw1RhzUORrVVyt19OljUNE0oO6BUUkDPYzxswHKuO62V4CHgew1q41xlwBPGuMqYXryvuHtfbd0mzYGNMQuAdYDMyL1Ks/aa0dDTwHvGSMWYZrsbqs0Ps+AloANY0xq4HrrLXvA3cYY87F/XP6lLV2RrmPXkRSiinhnzQRERERiYO6BUVEREQ8pORKRERExENKrkREREQ8pORKRERExENKrkREREQ8pORKRERExENKrkREREQ8pORKRERExEP/H0k7Rnu3YdjtAAAAAElFTkSuQmCC\n",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "p0,p1 = (107,72)\n",
+ "x_size,y_size=(10,5)\n",
+ "\n",
+ "fig, axs = plt.subplots(1,1,figsize=(x_size,y_size))\n",
+ "x = doy\n",
+ "axs.plot(x,interpolated_lai[:,p0,p1],'r--',label='smoothed LAI')\n",
+ "axs.plot(x,lai[:,p0,p1],'+',label='LAI')\n",
+ "axs.plot(x,weight[:,p0,p1],'+',label='weight')\n",
+ "\n",
+ "axs.set_title(f'{p0} {p1}')\n",
+ "# ensure the same scale for all\n",
+ "axs.set_ylim(0,7)\n",
+ "axs.set_xlabel('DOY 2019')\n",
+ "axs.set_ylabel('LAI')\n",
+ "axs.legend(loc='best')"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 8,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "# Plot the interpolated_lai\n",
+ "import matplotlib.pyplot as plt\n",
+ "\n",
+ "shape=(12,8)\n",
+ "x_size,y_size=(20,30)\n",
+ "\n",
+ "fig, axs = plt.subplots(*shape,figsize=(x_size,y_size))\n",
+ "axs = axs.flatten()\n",
+ "plt.setp(axs, xticks=[], yticks=[])\n",
+ "\n",
+ "for i in range(interpolated_lai.shape[0]):\n",
+ " im = axs[i].imshow(interpolated_lai[i],vmax=7,cmap=plt.cm.inferno_r,\\\n",
+ " interpolation='nearest')\n",
+ " axs[i].set_title(doy[i])\n",
+ " fig.colorbar(im, ax=axs[i])"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 9,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "import matplotlib.pyplot as plt\n",
+ "\n",
+ "x_size,y_size=(20,20)\n",
+ "\n",
+ "shape=(10,10)\n",
+ "fig, axs = plt.subplots(*shape,figsize=(x_size,y_size))\n",
+ "plt.setp(axs, xticks=[], yticks=[])\n",
+ "\n",
+ "pixel = (100,70)\n",
+ "x = doy\n",
+ "\n",
+ "for i in range(shape[0]):\n",
+ " p0 = pixel[0] + i\n",
+ " for j in range(shape[1]):\n",
+ " p1 = pixel[1] + j\n",
+ " axs[i,j].plot(x,interpolated_lai[:,p0,p1])\n",
+ " axs[i,j].plot(x,lai[:,p0,p1],'+')\n",
+ " axs[i,j].set_title(f'{p0} {p1}')\n",
+ " # ensure the same scale for all\n",
+ " axs[i,j].set_ylim(0,7)"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "This achieves very plausible results for this dataset. The time series plots are particularly useful in judging this: we see that the smoothed signal describes the cloud of observations well. Further, there are no gaps in the data. A visual assessment of this kind is a useful tool for deciding if we are on the right track with our regularisation. We have not justified the filter width value we have used though."
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "#### Exercise 2\n",
+ "\n",
+ "* Write a function `regularise` that takes as argument:\n",
+ " \n",
+ " lai : MODIS LAI dataset\n",
+ " weight : MODIS LAI weight\n",
+ " sigma : Gaussian filter width\n",
+ " \n",
+ " and returns an array the same shape as lai of regularised LAI\n",
+ "* Read a MODIS LAI dataset and regularise it\n",
+ "* Plot original LAI, and regularised LAI for varying values of sigma, for one pixel\n",
+ "\n",
+ "Hint: You will find such a function useful when completing Part B of the assessed practical, so it is well worth your while doing this exercise."
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "## data mask\n",
+ "\n",
+ "Although these datasets look complete when we plot them, it is still possible that some pixels have no valid data points or invalid pixels. Earlier, we set \n",
+ "\n",
+ " denominator[denominator==0] = np.nan\n",
+ "\n",
+ "so we would expect invalid pixels to contain `np.nan`. We can build a mask for these pixels, for example by summing along the time axis (axis 0):\n",
+ "\n",
+ " mask = np.sum(interpolated_lai,axis=0)\n",
+ " \n",
+ "This will build a 2D dataset that is `np.nan` if invalid. We can then use `~np.isnan` to build a boolean mask. The `~` symbol is the same as doing `np.logical_not()` in this context. It will be `True` where invalid, and `False` where valid:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 13,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# reload the dataset\n",
+ "from geog0111.get_lai_data import get_lai_data\n",
+ "from geog0111.get_weight import get_weight\n",
+ "from geog0111.regularise import regularise\n",
+ "\n",
+ "lai,std,doy = get_lai_data(year,tile,fips)\n",
+ "weight = get_weight(lai,std)\n",
+ "interpolated_lai = regularise(lai,weight,5.0)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 14,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "Text(0.5, 1.0, 'data mask')"
+ ]
+ },
+ "execution_count": 14,
+ "metadata": {},
+ "output_type": "execute_result"
+ },
+ {
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "mask = ~np.isnan(np.sum(interpolated_lai,axis=0))\n",
+ "\n",
+ "x_size,y_size=(10,10)\n",
+ "fig, axs = plt.subplots(1,1,figsize=(x_size,y_size))\n",
+ "x = doy\n",
+ "axs.imshow(mask)\n",
+ "axs.set_title('data mask')"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "## Land cover\n",
+ "\n",
+ "We have generated a gap-filled LAI dataset, and have checked the quality of it. Lets now load some land cover data so that we can examine LAI as a function of land cover class:"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "We will use `LC_Type3` as this is the classification associated with the LAI product. You will find a CSV file defining the LC types in [`data/LC_Type3_colour.csv`](data/LC_Type3_colour.csv).\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 15,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "dict_keys(['LC_Prop1', 'LC_Prop1_Assessment', 'LC_Prop2', 'LC_Prop2_Assessment', 'LC_Prop3', 'LC_Prop3_Assessment', 'LC_Type1', 'LC_Type2', 'LC_Type3', 'LC_Type4', 'LC_Type5', 'LW', 'QC', 'bandnames'])"
+ ]
+ },
+ "execution_count": 15,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "from geog0111.modis import Modis\n",
+ "\n",
+ "# LU\n",
+ "kwargs = {\n",
+ " 'tile' : ['h17v03', 'h18v03','h17v04', 'h18v04'],\n",
+ " 'product' : 'MCD12Q1',\n",
+ "}\n",
+ "\n",
+ "year = 2019\n",
+ "doy = 1\n",
+ "# get the data\n",
+ "modis = Modis(**kwargs)\n",
+ "\n",
+ "warp_args = {\n",
+ " 'dstNodata' : 255,\n",
+ " 'format' : 'MEM',\n",
+ " 'cropToCutline' : True,\n",
+ " 'cutlineWhere' : \"FIPS='LU'\",\n",
+ " 'cutlineDSName' : 'data/TM_WORLD_BORDERS-0.3.shp'\n",
+ "}\n",
+ "\n",
+ "# specify day of year (DOY) and year\n",
+ "lcfiles = modis.get_modis(year,doy,warp_args=warp_args)\n",
+ "lcfiles.keys()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 16,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "\n",
+ "\n",
+ "
\n",
+ " \n",
+ " \n",
+ " \n",
+ " code \n",
+ " colour \n",
+ " class \n",
+ " description \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " 0 \n",
+ " 0 \n",
+ " #1c0dff \n",
+ " Water Bodies \n",
+ " at least 60% of area is covered by permanent w... \n",
+ " \n",
+ " \n",
+ " 1 \n",
+ " 1 \n",
+ " #b6ff05 \n",
+ " Grasslands \n",
+ " dominated by herbaceous annuals (<2m) includin... \n",
+ " \n",
+ " \n",
+ " 2 \n",
+ " 2 \n",
+ " #dcd159 \n",
+ " Shrublands \n",
+ " shrub (1-2m) cover >10%. \n",
+ " \n",
+ " \n",
+ " 3 \n",
+ " 3 \n",
+ " #c24f44 \n",
+ " Broadleaf \n",
+ " Croplands: bominated by herbaceous annuals (<2... \n",
+ " \n",
+ " \n",
+ " 4 \n",
+ " 4 \n",
+ " #fbff13 \n",
+ " Savannas \n",
+ " between 10-60% tree cover (>2m). \n",
+ " \n",
+ " \n",
+ " 5 \n",
+ " 5 \n",
+ " #086a10 \n",
+ " Evergreen Broadleaf Forests \n",
+ " dominated by evergreen broadleaf and palmate t... \n",
+ " \n",
+ " \n",
+ " 6 \n",
+ " 6 \n",
+ " #78d203 \n",
+ " Deciduous Broadleaf Forests \n",
+ " dominated by deciduous broadleaf trees (canopy... \n",
+ " \n",
+ " \n",
+ " 7 \n",
+ " 7 \n",
+ " #05450a \n",
+ " Evergreen Needleleaf Forests \n",
+ " dominated by evergreen conifer trees (canopy >... \n",
+ " \n",
+ " \n",
+ " 8 \n",
+ " 8 \n",
+ " #54a708 \n",
+ " Deciduous Needleleaf Forests \n",
+ " dominated by deciduous needleleaf (larch) tree... \n",
+ " \n",
+ " \n",
+ " 9 \n",
+ " 9 \n",
+ " #f9ffa4 \n",
+ " Non-Vegetated Lands \n",
+ " at least 60% of area is non-vegetated barren (... \n",
+ " \n",
+ " \n",
+ " 10 \n",
+ " 10 \n",
+ " #a5a5a5 \n",
+ " Urban and Built-up Lands \n",
+ " at least 30% impervious surface area including... \n",
+ " \n",
+ " \n",
+ " 11 \n",
+ " 255 \n",
+ " #000000 \n",
+ " Unclassified \n",
+ " NaN \n",
+ " \n",
+ " \n",
+ "
\n",
+ "
"
+ ],
+ "text/plain": [
+ " code colour class \\\n",
+ "0 0 #1c0dff Water Bodies \n",
+ "1 1 #b6ff05 Grasslands \n",
+ "2 2 #dcd159 Shrublands \n",
+ "3 3 #c24f44 Broadleaf \n",
+ "4 4 #fbff13 Savannas \n",
+ "5 5 #086a10 Evergreen Broadleaf Forests \n",
+ "6 6 #78d203 Deciduous Broadleaf Forests \n",
+ "7 7 #05450a Evergreen Needleleaf Forests \n",
+ "8 8 #54a708 Deciduous Needleleaf Forests \n",
+ "9 9 #f9ffa4 Non-Vegetated Lands \n",
+ "10 10 #a5a5a5 Urban and Built-up Lands \n",
+ "11 255 #000000 Unclassified \n",
+ "\n",
+ " description \n",
+ "0 at least 60% of area is covered by permanent w... \n",
+ "1 dominated by herbaceous annuals (<2m) includin... \n",
+ "2 shrub (1-2m) cover >10%. \n",
+ "3 Croplands: bominated by herbaceous annuals (<2... \n",
+ "4 between 10-60% tree cover (>2m). \n",
+ "5 dominated by evergreen broadleaf and palmate t... \n",
+ "6 dominated by deciduous broadleaf trees (canopy... \n",
+ "7 dominated by evergreen conifer trees (canopy >... \n",
+ "8 dominated by deciduous needleleaf (larch) tree... \n",
+ "9 at least 60% of area is non-vegetated barren (... \n",
+ "10 at least 30% impervious surface area including... \n",
+ "11 NaN "
+ ]
+ },
+ "execution_count": 16,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "import pandas as pd\n",
+ "# read the colour data\n",
+ "lc_Type3 = pd.read_csv('data/LC_Type3_colour.csv')\n",
+ "lc_Type3"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 17,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# generate matplotlib cmap and norm objects from these\n",
+ "# as in session 024\n",
+ "import matplotlib\n",
+ "import matplotlib.patches\n",
+ "\n",
+ "cmap = matplotlib.colors.\\\n",
+ " ListedColormap(list(lc_Type3['colour']))\n",
+ "norm = matplotlib.colors.\\\n",
+ " BoundaryNorm(list(lc_Type3['code']), len(lc_Type3['code']))\n",
+ "\n",
+ "# set up the legend\n",
+ "legend_labels = dict(zip(list(lc_Type3['colour']),list(lc_Type3['class'])))\n",
+ "patches = [matplotlib.patches.Patch(color=c, label=l)\n",
+ " for c,l in legend_labels.items()]"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 18,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "[ 1 3 4 5 6 7 10 255]\n",
+ "/shared/groups/jrole001/geog0111/work/MCD12Q1/data.LC_Type3._h17v03_h18v03_h17v04_h18v04_.2019.001.001_warp.vrt\n"
+ ]
+ }
+ ],
+ "source": [
+ "import gdal\n",
+ "import numpy as np\n",
+ "\n",
+ "# read the LC_Type3 dataset\n",
+ "g = gdal.Open(lcfiles['LC_Type3'])\n",
+ "land_cover = g.ReadAsArray()\n",
+ "\n",
+ "# If the unique values dont correspond with\n",
+ "# what we expect for the land cover codes, there \n",
+ "# has been some error in processing\n",
+ "print(np.unique(land_cover))\n",
+ "print(lcfiles['LC_Type3'])"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 19,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ ""
+ ]
+ },
+ "execution_count": 19,
+ "metadata": {},
+ "output_type": "execute_result"
+ },
+ {
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "# plot\n",
+ "import matplotlib.pyplot as plt\n",
+ "x_size,y_size=(10,10)\n",
+ "fig, axs = plt.subplots(1,figsize=(x_size,y_size))\n",
+ "im = axs.imshow(land_cover,cmap=cmap,norm=norm,interpolation='nearest')\n",
+ "plt.legend(handles=patches,\n",
+ " bbox_to_anchor=(1.6, 1),\n",
+ " facecolor=\"white\")"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "#### Exercise 3\n",
+ "\n",
+ "* Write a function `get_lc` that takes as argument:\n",
+ " \n",
+ " year : int\n",
+ " tile : list of MODIS tiles, list of st\n",
+ " fips : country FIPS code, str\n",
+ " \n",
+ " and returns a byte array of land cover type LC_Type3 for the year and country specified\n",
+ "* In your function, print out the unique values in the landcover dataset to give some feedback to the user\n",
+ "* Write a function `plot_LC_Type3` that will plot LC_Type3 data with an appropriate colourmap.\n",
+ "* Produce a plot of the land cover of Belgium for 2018"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "We can now consider masking both for valid pixels and for a particular land cover type."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 23,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "class codes: [ 1 3 4 5 6 7 10 255]\n"
+ ]
+ }
+ ],
+ "source": [
+ "# reload the dataset\n",
+ "from geog0111.get_lai_data import get_lai_data\n",
+ "from geog0111.get_weight import get_weight\n",
+ "from geog0111.regularise import regularise\n",
+ "\n",
+ "year = 2019\n",
+ "tile = ['h17v03', 'h18v03','h17v04', 'h18v04']\n",
+ "fips = \"LU\"\n",
+ "lc = get_lc(year,tile,fips)\n",
+ "lc_Type3 = pd.read_csv('data/LC_Type3_colour.csv')\n",
+ "lai,std,doy = get_lai_data(year,tile,fips)\n",
+ "weight = get_weight(lai,std)\n",
+ "interpolated_lai = regularise(lai,weight,5.0)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 24,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "code for Grasslands is 1\n"
+ ]
+ }
+ ],
+ "source": [
+ "# get the code for Grasslands\n",
+ "# might be easier to look in the table ...\n",
+ "# but we can extract it\n",
+ "classy = 'Grasslands'\n",
+ "code = int(lc_Type3[lc_Type3['class'] == classy]['code'])\n",
+ "print(f'code for {classy} is {code}')"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 25,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "(92, 2661)\n"
+ ]
+ }
+ ],
+ "source": [
+ "# code \n",
+ "code_mask = (land_cover == code)\n",
+ "valid_mask = ~np.isnan(np.sum(interpolated_lai,axis=0))\n",
+ "\n",
+ "# combine\n",
+ "mask = np.logical_and(code_mask,valid_mask)\n",
+ "masked_lai = interpolated_lai[:,mask]\n",
+ "print(masked_lai.shape)"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "Notice how we used `interpolated_lai[:,mask]` to apply the mask to the last 2 dimensions of the `interpolated_laia dataset. The result is 2D, the first dimension being the number of time samples.\n",
+ "\n",
+ "Now, take the mean, over axis 1:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 26,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "((92, 2661), (92,))"
+ ]
+ },
+ "execution_count": 26,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "mean_lai = np.mean(masked_lai,axis=(1))\n",
+ "median_lai = np.median(masked_lai,axis=(1))\n",
+ "max_lai = np.max(masked_lai,axis=(1))\n",
+ "min_lai = np.min(masked_lai,axis=(1))\n",
+ "\n",
+ "# check they have the same shape before we plot them!\n",
+ "masked_lai.shape,doy.shape"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 27,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ ""
+ ]
+ },
+ "execution_count": 27,
+ "metadata": {},
+ "output_type": "execute_result"
+ },
+ {
+ "data": {
+ "image/png": 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bxpIlS7BYLOTk5JCfn09mZiZTp07lrrvuYuzYsZx11ll4PB4CAwOZMmUKY8aMqW/dOdiGDRu47777KCsro6qqipEjR9a/N2HCBCwWC126dCE/Px+AJUuWMHHiRKxWK8nJyQwdOhSA8PDwX90XwOjRo7Hb7WRmZuL1ehk1ahQAmZmZ7Nmzh61bt7JhwwaGDx8OgNfrJSkpifLycsrKyurnMrz66qv54osvDtt+eXk5kyZNYvv27Sil6lvDAIYNG0ZERAQAXbp0ISsri7S0tOP+tzkSuSwohBBCNDFdu3Zl9erV9V8///zzLFiwgMLCwvrXQkJC6p/PmjWLwsJCVq1axZo1a0hISMDpdNKhQwdWrVpFZmYm99xzD/fffz82m43ly5dz8cUX89FHH9UHmYNNnjyZ5557jvXr1zN9+nScTmf9ewEBAfXP9UHzEyulDtvO8ezr4G0emGD6wLYsFgsejwetNV27dmXNmjWsWbOG9evXM3/+fLTWR9zvof72t79x7rnnsmHDBj799NOjfj9WqxWPx/Or2/s10nIlhBBCHMsJtDA1lKFDhzJt2jReeOEFbrjhBoD6fk9HUl5eTnx8PHa7nUWLFpGVlQVAbm4u0dHRXHXVVYSGhjJz5kyqqqqoqanh/PPPZ8CAAbRr1+6w7VVWVpKUlITb7WbWrFmkpKQcs94hQ4bw0ksvcc0111BQUMCiRYu44oorjmtfx6Njx44UFhaybNkyBg4ciNvtZtu2bXTt2pWIiAiWLl3KmWeeyaxZs456fA58DzNnzjypGk6EhCshhBCiiVFK8dFHH3H77bfz2GOPERcXR0hICI8++ugR17/yyisZN24cffr0oWfPnnTq1AmA9evX89e//rW+ReiFF16gsrKS8ePH43Q60Vrz1FNPHba9Bx54gP79+5Oenk5mZiaVlZXHrPfCCy9k4cKFZGZm0qFDh/rLdMezr+PhcDiYPXs2t9xyC+Xl5Xg8Hm677Ta6du3Ka6+9xu9//3uCg4N/cfnyYHfeeSeTJk3iySefrL9k2ZjUwU16ZuvTp49euXKl2WUIIYQ4zW3evJnOnTubXYZoQo50TiilVmmtDxvvQfpcCSGEEEI0IAlXQgghhBANqFHDlVIqUik1Wym1RSm1WSk1sDH3J4QQQghhtsbu0P4M8KXW+hKllAMIbuT9CSEENe4a8muM8XcUCqUUFiygIMAaQFxQ3HHdvi2EECej0cKVUiocGAJMBtBauwBXY+1PCHH6qfPWsbVkKzvLdrKrfBc7y3ays2wnudW5x/xcqD2U9lHtaR/Zng5RHYznUe0Jc4SdosqFEC1ZY7ZctQEKgdeUUj2AVcCtWuvqRtynEKKFK3GWsCR7Cd/u+5bvcr+j1lMLgMPioHVEa3rE9+CiiItIDk3Goixo/FNS+B9rPbXsKNvB9tLtfLH7C97f9j4AFmVhcPJgLm5/MUPShmC32M38NoUQzVhjhisb0Au4WWv9o1LqGeBu4G8Hr6SUug64DqBVq1aNWI4QornaV7GP+VnzWbxvMWsL16LRxAfHM67NOAYlD6J9VHtSQlOwWqwntF2tNXnVeWwv285PBT/xyY5PuG3xbcQExnBBuwu4uP3FpIenN843JcSvyM/P5/bbb+eHH34gKioKh8PBnXfeyYUXXtgo+5sxYwahoaFHnFz5RE2ePJmxY8dyySWXNEBlzU9jhqtsIFtr/aP/69kY4eoXtNYvAy+DMc5VI9YjhGhG3D43i/Yu4oNtH/DD/h8A6BzdmRt63MDZaWfTObrzb+43pZQiKTSJpNAkhqQO4aaeN/F97vfM2TaHNza+wWsbXqN3Qm9u7HEj/ZL6NcS3JcRx0VozYcIEJk2axNtvvw1AVlYWn3zyyWHrejwebDYZE7wpabR/Da11nlJqn1Kqo9Z6KzAM2NRY+xNCtAzZldnM2T6HD7d/SLGzmMSQRG7qeRPj244nKTSpUfdts9gYkjqEIalDKKwp5JOdn/De1vf4w/w/MDx9OHf0uYOU0GNPAyJEQ1i4cCEOh4Prr7++/rX09HRuvvlmwJjC5fPPP8fpdFJdXc0nn3zC+PHjKS0txe128+CDDzJ+/Hiqq6u57LLLyM7Oxuv18re//Y3f/e533H333XzyySfYbDZGjBjB448//ov9v/LKK7z88su4XC7atWvHm2++SXBwMJMnTyY8PJyVK1eSl5fHY489xiWXXILWmptvvpmFCxfSunXrX8w5+Gv7mjFjBrt372b//v1s27aNJ598kh9++IEvvviClJQUPv30U+x2O/fffz+ffvoptbW1DBo0iJdeegmv18vAgQP517/+xTnnnMM999yDxWLhoYceasR/neOgtW60BegJrATWAR8BUcdav3fv3loIcfrx+Xz6x9wf9Q1f36AzZ2bq7q9313/+5s/6233fao/XY2ptte5a/eKaF3Xft/rq3m/21s/99JyucdeYWpNofJs2bTJ1/88884y+7bbbjvr+a6+9plNSUnRxcbHWWmu3263Ly8u11loXFhbqtm3bap/Pp2fPnq2nTJlS/7mysjJdXFysO3TooH0+n9Za69LSUq211tOnT9f/+te/tNZaFxUV1X/m3nvv1c8++6zWWutJkybpSy65RHu9Xr1x40bdtm1brbXWc+bM0eedd572eDw6JydHR0RE6A8++OCo+zrY9OnT9eDBg7XL5dJr1qzRQUFBet68eVprrSdMmKA//PBDrbWu/1611vqqq67Sn3zyidZa6w0bNuhOnTrp+fPn6549e+q6urrjOMIn7kjnBLBSHyHPNGo7otZ6DXDYsPBCCAHg8Xn4JusbXtv4GpuKNxEdGM2fevyJi9tfTGJIotnlARBoC+RPPf7E+HbjeXLlk7y49kU+2vERU/tMZUT6CBnS4TTw6PJH2VKypUG32Sm6E3f1u+u417/ppptYunQpDoeDFStWADB8+HCio6MBo6Fk2rRpLFmyBIvFQk5ODvn5+WRmZjJ16lTuuusuxo4dy1lnnYXH4yEwMJApU6YwZswYxo4de9j+NmzYwH333UdZWRlVVVW/mLNvwoQJWCwWunTpQn6+MeTJkiVLmDhxIlarleTk5Pr5+8LDw391XwCjR4/GbreTmZmJ1+tl1KhRAGRmZrJnzx4AFi1axGOPPUZNTQ0lJSV07dqVcePG0bVrV66++mrGjRvHsmXLcDgcx31cG4tcpBWimSmqLaKgpgC3z43L68Ltc+P2unH5XATZgkgKSSIpJIlge9MdVq7GXcOHOz7kzU1vklOVQ0Z4Bn8f+HfGtRlHoC3Q7PKOKDEkkcfOfozLOl7GI8sfYeq3UxnWahgPDn6QUEeo2eWJFqZr167MmTOn/uvnn3+eoqIi+vT5ub0iJCSk/vmsWbMoLCxk1apV2O12MjIycDqddOjQgVWrVjFv3jzuueceRowYwd///neWL1/OggULePfdd3nuuedYuHDhL/Y/efJkPvroI3r06MHMmTNZvHhx/XsBAQH1z/VBl/+O9IeGzWb71X0dvM0DE0wf2JbFYsHj8eB0OrnxxhtZuXIlaWlpzJgxA6fTWf/59evXExkZWR/2zCbhSogmrsZdw8r8lSzLXcay3GXsLN95XJ8Ld4QbQSs0iVZhrega05WusV1JC0vDosyZ+arGXcM7W95h5saZlNWV0TOuJ3/t+1fOTTvXtJpOVJ/EPrw39j3e3PQmT69+momfT+SZc5+hTWQbs0sTjeREWpgaytChQ5k2bRovvPACN9xwAwA1NTVHXb+8vJz4+HjsdjuLFi0iKysLgNzcXKKjo7nqqqsIDQ1l5syZVFVVUVNTw/nnn8+AAQNo167dYdurrKwkKSkJt9vNrFmzSEk5dl/DIUOG8NJLL3HNNddQUFDAokWLuOKKK45rX8fjQJCKjY2lqqqK2bNn19+JOHfuXIqLi1myZAljx45l+fLlREZGntR+GoqEKyGaoEpXJXO3z2XxvsWsKVyDx+chwBpAr/hejG83nvTwdBxWB3aLHYfVgcPiwGaxUeupZX/1fnKrctlfvZ+86jxyq3JZlruMOm8dAGH2MLrEdqFrTFcyYzM5I/4MYoJiGvX7qXHX8P7W9/nvhv9SWlfK4JTBXN/9enrG92zU/TYWq8XK5G6T6RrblanfTmXi5xN58MwHGZ4+3OzSRAuhlOKjjz7i9ttv57HHHiMuLo6QkBAeffTRI65/5ZVXMm7cOPr06UPPnj3p1KkTYLTo/PWvf61vEXrhhReorKxk/PjxOJ1OtNY89dRTh23vgQceoH///qSnp5OZmUllZeUx673wwgtZuHAhmZmZdOjQgbPPPhvguPZ1PCIjI/njH/9IZmYmGRkZ9O3bF4CioiLuvvtuFixYQFpaGn/+85+59dZbef31109qPw1FHdykZ7Y+ffrolStXml2GEKYpcZbw1qa3eGfLO1S5q+gU3YmBSQMZkDyAXvG9TvqSmcfnYWfZTjYWb2Rj0UY2Fm9ka+lWPD4PAG0i2tA7oTd9EvrQO6E3CSEJDfL91Hpq60NVibOEQcmDuKHHDc02VB1JXnUed3x7B+sK13Ft12u5pdct2Czyd2tzt3nzZjp37mx2GaIJOdI5oZRapbU+rG+5hCshmoC86jxe3/g6c7bPwelxcl76eUzJnEKXmC6Ntk+X18Xmks2syl/FyryV/FTwE1XuKgDSwtLom9iXPgl96JfY74TDVrW7mve3vs8bm96gqLaI/kn9uannTZwRf0ZjfCumc3ldPLbiMd7b+h79E/vz2NmPER0YbXZZ4jeQcCUOJeFKiGai0lXJ06ueZu6OuWitGdNmDH/o9gdT+u94fV62lm5lVf4qVuStYFX+KipcFQC0CmtlhK3EPvSI60FqaOoRO6+WOkuZtXkWb295m0pXJQOSBvCn7n+iT+LpcdPwxzs+5oEfHiAxJJFXhr/S6ONyicYj4UocSsKVEM3AusJ13LnkTvKq87i4/cVc2+1aUsNSzS6rntfnZXvZdpbvX86K/BWsyltFpdvodxEZEEm32G5kxmbSLbYbKaEpzNk+h9nbZlPrqWVYq2FMyZxCt9huJn8Xp96agjXc+M2NhDhC+L8R/yfT5zRTEq7EoSRcCdGE+bSP/274L8//9DzxwfE8OuTRZtEH6UDYWl+0ng1FG1hftJ6dZTvxaR8AVmVlTJsx/L7b72kb2dbkas21uXgzf/r6T1iUhZeGv0TH6I5mlyROkIQrcSgJV0I0UYU1hUxbOo0f9v/AiPQRTB80nXBHuNllnbQadw2bijexq3wXg1MGy9QwB9lVvos/zv8jTo+TF897kcy4TLNLEidAwpU41ImEq+YxsIwQLcD/sv/HJZ9ewpqCNcwYOIPHz368WQcrgGB7MH0S+3BZx8skWB2iTUQbXh/1OuGOcKbMn8KKvBVmlySEOEUkXAlxCszaPIsbF9xIbFAs7419j4s7XCzTppwGUsNSeX306ySFJHHDNzcwb9c8mtLVAtG05efnc8UVV9CmTRt69+7NwIED+fDDDxttfzNmzDhsUuWTNXnyZGbPnt0g2zpgypQpbNq0qUG32VgkXAnRyF5d/yqPLH+EoWlDeXvM2zKS92kmPjie10a9RvvI9tz1v7u47LPLWLB3gYQscUxaayZMmMCQIUPYtWsXq1at4t133yU7O/uwdT0ejwkVnnr/93//R5cujTc8TUOScCVEI9Fa8/ya53l69dOMzhjN4+c8ToA14Nc/KFqcqMAo3jz/TR468yFq3DXctug2CVnimBYuXIjD4eD666+vfy09PZ2bb74ZgJkzZ3LppZcybtw4RowYQVVVFcOGDaNXr15kZmby8ccfA1BdXc2YMWPo0aMH3bp147333gPg7rvvpkuXLnTv3p2pU6cetv9XXnmFvn370qNHDy6++OL6qXcmT57MLbfcwqBBg2jTpk1965TWmj//+c906dKFMWPGUFBQUL+tX9vXjBkzmDRpEiNGjCAjI4O5c+dy5513kpmZyahRo3C73QCcc845HOiXHRoayr333kuPHj0YMGBAk5lT8AAJV0I0Aq01T656khfXvsiF7S7k4bMexm6xm12WMJHNYuOCthfw8YSP+eeZ/6TWU8tti27j0k8v5dOdn1JcW2x2iaIJ2bhxI7169TrmOsuWLeP1119n4cKFBAYG8uGHH7J69WoWLVrEHXfcgdaaL7/8kuTkZNauXcuGDRsYNWoUJSUlfPjhh2zcuJF169Zx3333Hbbtiy66iBUrVrB27Vo6d+7Mq6++Wv/e/v37Wbp0KZ999hl33303AB9++CFbt25l/fr1vPLKK3z//fcAx7UvgJ07d/L555/z8ccfc9VVV3Huueeyfv16goKC+Pzzzw9bv7q6mgEDBrB27VqGDBnCK6+8ctzH9lSQORqEaGA+7eOfP/6T97a+x+UdL+ee/vc0m0mJReOzWWyMazuO0a1H88XuL3hp3UtMWzoNgA5RHRiYNJCByQPpldCLIFuQydUKgLx//pO6zVsadJsBnTuROG3aca9/0003sXTpUhwOBytWGDdHDB8+nOhoYyYArTXTpk1jyZIlWCwWcnJyyM/PJzMzk6lTp3LXXXcxduxYzjrrLDweD4GBgUyZMoUxY8YwduzYw/a3YcMG7rvvPsrKyqiqqmLkyJH1702YMAGLxUKXLl3qW4yWLFnCxIkTsVqtJCcnM3ToUADCw8N/dV8Ao0ePxm63k5mZidfrZdSoUQBkZmayZ8+ew9Z3OBz12+rduzdff/31cR/LU0F+4gvRgLw+LzO+n8F7W9/j2q7XMq3/NAlW4ogOhKxPJnzCu2Pe5dZetxIVEMXbW97m+m+uZ/A7g/n9V7/npbUvsaZgTf08kOL00LVrV1avXl3/9fPPP8+CBQsoLCysfy0kJKT++axZsygsLGTVqlWsWbOGhIQEnE4nHTp0YNWqVWRmZnLPPfdw//33Y7PZWL58ORdffDEfffRRfZA52OTJk3nuuedYv34906dPx+l01r8XEPBz94aDL2sf6Sad49nXwds8MMH0gW1ZLJYj9ik7eB2r1drk+p1Jy5UQDURrzcPLH+bDHR9yQ48buKHHDXJHoPhVFmWha2xXusZ2ZUrmFGo9tazOX82y3GX8sP8HnlvzHM+teY4Qewi9E3rTP7E/A5IH0D6yvZxfp8iJtDA1lKFDhzJt2jReeOEFbrjhBoD6fk9HUl5eTnx8PHa7nUWLFpGVlQVAbm4u0dHRXHXVVYSGhjJz5kyqqqqoqanh/PPPZ8CAAbRr1+6w7VVWVpKUlITb7WbWrFmkpBx7qJUhQ4bw0ksvcc0111BQUMCiRYu44oorjmtfLZGEKyEayKsbXjVarLpdy409bzS7HNFMBdmCGJwymMEpgwFjvsblectZvn85P+b9yJLsJQAkhiRydurZDEkdQr/EfgTaAs0sWzQwpRQfffQRt99+O4899hhxcXGEhITw6KOPHnH9K6+8knHjxtGnTx969uxJp06dAFi/fj1//etf61uEXnjhBSorKxk/fjxOpxOtNU899dRh23vggQfo378/6enpZGZmUllZecx6L7zwQhYuXEhmZiYdOnTg7LPPBjiufbVEMkK7EA3gk52fcO/SexnTZgz/PPOfcilQNJq86jy+z/2eJdlL+D73e2o9tQRaA+mf1J8hqUM4J+0c4oPjzS6z2ZMR2sWhZPobIU6h73O+56YFN9E7sTcvDHsBu1XuChSnhsvrYmXeSr7N/pZvs78lpyoHgO5x3RmaNpShrYbSOqK1yVU2TxKuxKEkXAlximwq3sS1X15LWlgaM0fNJNQRanZJ4jSltWZn2U4W7lvIwr0L2Vi8EYDWEa0ZmjaUMW3G0D6qvclVNh8SrsShTiRcSZ8rIU5SdmU2N35zIxEBEfznvP9IsBKmUkrRLqod7aLacV3368irzmPRvkUs3LuQ1ze+zqsbXqVrTFfGtxvP+a3PJyIgwuyShWixpOVKiJNQ5izj6i+upsRZwpuj35QpbUSTVuIsYd6ueXy882O2lGzBbrFzTto5TGg3gcHJg7FarGaX2ORs3ryZTp06yR2ZAjBahrds2SItV0I0FrfPzR3f3kFuVS6vjHhFgpVo8qIDo7mqy1Vc1eUqtpRs4eMdH/P5rs/5OutrkkOSmdhpIhe2v1Basw4SGBhIcXExMTExErBOc1priouLCQw8/jtypeVKiBP08I8P8/aWt3nozIe4oO0FZpcjxElxe918m/0tb295mxV5KwiyBTGuzTiu6HwFbSPbml2e6dxuN9nZ2b8YPFOcvgIDA0lNTcVu/+UNS9KhXYgG8OH2D/n793/n6i5Xc2ffO80uR4gGsbVkK29veZvPdn6Gy+diYNJAru12LQOSBkirjRDHIOFKiN9oTcEafv/V7+md0JsXznsBm0WuqouWpdRZypztc3hnyzsU1BTQO6E3N/W8ib6Jfc0uTYgmScKVEL9BfnU+l39+OYHWQN4d+670TREtmsvrYs72Obyy7hUKawvpn9ifm864iTPizzC7NCGalKOFKxlGWohfUeet4/bFt1PtrubZoc9KsBItnsPqYGKnicy7aB539r2T7WXbueaLa/jT139iY9FGs8sTosmTcCXEMWituX/Z/awvWs/DZz4sgzCK00qgLZCru1zNFxd9wR2972Bz8WYu//xy7l16LwU1BWaXJ0ST1ajhSim1Rym1Xim1Rikl1/tEs/P2lrf5ZOcn3NDjBoalDzO7HCFMEWwPZnK3ycy7aB6/7/Z7vtj9BWM/HMvL617G6ZG76YQ41KlouTpXa93zSNckhWjKVuSt4F8r/sW5aedyfY/rzS5HCNOFOkK5vfftfDz+YwYnD+bfP/2b8R+N58s9X9KU+u8KYTa5LCjEEeRX5zP126mkhaXx0JkPYVHyX0WIA9LC03jq3Kd4dcSrhDnC+Ou3f+UP8/9AVkWW2aUJ0SQ09m8MDcxXSq1SSl3XyPsSokG4vC7+svgvOD1Onj73acIcYWaXJEST1C+pH++NfY+/D/w7W4q3cPEnFzNzw0w8Po/ZpQlhqsYOV4O11r2A0cBNSqkhh66glLpOKbVSKbWysLCwkcsR4tc9svwR1hWt48EzH5SRqoX4FVaLlUs7XMpHEz5iUPIgnlj1BFfNu4qtJVvNLk0I0zRquNJa5/ofC4APgX5HWOdlrXUfrXWfuLi4xixHiF81d/tcPtj2Ab/v9nuGpw83uxwhmo344HieOfcZ/jXkX+yv3s/ln13O82uex+V1mV2aEKdco4UrpVSIUirswHNgBLChsfYnxG+1oWgDD/3wEAOSBnDzGTebXY4QzY5SilGtR/HR+I8Y1XoUL659kcs/v5zd5bvNLk2IU6oxW64SgKVKqbXAcuBzrfWXjbg/IU5acW0xty++ndigWB4b8phMbSPEbxAVGMXDZz3Mc0Ofo6imiMs/u5wvdn9hdllCnDKNFq601ru01j38S1et9UONtS8hfguPz8OdS+6k1FnKU+c+RVRglNklCdEinJ12Nu+Pe5+O0R25c8mdPPjDg9R568wuS4hGJ/eXi9PeU6ueYnnecv424G90ielidjlCtCiJIYm8OvJVru16Le9tfY+r513Nvsp9ZpclRKOScCVOa5/v+pw3Nr3BFZ2uYHy78WaXI0SLZLfY+Uufv/Dsuc+SXZXN7z79HQuyFphdlhCNRsKVOG1tLdnKjO9n0Cu+F1P7TjW7HCFavHNbncsH4z4gPTyd2xbfxr9/+jc+7TO7LCEanIQrcVoqc5Zx66JbCQ8I54lznsBusZtdkhCnhZTQFF4f/ToXtb+Il9e9zK0Lb6XKVWV2WUI0KAlX4rTj9Xm56393UVBTwFPnPEVsUKzZJQlxWnFYHcwYOIN7+t3D/3L+x5XzrpSpc0SLIuFKnHb+/dO/+T73e+4bcB/d47qbXY4QpyWlFFd0voJXRrxCibOEiZ9PZGnOUrPLEqJBSLgSp5X5e+bz6oZXuazDZVzU/iKzyxHitNc3sS/vjn2XpJAkblpwE69teA2ttdllCfGbSLgSp42tJVu577v76BHXg7v73W12OUIIv5TQFN4c/SbntTqPJ1c9yT+W/UMmfxbNmoQrcVoori3m5oU3E+4I5+lzn8ZulQ7sQjQlwfZgHj/7cf6Y+UfmbJ/DLQtvocZdY3ZZQpwUCVeixXN73fxl8V8ocZbwzNBnpAO7EE2UUopbet3C3wf+ne9yv+Par66lqLbI7LKEOGESrkSLprXmn8v/yeqC1dw/6H66xnQ1uyQhxK+4tMOlPHvus+wu381V866SiZ9FsyPhSrRo7219j9nbZjMlcwrntznf7HKEEMfp7LSz+e/I/1LrqeXqL67mp4KfzC5JiOMm4Uq0WD/u/5FHlj/COanncPMZN5tdjhDiBHWL7cZb579FVEAUU76awsK9C80uSYjjIuFKtEj7Kvdxx7d3kBGewcNnPYxFyakuRHOUFpbGm6PfpFN0J/6y+C98uvNTs0sS4lfJbxzR4lS5qrhl4S1orfn30H8T6gg1uyQhxG8QGRjJKyNeoU9iH6YtncaszbPMLkmIY5JwJVoUr8/LnUvuZHf5bp445wnSwtPMLkkI0QCC7cE8P+x5hqYN5ZHlj/DC2hdksFHRZEm4Ei3KU6ue4n85/+OefvcwIGmA2eUIIRpQgDWAJ855ggvaXsB/1vyHx1Y8hk/7zC5LiMPYzC5AiIby4fYPeX3T61ze8XJ+1+l3ZpcjhGgENouNBwY/QLgjnLc2v0Wlq5IZg2Zgs8ivM9F0yNkoWoRV+au4/4f7GZA0gLv63WV2OUKIRmRRFu7seyfhAeH8Z81/qHZX8+iQR3FYHWaXJgQglwVFC5Bdmc3ti24nNTSVx89+XP6CFeI0oJTihh43cHe/u/lm7zf8ecGfZboc0WRIuBLNWrW7mpsX3oxHe/j30H8TERBhdklCiFPoys5X8uDgB/kx70f+9PWfqHBVmF2SEBKuRPPl9Xm5a8ldxp2BZz9BRkSG2SUJIUwwvt14njj7CTYUb+D3X/5e5iMUppNwJZqtZ356hm+zv+WufncxMHmg2eUIIUx0Xvp5PD/0efZW7uXaL69lf9V+s0sSpzEJV6JZ+nTnp7y24TUu63AZEztNNLscIUQTMChlEC8Pf5ni2mKu+fIamfBZmEbClWh21hauZfr30+mb2Je7+99tdjlCiCakZ3xP/jvqv7i8LiZ9MYmNRRvNLkmchiRciWYlrzqPWxfeSkJwAk+e/SR2i93skoQQTUyn6E68MfoNgu3B/P6r37Msd5nZJYnTjIQr0WzUemq5ZeEtOL1O/j3030QGRppdkhCiiUoPT+eN0W+QEpbCjQtu5Ms9X5pdkjiNSLgSzYLWmr999ze2lGzhsSGP0S6qndklCSGauPjgeGaOmkn32O7c+e2dvLvlXbNLEqcJCVeiWXhp3Ut8tecrbu99O0NSh5hdjhCimQh3hPPS8Jc4O/VsHvrxIf6z5j8y4bNodBKuRJP35Z4veX7N84xrM47JXSebXY4QopkJtAXy1LlPMaHdBF5Y+wL/WPYP3F632WWJFqzR5wlRSlmBlUCO1npsY+9PtCxrC9dy7//u5Yz4M5g+aDpKKbNLEkI0QzaLjfsH3U9cUByvrH+FfZX7ePKcJ2VWB9EoTkXL1a3A5lOwH9HC5FTlcMvCW4gPjufpc58mwBpgdklCiGZMKcUtvW7hn2f+k58KfuLKeVeyp3yP2WWJFqhRw5VSKhUYA/xfY+5HtDyVrkpu+uYm3D43z5/3PNGB0WaXJIRoIca1HcerI1+l0lXJFfOu4If9P5hdkmhhGrvl6mngTsB3tBWUUtcppVYqpVYWFhY2cjmiOXD73Nyx+A6yKrJ46pynaBPRxuyShBAtzBnxZ/D2mLdJCE7g+q+v5/2t75tdkmhBGi1cKaXGAgVa61XHWk9r/bLWuo/Wuk9cXFxjlSOaCa01D//4MMv2L+PvA/9O/6T+ZpckhGihUkJTeHP0mwxMHsgDPzzAQz88hMvrMrss0QI0ZsvVYOACpdQe4F1gqFLqrUbcn2gB3tj0Bh9s+4A/dPsDF7a/0OxyhBAtXKgjlH8P/TeTukzi3a3vcs0X17Cvcp/ZZYlmrtHCldb6Hq11qtY6A7gcWKi1vqqx9ieavwVZC3hi5RMMTx/OLb1uMbscIcRpwmaxMbXvVJ4+92n2Vu7ld5/+jm+yvjG7LNGMyThXoklYV7iOu/93N5mxmTx05kNYlJyaQohTa1irYbw/9n3Sw9O5ffHtPLL8EblMKE7KKfkNprVeLGNciaPZV7mPmxfeTGxQLM8OfZYgW5DZJQkhTlOpYam8MfoNrup8FbM2z2LSF5PIrsw2uyzRzEjzgDBVeV05N35zI17t5YXzXiAmKMbskoQQpzm71c5d/e7i6XOfJqsii4s+uYi3Nr2F1+c1uzTRTEi4EqZxeV3cuuhWcqpyeObcZ8iIyDC7JCGEqDes1TBmXzCb3gm9eXTFo1z9xdVsLdlqdlmiGZBwJUzh0z7u++4+VuWv4qEzH6J3Qm+zSxJCiMMkhybzn2H/4dGzHiWnKofLP7ucp1c9jdPjNLs00YRJuBKmeO6n5/hi9xfc2utWRrcebXY5QghxVEopzm9zPp9M+ISxbcfy6oZXueiTi1iWu8zs0kQTJeFKnHKzt83mlfWvcEmHS/hDtz+YXY4QQhyXiIAIHhj8AP834v9QKK77+jqu//p6NhVvMrs00cRIuBKn1Lf7vuWBHx7gzJQzubf/vSilzC5JCCFOSP+k/swdP5epfaayoXgDv/vsd0z9dqpMAi3qKa212TXU69Onj165cqXZZYhGsq5wHX/46g+0jWzLf0f+l2B7sNklCSHEb1LpquT1ja/zxqY3cHldXNj+Qq7vfj0JIQlmlyZOAaXUKq11n8Nel3AlToWsiiyunnc1oY5Q3hz9pgy5IIRoUYpqi3hl3Su8v+19FIoxbcZwdZer6RDVwezSRCOScCVMU1RbxNXzrqbGU8Obo9+kVXgrs0sSQohGkV2ZzcyNM/l4x8c4vU4GJA3g6i5Xc2bKmTLzRAt0UuFKKfVv4KgraK0bdAI4CVctT427hmu/upbd5bt5dcSrZMZlml2SEEI0ujJnGbO3z+adze9QUFtA64jWXNX5Ks5vfT6hjlCzyxMN5GTD1aRjbVRr/XoD1FZPwlXL4va5uXnhzfyQ+wPPDn2WIalDzC5JCCFOKbfXzVdZX/HGxjfYXLKZQGsg56Wfx4R2E+ib2Fdas5q5Br0sqJQKBMZprT9oiOIOkHDVcvi0j7999zc+2fkJMwbO4OIOF5tdkhBCmEZrzfqi9Xy04yO+3P0lle5KkkOSuaDdBVzQ9gLSwtLMLlGchN8crpRSVmAEMBEYCfxPa31JQxYp4apl0Frz6IpHmbV5Fn/u+Wf+1ONPZpckhBBNhtPjZOHehXy882OW5S5Do+kR14PRrUczMmMksUGxZpcojtNJhyul1BDgCmAMsBwYDLTRWtc0dJESrlqGF9a+wH/W/IdrulzD1D5TZSwrIYQ4irzqPD7b9Rnzds9je+l2LMpC/8T+jG49mmHpwwh3hJtdojiGk+1zlQ3sBV4APtJaVyqldmutWzdGkRKumr9Zm2fxyPJHmNBuAvcPul+ClRBCHKcdpTuYt3seX+z+guyqbOwWO4OTBzM8YzjnpJ0jQasJOtlw9QwwAVgPvA18DKzXWrdpjCIlXDVvn+78lGlLpzGs1TAeP/txbBab2SUJIUSzc6B/1he7v+DrrK/Jr8nHZrExIGkAI9JHcG7auUQGRppdpuC3XRZUwLkYfa3OB8KBPwDztNZVDVmkhKvma9HeRdy++Hb6JPbh+WHPE2ANMLskIYRo9nzax4aiDXyd9TVfZ31NTlUOVmWlT2IfhrcaztBWQ4kLjjO7zNNWg9wtqJSyA6MwgtYIrXWD9rqTcNU8rchbwfVfX0/H6I68MuIVQuwhZpckhBAtjtaazSWbmb9nPgv2LmBPxR4Uih5xPTgv/TyGtRpGaliq2WWeVhp8hHal1D1a64d/c2UHkXDV/KwtXMsf5/+R5JBkZo6aKU3VQghxCmit2VW+i2+yvmHB3gVsLtkMQOfozozMGMnIjJEStE6BxghXe7XWDTqPiYSr5mVT8SamfDWFqMAoZo6aKU3TQghhkuzKbBbsXcD8PfNZV7QOgG4x3RiZMZIRGSNIDk02ucKWqTHC1T6tdYOOeibhqvnYUbqDa7+6liBbEK+Pep2k0CSzSxJCCAHkVOUwf898vtrzFRuLNwLQPbY7o1qPYmTGSOKD402usOWQlivRYLIqspj85WQUipmjZspEzEII0UTtq9zHV3u+4qs9X7GlZAsKRe+E3oxuPZrh6cOJCowyu8Rm7WSHYqjkyBM3KyBIa92g99pLuGr6cqtymfTlJOo8dbw26jXaRrY1uyQhhBDHYVf5Lr7a/RXzds9jT8UerMrKoORBXNz+YoakDcFusZtdYrPT4C1XjUHCVdNWUFPApC8mUe4q59URr9I5prPZJQkhhDhBWmu2lW5j3u55fLbzMwpqC4gNimV82/Fc1P4iuRpxAiRcid8kvzqfKfOnUFBTwCsjXqF7XHezSxJCCPEbeXweluYsZc62OSzJWYJP++iX2I+L2l/EeennyZiFv0LClThp+6v284f5f6DEWcJ/hv2HXgm9zC5JCCFEA8uvzufjnR8zd/tccqpyiAiIYFybcVzS4RLpAnIUEq7ESdlXuY8pX02h0lXJi8NflBYrIYRo4Xzaxw/7f2DOtjks3LcQj89Dz7ieXNzhYkZmjCTIFmR2iU2GhCtxwvaU72HK/Ck4vU5eGv4SXWO6ml2SEEKIU6jEWcKnOz9l9rbZ7KnYQ5g9jPHtxvO7jr8jIyLD7PJMJ+FKnJCdZTuZMn8KPu3j5eEv0zG6o9klCSGEMInWmtUFq3l/6/vMz5qPx+dhYNJAJnaayJDUIVgtVrNLNIWEK3HctpVu44/z/4hFWfi/Ef8n19qFEELUK6otYu72uby/9X3ya/JJDknm0o6Xckn7S067KdBOebhSSgUCS4AAwAbM1lpPP9ZnJFyZb0XeCm5ddCtBtiBeHfGqNPsKIYQ4Io/Pw+J9i3l3y7v8mPcjAdYAxrYZy1Wdr6JdVDuzyzslzAhXCgjRWlcppezAUuBWrfUPR/uMhCtzfbn7S6YtnUZqWCovnPcCKaEpZpckhBCiGdheup1Zm2fx2a7PqPPWMSBpAFd3uZozU87Eoixml9doTL0sqJQKxghXN2itfzzaehKuzKG15vWNr/PEqifoFd+LZ4c+S0RAhNllCSGEaGbKnGXM3j6bd7a8Q0FNAenh6Vzd+WrGtxtPoC3Q7PIanCnhSillBVYB7YDntdZ3HWGd64DrAFq1atU7Kyur0eoRh/P6vDy64lHe2fIOIzNG8tCZD8mgcUIIIX4Tt8/NgqwFvLHpDdYXrSc6MJrLO13OxI4TW1S/LLNbriKBD4GbtdYbjraetFydWrWeWu5ecjcL9y1kUpdJ/KXPX1p0860QQohTS2vNqvxVzNw4k2+zvyXQGsiF7S/kmi7XkBqWanZ5v5npdwsqpaYD1Vrrx4+2joSrU6ewppDbFt3G+qL13NXvLq7sfKXZJQkhhGjBdpTuYObGmXy++3N82sc1Xa7h5jNuxmF1mF3aSTtauGq0ZgqlVJy/xQqlVBBwHrClsfYnjt+6wnVc/tnlbC/bzlPnPCXBSgghRKNrF9WOB898kC8v+pIL213IzI0zufzzy9lWus3s0hpcY14DSgIWKaXWASuAr7XWnzXi/sRx+GjHR0z+cjJ2q523zn+LYenDzC5JCCHEaSQhJIEZg2bw/LDnKakt4fLPLuf1ja/j0z6zS2swMojoacLj8/DEyid4a/Nb9E/sz+NnP96iOhUKIYRofkqcJfzj+3+wcN9C+ib25aHBD5EUmmR2WcftlF8WFE1HmbOM67++nrc2v8VVna/ixeEvSrASQghhuujAaJ4+92nuH3Q/G4s2ctEnF/HVnq/MLus3k3DVwm0s2sjln1/OTwU/8eDgB7mr313YLDazyxJCCCEAUEpxYfsLmXPBHNpGtmXqt1N5fMXjeHwes0s7aRKuWiitNbM2z+KqL67Cq728Nuo1xrcbb3ZZQgghxBGlhqXy2sjXmNhpIq9vep3rvr6O4tpis8s6KRKuWqAKVwV/WfwXHln+CGcmn8nscbPpHtfd7LKEEEKIY7Jb7UzrP41/nvlP1heu57LPLmNt4VqzyzphEq5amA1FG7js08tYvG8xU/tMlalshBBCNDvj2o7jrfPfwm6xM/nLyby/9X2a0g14v0bCVQtx4DLg1V9cjU/7mDl6JpO6TsKYP1sIIYRoXjpGd+S9se8xIGkAD/zwAI+vPOoY5E2OhKsWoKi2iBsX3GhcBkw5kw/GfUCPuB5mlyWEEEL8JhEBETw/7Hku73g5b2x6g/e2vGd2ScdFbhtr5hbuXciM72dQ46lhWv9pXN7xcmmtEkII0WJYlIW7+91NbnUuDy9/mFbhrRiYPNDsso5JWq6aqRp3DTO+n8Gti24lMSSR98e+z8ROEyVYCSGEaHGsFiuPnvUorSNac8e3d7C7fLfZJR2ThKtmaF3hOi799FLmbp/L77v9nlnnz6JNZBuzyxJCCCEaTagjlOeGPYfdYufmhTdTXldudklHJeGqGfH4PLy49kWu+eIa3D43r458ldt7347daje7NCGEEKLRpYSm8PS5T5Nblcsdi+/A7XObXdIRSbhqJrIrs7n2y2t5fs3zjMgYwewLZtM3sa/ZZQkhhBCn1BnxZzBj0Ax+zPuRh398uEkO0SAd2ps4rTWf7fqMh358CIXi4bMeZmybsWaXJYQQQpjmgrYXsKtsF69ueJV2ke24ovMVZpf0CxKumrDyunIe/OFBvtzzJb3ie/HPs/5JSmiK2WUJIYQQprul1y1sKd3Cv3/6N2PbjiXcEW52SfXksmATtXz/ci759BK+yfqGW864hf+O/K8EKyGEEMLPoizc3ut2qtxVvL35bbPL+QUJV02M0+PksRWP8Yf5fyDAGsCb57/JH7v/EavFanZpQgghRJPSMboj56Sew1ub36LaXW12OfUkXDUhm4o3cflnl/Pmpjf5Xcff8f7Y9+kW283ssoQQQogm67ru11FeV857W5vO6O3S56oJ8Pg8vLr+VV5c+yLRgdG8eN6LDE4ZbHZZwiRaa0pr3Owprqa4ykV5rZuKWjfl/qXC6cbr01gtCptFYbVY/I+KYIeV6BAHMaEOokMCiAlxEBXiIDbUQYBNWj+FEC1PZlwmg5IH8frG15nYaSJBtiCzS5JwZba9FXu5Z+k9rCtcx+iM0dw74F4iAiLMLkucAlprsktrWbOvjJ2FVewpqmZ3cQ27C6uocHqO+JmwQBvhgXbsVoXHp/H6dP2j2+uj1uXF4zv8tmSLgpSoIDJiQmgTG0Lr2BAyYkNoFx9KSmSQjOwvhGjWrut+HZO/nMzc7XO5svOVZpcj4cosWmvmbp/LoysexWax8diQxxjderTZZYlG5HR7WZ9TzuqsUlbvLWX13jIKK+sAUAqSI4JoHRvCBT2TyYgxAlB8aAAR1hoivWWEeEqx1hRC9V5jg0FREBgJgREQFAmBkejAcCpcFoqr6yipdlFc7aKk2sX+cqcR3oqqmbM6h6q6n8NbVLCdzNRIeqRGkJkSQffUSBLCAyRwCSGajd4JvemT0If/bvgvl3a4FIfVYWo9Eq5MUOosZcb3M1i4byH9E/vz4JkPkhiSaHZZohEUVDj5enM+8zfms2xnMS6vD4D0mGDObBdLr1aR9IlXtLHmE1C5F0pXQ+ke2LkHVmZBVR54Xce9PwVE2IKICAynTWAEBIQb4Ss0HlLbQ88O6NgOFNlT2F3qYmt+JRuyy1mXU85/Fu/E62/1ig8LoH+bGAa2iWFg2xgyYoIlbAkhmrTrul/HdV9fx0c7PuKyjpeZWotqSiOb9unTR69cudLsMhrV0pyl/O27v1FeV86tvW7l6i5XY1FyX0FLsqOgkq825jN/Uz5r95UBRpg6r3MCA1pH0zushOiiVbDvB9j7IxRv/+UGQhMgKgMi0yE8CULiISQOQuP8z2MBBc4ycJZDbZnxvLYM6srBWWG8Xud/dFZARS5U5v68D4sNolpDXEeI7wxxnaiL7sgmVzzr9teyem8py3YWU+BvWUuKCKwPWmd3iCM+PLDRj6MQQpwIrTVXzbuKYmcxn174KXZL408Np5RapbXuc9jrEq5ODafHyZOrnuSdLe/QLrIdj5z1CB2jO5pdlmgg5bVuPlmTw3sr97EhpwKAHqkRDO+SwOg2dtqULEFt+wr2/gA1RcaHgqIgrT+k9YO4zkagikoHR0jjFFlXCUXb/ctWKNoGBVugZBdor7GOxQYx7SC+Mzohk7zg9nxflczCHMUPu0oorjZa0bqlhDO0YzzndoqnR2okFou0agkhzLckewk3LbiJBwc/yPh24xt9fxKuTLSxeCPT/jeNXeW7uKrzVdzW+zYCrAFmlyV+I601P+wq4b0Ve/liQx51Hh+dk8K5rE8qY9NcxOV8A1s+h73LQPsgPBVanwWtBkDaAIjtAJYm0GrpqTMCV8FmKNxsPOZvhLKsn9cJiUMnZlIc2onvdCbv5KWwfF8VPg0xIQ7O6RjPyK4JDOkQR6Bd7koUQphDa81ln12G0+Pko/EfNfoYkRKuTODxefjvhv/ywpoXiA6M5oHBDzAoZZDZZYnfqKrOw3sr9vHGsj1kFdcQFmhjfM9krugWTueCT1Fr34H8DcbKCd2g0xhjSexu9FxvLmrLjJCVt96/rDOCl88NjlBcrYawMXQAcys68/EuTYXTQ2iAjWGd4xndLYlzOkrQEkKcel9nfc1fFv/llNwoJuHqFJMhFlqeggonr32/h1k/ZFHh9NA3I4or+qVxfsReAta+Dhs/Am8dpPSBrhcagSq6tdllN6y6Kti9BLbPh+1fQ0U2ADqhG/tizuSz2kxe3RNDca2PEIeVoZ0TuKBHMmd3iMNhawKtdEKIFs+nfVz08UXYLDZmXzC7Ufcl4eoU0VrzwbYPeHzl49gsNu7rfx/ntznf7LLEb7CjoJKXl+zio59y8fh8jOqWyPX9oule/BWseg0Ktxh35XW/DHpfC4mnyaj6WhstWdvnG8veH0B70YGRFCacyWJfT17Mac2umiCigu2M7Z7MhDNS6NUqUu48FEI0qne2vMM/f/wncy+YS/uo9o22HwlXp0CZs4y/ffc3FmcvZkDSAB4Y/IAMsdCMbc2r5Kmvt/HlxjwCbBZ+1zuFmzKySdg5GzZ/ZrRSJfeCPtdCt4sbryN6c1FbBrsWGS1a2+dDdSEaRVlcH75Wg3g6tzO5nnDSY4KZ0DOFi3qlkB5zmh8zIUSjKKotYtgHw5iSOYWbz7i50fYj4aqR/VTwE3cuuZPi2mL+0vsvXNH5ChlioZnaVVjF099s59N1uYQ4bNzW28EVAUsJ3vQelO8zBu7sfhmccRUk9TC73KbJ54P9a2DbV7DpIyjcglYWCqP78Jm3P8/nd6VYh9OvdTSX9k7l/MwkQgJk2D0hRMP54/w/kluVy2cXftZoreWnPFwppdKAN4BEwAe8rLV+5lifaY7hyqd9/HfDf3nup+dICkni8XMep2tMV7PLEidhX0kNzy7YzpzV2QTYrNzZ08WVtW/j2PGlsULbc41A1XEM2GWcpxNSsBk2zIWNc6F4B1pZ2Rs1gP9WD+Kd8m7YHYGcn5nEZX3T6JMeJZcNhRC/2dztc5n+/XTeHftuo/1eNiNcJQFJWuvVSqkwYBUwQWu96WifaW7hqsRZwrSl0/gu5ztGZoxk+sDphDnCzC5LnKCSahfPfLONt5fvRSnFX7q7udb9LgHbP4eACOh/HfS6BiJbmV1q86e1cSflhjmw9j2ozMUTEMkPIcN4qqgfq1xptI4N4Xd907i4VypxYTJkiRDi5JTXlXPO++dwVeeruKPPHY2yD9MvCyqlPgae01p/fbR1mku40lrzXe53TP9uOmV1ZdzV7y4u7XCp/LXdzLg8Pt5YtodnFmynus7DLd09/Mk3m6Dtnxgd1AfcAANuNObtEw3P5zX6aP30ljEemNdFaXgn5uhzeaawN7WWEIZ3SeB3fdM4q30cVhmoVAhxgv684M9sLd3KVxd/1ShddY4Wrk5JJwelVAZwBvDjqdhfYyl1lvLJzk+YvW02eyr2kBGewX/O+4+MtN7MaK35amM+D3+xmaziGi5rXcd9IR8RvvUTcITCkL8aoSo42uxSWzaLFdqdZyw1JbBhDlGr32BK3gv8PjSQdRHDeGLnYCZv2E9KZDCX9Unjsr6pJEUEmV25EKKZGNV6FN9mf8vawrWcEX/GKdtvo7dcKaVCgW+Bh7TWc4/w/nXAdQCtWrXqnZWVdegqptJaszJ/JR9s+4Bvsr7B7XPTM64nl3S4hJEZIwm0Sd+b5mRDTjkPfLaJH3eXMCi2lscTviJ51xywBUD/P8GgWyRUmS33J1j5GqyfDe5qyiM6M0cN54m8HtSqIM7tGM/l/Vpxbsc4bFa5aUQIcXTV7mrOfu9sLmp/EdP6T2vw7ZtyWVApZQc+A77SWj/5a+ubdVnQp30U1xaTU5VDdlU22ZXZ5FTlkFOVQ1Z5FgW1BYQ5wrig7QVc3P7iRh0zQzSO8ho3j8/fyls/ZtE2qIZ/py2kU/ZsFECfP8BZf4HQeLPLFAdzVsD6D4yxxPLW47OHsDZ6FI8WD+aHqkQSwgO4rE8av+ubRmpUsNnVCiGaqL8s/gur8lex4NIF2CwNe8HOjA7tCngdKNFa33Y8n2nscFVUW8Ty/cvZV7mP3Opccqty2V+9n9yqXNw+9y/WjQuKIzUslZTQFAYkDWBExgiCbHI5ornRWjNndQ4Pz9tMbU0l/0n/lrOL30d56uCMK2HInRCZZnaZ4li0hpzVsPJVoyO8x0lpbG/eYwRP5XTChZ1zO8ZzZf9WnNMxXvpmCSF+4cB0OK+MeIUBSQMadNtmhKszgf8B6zGGYgCYprWed7TPNHS48vq8rC9az5LsJSzNWcrmks3178UExpAcmmwsIckkhSaREppCalgqySHJcrmvBdi8v4K/f7yBFXtK+FPCZu7wzsRRlQ1dL4Kh90FMW7NLFCeqpgTWzIIVr0LpbrzBsayMGssD+YPYUBVKSmQQE/ulcVnfNOLD5P+wEAKcHifnvH8OIzNG8o9B/2jQbZt+t+DxaIhwpbVmed5y5myfw/e531NeV45FWegZ15MzU85kUMog2ka0lfDUglXXeXjq62289v0eugUW8WLMeyQVLoX4LnD+45Ax2OwSxW/l8xl3Gq74P9j2JVpZ2J88gpfqhvP6vnhsFgsjuyZyZf9WDGwbI3fyCnGam/a/aSzOXsy3l32L3WpvsO22+HDl8rr4fNfnvLX5LbaVbiMyIJIhqUM4K+UsBiYPlEmTTxMLNufz9483UlJexvNpizm3+B2UNQDOnQb9/ggN+J9KNBGle2D5K7D6Tagrxxnfky9DJvDgng4U1UKb2BAm9mvFJb1TiQpxmF2tEMIES7KXcNOCm3hu6HOcnXZ2g223xYar4tpi3t/6Pu9ufZcSZwntIttxTZdrOL/N+QRYZQDC00VBhZN/fLqJz9fv5+rozdxn+S8BVTnQ/Xcw/H4IkzkeW7y6Klj7Dvz4ojEKfEgC25LH83TpIL7IduCwWRiTmcSV/VvRW0aBF+K04va6OfeDczkz5UweOeuRBtuuqeNcNYYSZwkvr3uZD7Z+gMvn4qyUs7i6y9UMSBogPzRPIz6f5u3le3n0yy1EewpYmDKbNsWLIa4zXPKKXAI8nQSEGq2Tff4AOxeiVrxCx+3/xwv6Faran8MntpE8tknz4U85dEgI5Yp+rbjwjFQigqU1U4iWzm61c16r8/hi9xfUemob/Qa1ZtdyVeOu4Y1NbzBz40xqPbVMaDeBSV0n0SaizSmqUjQVOwqquHvOOtZkFfKP+CVMrJmFBeCcu2DATWCTS0CnvbJ9sPoN+OlNqNyPLyyJTYkTeLJoAAv32wm0WxiTmcwV/VvRq1Wk/GEmRAv24/4fmTJ/Ck+c/QQjMkY0yDab/WVBt8/NnG1zeHHtixQ7izmv1Xnc3OtmCVWnIbfXx8tLdvHMN9sZ5NjOM6FvEFG5HTqMhtGPQlS62SWKpsbrgW1fGmNm7VgASlHRahhz1Aie3JVKpUvTKTGMif1aMaFnirRmCdECeX1ehn0wjDPiz+Cpc59qkG02y3BV5ixjQ/EGNhRt4NOdn7K3ci+9E3pze+/b6RHXw8RKhVk25JRz5+x15OzP5fn4jzizYh6Ep8L5j0GnMWaXJ5qD0j2w6nWjNau6EF9EGusSLuTxwr4s3W/FYbNwfrdEfte3FQPaREtrlhAtyGMrHuPNTW9yXqvzuLHnjb95UPBmEa669uyq75x1JxuLNrK+aD3ZVdkAKBRdY7pyQ88bOCvlLPlhdxpyur08u2A7Ly3ZyZVBy7jXNosAVzkMvBHOvtvobyPEifC4YMtnRmvW7iVgsVHeajifWIbx+K5Uyp0+MmKCuaxvGhedkUpihAzfIkRzV+upZeaGmbyx6Q2q3dWMbj2aG3veSHr4yV3xaBbhKrFToo67J47EkEQyYzPpFtuNbjHd6BLThVCH/PI8Xa3KKuHO2evwFe3g5ehZtK9eDSl9YNzTkJhpdnmiJSjaYYSste9CTRG+sGS2Jo3nudL+fL7PgUXB4HaxXNwrlRFdEwh2NNt7gYQQGFfGZm6cydtb3sbldXFB2wu4ttu1xAXF4bA6sFvsx9WQ0yzCVfde3fXC7xYSGxRrdimiCahxeXjsy628s2w7fw35gt/75mCxB8N506H3tWCRSXtFA/O4YOs8oxP8zoUA1KQN4dvAoTy5tz3byyHEYWV0ZhIX9UphQOsYLDLdjhDNVlFtEa+uf5X3t76Py+f6xXt2ix2H1UGANYAgWxBBtiCC7cEE2/yLPZhHhjzS9MOVWRM3i6bnux1F3D13HXGla3kxYibxzj3Q7WIY+TCEJZhdnjgdlO2Fn2YZ0+2U70PbgihJOZfP9CCeycqgpM5CfFgAo7olMqpbIv0yorFZJfAL0RzlVeexJHsJtZ5aXF4XLp/LePQvtZ5aajw11LhrjEf/868u+UrClWj6Kpxu/vn5Zj5dsY0HwuZyoXseKjzFuATYfrjZ5YnTkc8H+36EDbNh40dQU4QOCGdfwjA+dvXj5Zw0Kt0WokMcjOyawKhuSQxsE4PDJkFLiJauWVwWlHB1evt6Uz73fbSeLtU/8nTIG4S78lH9roNhf4OAMLPLE8IY0mH3Ylg/x+gMX1eBDggnN+Ec5nn68kJ2BiUuKyEOK4PbxXJOx3jO6RhHcmTjDlgohDCHhCvRZBVW1jHj040sW7eVx8PeZah7McR1ggv+DWn9zC5PiCNzO2HXYtj8KWz9HGpL0fZgChKG8K2lL6/nt2FjuTEFV4eEUM7pGM+Z7WLplR5FaIB0iBeiJZBwJZocrTVzV+fwwGcbGelexIzAtwn01aDOugPO+gvYZG5I0Ux43bBnqRG0tnwGVfkAOGMz2RzSl0+rO/PO/kRqvVYsCrokh9MnPZq+GdH0zYgiPlyGeRCiOZJwJZqUfSU1TPtwPft2rOffYW+Q6VoLaQNg3DMQ38ns8oQ4eT4f5K2DHd8Ydxzu+xF8HrQjlJK4fqxz9OSLqg58mhdOrdv4SEpkEJ2TwumSFEbnpHA6J4XTKjpY7kQUoomTcCWaBI/Xx8zv9/DvrzdxLZ9ys20uFnsgavg/oNdkGV5BtDzOCmOQ0h3fGJcRS3cDoINjKUsYwAZHD5bUtePb4kh2FNXi8/9IDnFYaZcQRlpUEGnRwaRFBZMWHURaVDDJkUHSYV6IJkDClTDd+uxy7vlwHYG5y3k69A1S3XugywRjPsCwRLPLE+LUKNsLu/9nBK7d30LlfuN1awC+uE6UhXcgy9aade5UfqxKYGO5g5wyJx7fL39WhwfaiAkNICrYTnRIADEhDqJCHIQGWAl22Ag55DHIbiXQbvU/Wgh0GM/tMnyEECdNwpUwTVWdhyfmb+Xz79cwPfA9xuhv0eGpqDGPQ8fRZpcnhHm0huIdkLMK8tZD/kbI3wDVhT+vYwtEh6dQF5JMhSOBQksc+3UMeb4Isj0R7HWHsacmiKIaL2U1blxe3wmVYLMoAg8EL4eFIH8ACw20ERFkJzzQTniQnfBAG+FBdqJDHMSFBhAbFkBcWABhATaZkkycto4WruSWFdGo5m/M4/6P1zG85hOWBM0lQLlh0B1Gp3VHiNnlCWEupSC2vbH0uPzn16sKjJBVuA0qslHl2QSWZxNY8B3xlXl05ZA/ipUVQuIgJg6fPQSvNRCPNQi3JQC3CqROOXArBy5tpw4bLmw4tZ06baNaB1Kpg6jUgVToQMq9gZR4AyioC2RbRR0VtW4qnG6c7iOHtgCbhbiwAJIiAmkVHUJ6TDDpMcG0ijaW6BCHhC9x2pFwJRrF3uIa7v9sExVbFvNG0Ju0se2B1sNg9GMQ287s8oRo2kLjIXQotB16+Hsel3EpsSofKvMOesyD6iIsrmos7irstUUEuWvAXQuuGvDWgacODg1mxxIYCeGxkBiLNzgGlyOaGnsU5ZZIiogg3xtOrieMPU4bOytg6Y5C5qyu+8UmIoLsdEwMo1NiGJ0Sw+mUFEbHhDBCZDgK0YLJ2S0alNPt5T+LdzL721XcbZ3FBQH/Q4elwqi3oNNY4y91IcTJszkgKt1YTpTW4POAx2mENI8T3DVQVwF1VVBXCa4qoxN+balxebKmCKqLsJbsIqhmOUE1xcRoH20OqysIItPwpqZSGZhEkTWBfTqWzc4YvitTzFlVTrXLW796ekwwPdMi65cuyeEE2Ky/6dAI0VRIuBINQmvN/E35/PPT9Qyt/JgFAXMJVG4YNNV/CTDY7BKFEEqB1W4sJzuMnM8LNSVQXWBcvqwuMp5X5ELZXqxle4nMW0tkTTHtgHOBGwEdmYozqj35Aa3ZoVNYUZPIFztr+HhNLgAOq4XOyeGckRZJ/9bR9GsdTUyojHUnmifp0C5+s52FVdz/6SZqtv+PR4Nep40vC9oOg/P/BTFtzS5PCGEGVzWU7YOSnVC4BQq2QOFmKNputJgBKAvuqLYUhnRkCxl8V53M54Wx5LlDAWgfH0r/NtH0bx1D/zbRxIfJYKuiaZG7BUWDK6128cyC7Xz5w1rusb/DeLUEHZGKGvWIXAIUQhyZzwule6Bgk3GH5IGlfF/9KnWhqewN6sxKd2vmlSSxypVODYF0SAhlcLtYBreNpX+baMIC7eZ9H0Ig4Uo0IJfHxxvL9vDKgvVM9HzMDY55OPCgBt8CchegEOJk1JQYIWv/WshdbQxPUbYXAK0slAS3YbXqwqflbVjq7kS5JYKeaZEMbhfLme1i6ZkWKQOrilNOwpX4zQ70q3rs8w30K5/HXQEfEukrgS7jYdh0uQQohGhY1UWQ4w9a2Stg7w/grgagMKgNy3UX5lW2Zbm3A9WOWPq3jjbCVvtYOiaEyRAQotFJuBInTWvNsp3FPPX1VsL3LeDvge+T7ttnzAU44gFI62d2iUKI04HXbbRs7fmfMVF21rL6sFXqSGKVrz3f1rZhta89RcHt6dcunoFtYhjYNoaMmGAJW6LBSbgSJ+WHXcU8NX8LIXsXclvAp3TXW9HR7Yy5ADuNkX5VQgjzHAhb+370L8vrpxOqU4Gsoz3fu9uz0teBnJBu9GiXxsA2Ruf4VtEStsRvJ+FKnJDlu0t4dv4mYrM+588Bn9FO70VHpKHOvB16XWPcyi2EEE2J1lCeXR+29L4fIW89SvvwYWEb6fzgac9PvnbkBHciIaMLvTNi6ZMRRZekcGwyz6I4QRKuxK/y+TTfbitk5uJNpO+by/X2eSRTiC+uE5Yz/wLdLpJQJYRoXuoq/f21fkTvXYbetwKLpwaAaoJY78tgna8N2yxt8ST2ID69M93TouiRGklqVJC0boljOuXhSin1X2AsUKC17nY8n5FwZQ6n28vc1Tl8vGQ5Q8o/5krbIiKpxJvaD+tZd0D7EWCRv+iEEC2A1wNFWyF3DeT+hGvfKqwFG7D6XABU6iA2+FqzXrdmt70d3sSexKV3omNSJJ0Tw2gdGyItXKKeGeFqCFAFvCHhqmkqrKzjzWV7WPfDfC5xf8Zo63IsgO54PpZBN0H6ILNLFEKIxud1G+Nu5a7Bm/MTdftWE1C8uT5wVelAtutUtvpS2alaURXRAXtSV5JTWtE2Poy2cSG0ig6W0HUaMuWyoFIqA/hMwlXT4fNp/rejiLk/bsex9ROusnxFD8suPPYwrH0mofpdd3JzlgkhREvidUPBZti/Bs/+9dTlbMBWtJkAV2n9KiU6lD06kd06kb0kURWSjoppS3BSR1IS4kiPCaF1bAjxYQFyebGFOlq4krkFTxO5ZbV8sDKbH5d/z7CaL7jftoQIWzWuqHYw6Als3S+HgFCzyxRCiKbBaoek7pDUHRv+X5ZaG5NZF2yC/E2E5G2mfcF2OpVuJ9i5FJxAjrEU6giydAJLdQI5Koma0Fb4oloTmNCeuPhE0qODaRUdTHJkkAx+2gKZ3nKllLoOuA6gVatWvbOyshqtntNNhdPN/I35fLFmD2G7PmeidSH9LVvwKTu68xisfX4PGWdJfyohhPitXDVQsgtKduIt2kFt/g48RTuxl+8hxJn/i1XLdAh7dAJZOpEsnUBFUBqeyAxsce2Ji08mPTaE9JgQ0mOCCXZIG0hTJpcFTxNVdR4WbM5n3pq9+HYsYjg/MMq2inCq8ISnY+t3LfS8CkLjzC5VCCFOD+5aYz7Fkl34infhzN+Bu3AH1vI9BNfkYsFXv2qlDiJLJ/jDVwIFAek4ozpgj+9ESnwMrWODyYgNISMmhEC71bzvSQByWbBFyyt3smRbIUs2ZePZsYDhLONx62rCbDV47WFYOp8PPSZia32OtFIJIcSpZg+C+M4Q3xkLEHzwex4XlGVByW4o2YWjcAfpBTvIKN1FUPVKrF4vFIGvSLFvQxzbdCoLdSrbdCplYe2wxnUkPT6aNnEhtI0LpV18KLGhDunjZbLGvFvwHeAcIBbIB6ZrrV891mek5er41Hm8rNxTyrfbCtm0eRNpJd9xjmUtZ1o3EIITjyMca+exqK4ToM05YAswu2QhhBAnyus2LjUWbIbCrbjzNuLN34yjbDcW7TZWwcJuncQWXyrbfGls1q3ICuhAZHw67RLD6BAfSvuEMDokhBEXJr8LGpoMItqM1Xm8rN1Xzo+7ilm9Kw+990cG6tWca11LB5UNgDs0BVvHEajOYyFjCNgcJlcthBCiUXjdULwTCjZCwWZ0/ka8eZuwlmehMH6nl6sI1uvWrPGks97Xmg2+1jiDk+mQGE7HxDA6JYbR0b9Iv66TJ+GqGSmqqmN9Tjlr9paxclce3n2r6avXM9CyiT7W7Thw47PY0a0GYu0wAtoNh7iOMs+fEEKczlzVkLfBmG9x/xr0/jVQsAWlvQBUWSPYamnHclc6q93GyPQFKoqMmFA6JYbROSncv4SREimj0x8PCVdNkNaawqo6Nu+vZENOOeuyy8jal01C1SZ6qh30tm6jn2UbgdShUXjju2Jrcza0Psu4y0+GThBCCHEs7lrI3wT7f4LcnyB3Dbpg88+ByxHHdnsnlrnb8k1lBht1BnU4CA+00SU5nK7JEXT1P7aNk9HpDyXhykQ+nyavwsnuomq25VeyvaCK7fmV7M/LJ6luF90su+lh2Ulf2y5SdB4AGoUvrhPWA0Eq40wIjjb5OxFCCNHsuWogbz3kroacVbBvudGpHvBZ7BSHdWKrvQvfudrwWUka+zyRAATYLHRKDKNLfeAKp1NiOEGO0/euRQlXjcjt9VFYWUdehZP8cic5ZbXsLampX4pKykj05dFW5dLZkkWmLZuulr3E+wrqt+ELS8KS2gdSekNKH0juCQFh5n1TQgghTh+V+cYE19nLYd8KI3h5nIDRpzcvojubLJ1YUtuaL4piKTHewqKgTVwoXZLC6ZQURudE4zExPPC0uKwo4eoEaa2pqvNQVuOmsKqOgoo6CqvqKKxw1n+dX+kkr7yOsuoaEikhVRWSQhFplgLa2gppaysiRecT4S35ebvKCrHtUQldIaGbsSRmQniSid+tEEIIcRCPC/LXG61aB5YK4wYqbXXgju1CXmgXNlna811NKxYVhpNd4a7/eHigjU5J4XRKNO5UNJZQIoNb1s1Wp1W40lpT5/FRXeehus5LVZ2HGpeHKv/XlU43lU4PlU43FU5P/fOyGjelNS5Ka9yU17pwezU2PMRRTqIqIUGVkqhKyXCUk2YvJ0UVkeArIMJdhAXvz/tHoSJSISrjl0tMW4jrDPbA3/w9CmEGrTW43ficTnxOJ/qgR+1yod1uYzn4uduNdnvQHg/a4waPB+3xor0e8PrQ2gdeH/i8aO/PgymiFKgDTxUoC8puA6sVZbOjbDaUzQp2O5aAQFRgAJbAQFRAIJagQFRgINawMCyhoVhDQ1GOlvVDXYhTrjzbaN3KWe3vv/UTuKqM9xyheBJ7UBCeyTZbe36oa83y4kC25lVS7fr592N8WAAdEsJonxBK+/gw2sUbY3NFhzTP/5/NIlx179lLvzz3a38Q8vrDkRGIalwealxealxeat0eauufe6k99NHt5edvSxOAm1BqCVFOwqgllFrCVA3hqoYYex2xtjqirE5iLZXEqCoiqSDMV06Ip4wAT+XhhVrsEJYEESkQ2cpYItIOep4qY0uJJkl7PHhLS/GUlOItLcFbVoa3ogJfZSXeikp8lRV4KyrxVlagq2vw1dTgq601Hv0LXu+v7+hEWCxgsaAsFrBajVClNfX/if2P2ucDt/sYGzo2FRBgBK2wMKyRkVijoowlMhJrVCS2qCissbHYYmKxxcVii46WQCbEsfi8ULT9575bOauNvlw+///TsCR0ci8qoruyx96Btd501pYGsC2/kh0FVdS6f/5ZEh3ioF1cKG3jQ2kdG0yr6BBaRQeTHhNMSEDTHSqiWYSr+DZddOhljxKCkxB/GArBSYhyEmF1EW7zEG7zEGZ1E2LxEGJxE2qpI1zVEqprCNHVBOtqgnzVBHqrcHhrsHursejj+GVgDTA6jAfHGo8hsRAcYyyhCRCebASqsCTjNRnpXDQhvupq3Hl5ePLz8RQW1i/uggI8hYV4i4rxlJbiKy8/+kasVqzh4VjCw7CGhmEJDjaWkGDUgeeBQViCg1CBgcbzIKOlSAUGYAkIQNntxuJwGI82G8puB5sdZbf5W5tsYLOhrFYjVJ1gvwzt9aI9Hn8LmAftduNz1qGdtcZjnb81rbYWb1UVvsoqfNVVeCsr8VVVGwGyrAxPaRne0lK8paXourojH5LISCNoxcVji4/HlpCALSEee0ICtnjjuS0mxvhehBDgdkL+Bn/Y8i/FO35+PywZknviS+xOcVgntlsy2FQVzo7CanYWVrGjoIrSml/+ERUb6qBVdDApUcEkRQSSGB5oPEYEkhQRRFxYAFZL4/bv8vo0RVV15Fc4ySt3kl9ZR0GFk6kjOzX9cHVGm1j90zUn+JepskJgOASEQ2CEsQSE+18LA0eo8Vj/PPSg98N/fi4tTaKJ0lrjLSvDnZ2NOzsbV3Y2nv37cefux52Xh3v//iOGJhUcjC0uFntcvNEiEx2FNSoaa3QUtuho43lUFNaIcKxhYajg4NOiA+qR+Gpr8ZaU4CkuxlNUhKewCE9Rof95IZ6CQiO4FhUd3nJns2GLizMCV2Ii9oR4f/BKwBYfh90fyixBQeZ8c0KYzVkBeeuM8bdy18D+NUaLl3/AUwIjILF7fR/kqvC27NWJ7KpxGDeGFdeQVVzD/vJa9pc7qfP4frF5q0XVB67kyCCSIgNJiQwiOsSBzWLBblXYrBbsFuPRosDl8VHn9VHn9uHy+nB5fNS6vZRWuyg5ZCmurqOwsg6fv9xgnCSpYlJUMW8+PK3ph6s+Xdvplc//0QhAjhAjDB0IRPZg/xIItqCfH612GTxTtAjeykpcu3ZRt2s3rt27ce3ehWvvPtzZ2fiqq3+xriUiAntSEvbEROzJSdgSk7AnJRktKXFx2OLisYaGmPSdtFza6zUCWH4BnoJ83Pn5xvO8PP/zfNx5eeja2sM+awkLM/5tYmKwxsYYlx9jY7DGxBivRUT8YpFLkqJFq6uCgk3GZcQDS8EmcNf8vE5gpNFXObqt8RiRig6Jp9IWTZ4vghxXMDkVHvLKneSW15JbZoSv/WVOXF7fUXd9JHY8RFJJjKokNaCatIAaku3VJFiribNUEK+LiPYUEFqXj91dUf859Y+KZhCumtDdgkI0Fu12U7drN3VbNuPctBnnli3U7dqJt7Do55VsNhxpaThatcKeloY9NQVHaqrxPCUFa6gMINtUaa3xVVXhKSjAU1BghK6DWr48xUXGZdriYnyVR+jT6WcJDsYSEYE1NARLSCiW0ANLCNaQEJQjwLj8GhCAJcBhPHc4jMuuVn9nf6sVdeC5UoCqv1HAuElAHf2PU/8NBMpqrd+estmMkBgTY+xHiIbk8xpzKRbvMKb3Kdnpf9wN5fuob+mqp37uwlN/9SocHRBOrSWUWp8V7XWjPXVor8u4ocbrQnlqCXCVYXeVYXOVY3OWYvHUHKkiYx/B0UbXoPBUo691eIrRtzo8BdX6zCOGK/nfIUQj8paXU7dtG86t26jbugXnps3Ubd+OdrkAo5N1QIcOhJ55Fo42rQlo0wZH6zY40lKNvkqi2VFKGZ3mw8IIaNv2mOv66urwFhUZNxiUl+MtL8NbXo6vvNy42aC8Al91tdFnrKICd24uvqoqY3G7f1MH/99EKaPFLS4OW3yccVk0MQl7Sgr2lGQcqanYEhKkL5o4MRZjqCJi2x/+ntsJVfmHLAVQmQe1peAsh5oiKNmJclYQ7Cwn2Oc2bkCzOoyrXLYA47ktEIKiILyV8RgUbTwGRxn9rkNif34MijLqOkESroRoAD6XC9fu3dRt30Hd9u3UbdmCc9s2PPv3169jjYggoEtnoq68ksAunQns3BlHRoa0AJzGLAEBWFJSsKeknNTntc9nDHvhcqHr6oxHrxft8YLX8/Nzj9sYRkMD6J/vxjzGlQvt9fmHy/D+PHSGx4O3vMJolSssrH90btyEt7j4l9uz2YxL16kpOFql42jVCkd6K+ytWuFIS5M+aOLE2AMhKt1YjseBc9GkbkPyU12IE6BdLlx791K3Yyd1O3YYy/btuPbs+bmjs81GQOvWBPfuTUDHDgR26kRAh47Y4uNO2w7jonEoiwUVGAiB5o+d53O58OTm4srJwZ2dgzsnx7gBY98+Kr/8Eu8hN13YEhJwpKfjyMgwHlsbj/a0NCzS30z8Vib/rJVwJcQR+KqrqduzB9fuPUYn8507qdu5A9eeLPB4jJWUwp6WRkD79oQNP4+A9u2NJSNDOiOL047F4TCCUkbGEd/3lpfj2rsP194s3Hv34tqThSsri8r58/GWlR20IQv2lBRjW62N7QX4t2tLTDTGQxOiiZNwJU5b2uPBnZODa88eXFlZ1O3ebYSp3bvx5Of/vKJS2FulEdC2HWFDhxHQri2Otm0JaNNGLm0IcZysEREEZUYQlNntsPe8ZWW4soyw5dqzB9eePdTt2UPNqlXomp87GiuHA3urtMMvM6akYEtOlhYv0WRIuBItmvZ4cOfm/vwXc9ben3+AZ2f/3AqFcau8o3VrQgb0x9G6NY6M1sZjeissTeCyixAtlTUykqDISIJ69PjF61prPAUFxtAke/bgytqLa99e3Fl7qf7uu8MGf7XFx2NPTjY61icnG2ONxcX9ouO9JUDGNBSNT4ZiEM3azwNs5uDO+XmQTXd2jvFDOCf3FwFKBQYaQxy0bv1zfw//pQdrVJT0iRKimdA+H57CQlxZWbhzcnHn5hiPOTm4c3Nx79//i//7B1giIoypjiIisESEY42IrB9bzBIaiiUoEEtQEMo/G4ExX2WAf05Lm3+aJv/wFhYL+Hz1NwdonwY0+Hw/zyRw8A0GPm0Mb3FgJoMDsxgEBGCLjZWbW5qho01/I/+SoknTXq8xNlBenvEDMzfX/4P05x+ihw6waY2MxJ6aSmCXLoSPGm1cPmiVhr1VunQqF6KFUBYL9oQE7AkJR3xfe73GPJoHTQd14O5Gb1kZ3rJyvMUluHbtNoa/OMaYY6fEwXdXpqZiT03DkZZKQIcOOFq3lmEtmhkJV8IU2uczphs5eHqRA8/z83DnF9TPk4fvlyPtWsLDjab/tDSC+/c/6IeRscgAm0IIZbVii43FFhsLnTv/6vra4/FPUl7rn6fSia+mBu104qurM1qjDrREeX3+oS58YFHGH2wWCwcGaVUWZbRuHTIIKyi015gPU7vdxvyYbje+mlrc+/f7W973UblwkTG0xYHvJTDQuPO4c2cCO3chsEtnAtq2xRIc3HgHUPwmEq7Eb+ZzufBVVvoHQTQWX0WF8ZdheTne0hJjkMSSEuO5f8Lcw+Zowz9FSEI89vgEAtq180+Sm2g8JidjT07GGhZmwncphGjJlM1WP/hrU+CrrsaVnW2MmbdpM87Nm6n4fB5l775Xv449Obn+5hpH2zbGY3o61thYaaE3mfS5Os1prxdvRQXe0jK8ZaVGc3lpKd7KSuOvtpoafDU1+KoPPFbhrawywlSV8Xhop9JDWSMisEZHG0tUJLYo47ktLs74y9Lf0dQWGyt33wkhxFForXFnZxszPezcgWvXbup27cS1azfa6axfTwUE+EfLP2jE/MQk7IkHJhSPl479DUT6XJ1GtMeDp6QEb3ExnqJiYy6z4mI8hUXGpLNFhcaUG0XFxvgyxwjYyuEw5jgLDsYSEowlOARrRASOtFQsoWFYwkKxhoVhCQvzdwwNxxoe7u8sGoE1LEw6aQohRANQShk35KSlASPqX9c+H+7c/bh27cS1b98vBnF1rlt32ACuANaoKH/QijMmEY+Jxlr/GIMtNtZYJypKpuI6CfJbrxmob10qK/O3LJXhLfEHp5JiYxLYkhK8xccOTCowsL4PgiMjg6DevbFFx2CNisIaGfnzY6QRkixBQRKMhBCiiVMWC47UFBypR55GyVtVhWf//vq+rO78PDwH9Wut27Ydb3Gx0Q/sCCwREdj8Vx9sMTHYEhOM7hqJCdgTE7ElJGKPj5PBkw8ivzlPAe3xGJfUqvyX1Kr9l9Uqq/yvVeCrqMRbUYGvsgJveYVxWe7A5K0VFUdtXbKEhBh/ZcTEYE9PJ6hXb2wxMVhjY4y/RmJj/F/HYQkJluvwQghxmrGGhmL1zyBxNFprfJWVxh/oxUV4iv19ZItLjD/mS0rxFhdTt307VUuX/mJw1/r9xMRgi4/HFh+HPT7B/zz+oN9DsdhiYk6L7h8Srg6itTbuDKmtRdfWGneO+O8e8dVUGwHp4H5IB/dFOnSprq5ffq1PEgA2m3E5LSzMuJwWHo4jNeXnlqRDFltMDNaYGBncUgghxG+mlDJ+B4WHQ5vWx1xXa42vqsoYIicv37jDOy/fGOoiPx93YQHODRt/ccfjwSzBwVhjYrBGR2GLjPrl1ZOoyIPGHvN3MQmPaHaNA80uXGmt0XV1P3eorjoQeo4Qfmqd6DonPmdd/e20utZ/i21tLbq2xghOBwWqY/U/OpSy27EEB6NC/H2SgkOwBAdjj4zEEhJS30fJEhLs/zrECE+hYVjDQo0B60LDsIaGoIKb14kjhBDi9KSUqr+z8pitYS6XMcROccnPfX+Lf9mFxVNYiHP7Nrxl5UdsDatns2ENDcUS5u/rGxqGJTTU+F0aHoEt+kBIizJCmz+wWSIiTJkWqUmFK29pKbn33Yeu8bcYOWt/fl5bawSq6mo4ynXhw9hsWAICUIGB9Y8qMABLUDDW8HAsCfGooCAsQcFYgozReH/xdVCg8bU/NFkOhKigIKM/klxfFkIIIY5IORz1Q+gcD19dnXG3+tGG9amsMBpUKivxVlXizsmhrtLfpaaq6uh1BAXV32hlDQ/HEhaGCghAOexGNrA7jK/tdv9o+z601qCpH2dR2fzjlVmtKLut/vnRNKlw5autpfp/S43g4g8wltBQrHGxRiAKM1p66tNqaFh9i9Avwk9IiDFlgdzhIIQQQjQLloAALImJ2BMTT/iz2uXCc2AoIf/iKS01wll5Bd4Kf1grr8Cdl4d2uYylrs64GuZ2o10u4wrSgcViMR7BP3is94hTKh1JkwpX9uRk2n+72OwyhBBCCNGMKIcDe3w89vj4Rt2P1ro+aGm3B8KOPCOIpTGLUEqNUkptVUrtUErd3Zj7EkIIIYRoTEoplL/LkTU05KjrNVq4UkpZgeeB0UAXYKJSqktj7U8IIYQQoilozJarfsAOrfUurbULeBcY34j7E0IIIYQwXWOGqxRg30FfZ/tfE0IIIYRosRqzQ/uRBm06bBAppdR1wHX+L+uUUhsasaaWJhYoMruIZkSO14mTY3Zi5HidODlmJ0aO14lrzGOWfqQXGzNcZQNpB32dCuQeupLW+mXgZQCl1MojzS4tjkyO14mR43Xi5JidGDleJ06O2YmR43XizDhmjXlZcAXQXinVWinlAC4HPmnE/QkhhBBCmK7RWq601h6l1J+BrwAr8F+t9cbG2p8QQgghRFPQqIOIaq3nAfNO4CMvN1YtLZQcrxMjx+vEyTE7MXK8TpwcsxMjx+vEnfJjpvQJTFQshBBCCCGOrVFHaBdCCCGEON00iXAl0+T8OqXUHqXUeqXUGqXUSv9r0Uqpr5VS2/2PUWbXaSal1H+VUgUHD+dxrGOklLrHf85tVUqNNKdq8xzleM1QSuX4z7M1SqnzD3rvtD5eAEqpNKXUIqXUZqXURqXUrf7X5Tw7gmMcLznPjkApFaiUWq6UWus/Xv/wvy7n11Ec45iZe45prU1dMDq77wTaAA5gLdDF7Lqa2gLsAWIPee0x4G7/87uBR82u0+RjNAToBWz4tWOEMSXTWiAAaO0/B61mfw9N4HjNAKYeYd3T/nj5j0MS0Mv/PAzY5j82cp6d2PGS8+zIx0sBof7nduBHYICcXyd1zEw9x5pCy5VMk3PyxgOv+5+/DkwwrxTzaa2XACWHvHy0YzQeeFdrXae13g3swDgXTxtHOV5Hc9ofLwCt9X6t9Wr/80pgM8bME3KeHcExjtfRnO7HS2utq/xf2v2LRs6vozrGMTuaU3LMmkK4kmlyjo8G5iulVvlHtQdI0FrvB+OHGBBvWnVN19GOkZx3R/dnpdQ6/2XDA5cf5HgdQimVAZyB8ZeynGe/4pDjBXKeHZFSyqqUWgMUAF9rreX8+hVHOWZg4jnWFMLVcU2TIxiste4FjAZuUkoNMbugZk7OuyN7AWgL9AT2A0/4X5fjdRClVCgwB7hNa11xrFWP8Nppd9yOcLzkPDsKrbVXa90TY1aTfkqpbsdY/bQ/XnDUY2bqOdYUwtVxTZNzutNa5/ofC4APMZox85VSSQD+xwLzKmyyjnaM5Lw7Aq11vv8HlQ94hZ+by+V4+Sml7BhBYZbWeq7/ZTnPjuJIx0vOs1+ntS4DFgOjkPPruBx8zMw+x5pCuJJpcn6FUipEKRV24DkwAtiAcZwm+VebBHxsToVN2tGO0SfA5UqpAKVUa6A9sNyE+pqUAz/A/S7EOM9AjhcASikFvAps1lo/edBbcp4dwdGOl5xnR6aUilNKRfqfBwHnAVuQ8+uojnbMzD7HGnWE9uOhZZqc45EAfGj8nMIGvK21/lIptQJ4Xyn1B2AvcKmJNZpOKfUOcA4Qq5TKBqYDj3CEY6S13qiUeh/YBHiAm7TWXlMKN8lRjtc5SqmeGM3ke4A/gRyvgwwGrgbW+/t4AExDzrOjOdrxmijn2RElAa8rpawYjR/va60/U0otQ86voznaMXvTzHNMRmgXQgghhGhATeGyoBBCCCFEiyHhSgghhBCiAUm4EkIIIYRoQBKuhBBCCCEakIQrIYQQQogGJOFKCGE6pZTXP3P9Rv/s9n9RSlkOev9MZcx8v8W/XKcMS5VSow9a7zKl1JeHbDtYKfW5/3MblVKPHPRegFLqPaXUDqXUj/4pWg6896VSqkwp9dkh2xuqlFqtlNqglHpdKWX6kDZCiKZFwpUQoimo1Vr31Fp3BYYD52OMu4VSKhF4G7hea90JOBNjzJrzgeuBJ5VSgf4Bdh8CbjrC9h/3f/YMYPBBgewPQKnWuh3wFPDoQZ/5F8YYTfX8ge914HKtdTcgi58HdxRCCEDClRCiifFP8XQdxqSrCiMszdRar/a/XwTcCdyttd4AfArchRHG3tBa7zxkezVa60X+5y5gNcaUFwDjMcISwGxgmH+faK0XAJWHlBcD1Gmtt/m//hq4uEG+cSFEiyHN2UKIJkdrvcvfShQPdOXnAHTASv/rAP/ACEwuoM+xtuufJmMc8Iz/pRRgn3+fHqVUOUaAKjrKJooAu1Kqj9Z6JXAJv5ynTAghJFwJIZosddDjkaaS0ABa62ql1HtAlda67qgbM/pGvQM8q7Xedcg+DtvukWittVLqcuAppVQAMB9jCg0hhKgnlwWFEE2OUqoN4AUKgI0c3iLVG2NusAN8/uVYXga2a62fPui1bPwtT/7wFQGUHGsjWutlWuuztNb9gCXA9l/ZrxDiNCPhSgjRpCil4oAXgee0Mfnp88Bk/ySsKKViMDqeP3YC23wQIzjddshbn/Bzh/RLgIX6VyZcVUrF+x8DMPp6vXi8dQghTg9yWVAI0RQEKaXWAHaMy2xvAk8CaK33K6WuAl5RSoVhXMp7Wmv96fFsWCmVCtwLbAFW+/urP6e1/j/gVeBNpdQOjBaryw/63P+ATkCoUiob+IPW+ivgr0qpsRh/nL6gtV74m797IUSLon7ljzQhhBBCCHEC5LKgEEIIIUQDknAlhBBCCNGAJFwJIYQQQjQgCVdCCCGEEA1IwpUQQgghRAOScCWEEEII0YAkXAkhhBBCNCAJV0IIIYQQDej/AUth9e3o23J2AAAAAElFTkSuQmCC\n",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "# plot \n",
+ "x_size,y_size=(10,5)\n",
+ "\n",
+ "fig, axs = plt.subplots(1,1,figsize=(x_size,y_size))\n",
+ "x = doy\n",
+ "axs.plot(x,mean_lai,label=f\"{classy} mean\")\n",
+ "axs.plot(x,median_lai,label=f\"{classy} median\")\n",
+ "axs.plot(x,max_lai,label=f\"{classy} max\")\n",
+ "axs.plot(x,min_lai,label=f\"{classy} min\")\n",
+ "axs.set_title(f'smoothed LAI LU')\n",
+ "# ensure the same scale for all\n",
+ "axs.set_ylim(0,7)\n",
+ "axs.set_ylabel('LAI')\n",
+ "axs.set_xlabel('DOY 2019')\n",
+ "axs.set_xlim(0,365)\n",
+ "axs.legend(loc='upper right')"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "## Formative assessment\n",
+ "\n",
+ "To get some feedback on how you are doing, you should complete and submit the formative assessment [065 LAI](065_LAI.ipynb)."
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "## Summary\n",
+ "\n",
+ "From this session, you should be able to acquire a MODIS timeseries dataset and associated land cover map. You should be able to treat the data, so that by defining a weight for weach observation, you can produce a regularised (smoothed, interpolated) dataset from original noisy observations. In this case, we used variable weighting, according to an uncertainty measure, but if that is not available, you can simply use a weight of 1 for a valid observation and 0 when there is no valid value. \n",
+ "\n",
+ "You should then be able to calculate statistics from the data. You should be capable of doing this for any MODIS geophysical variable, and also of developing functiuons that bring some of these ideas together into more compact, reusable code."
+ ]
+ }
+ ],
+ "metadata": {
+ "kernelspec": {
+ "display_name": "Python [conda env:geog0111-geog0111]",
+ "language": "python",
+ "name": "conda-env-geog0111-geog0111-py"
+ },
+ "language_info": {
+ "codemirror_mode": {
+ "name": "ipython",
+ "version": 3
+ },
+ "file_extension": ".py",
+ "mimetype": "text/x-python",
+ "name": "python",
+ "nbconvert_exporter": "python",
+ "pygments_lexer": "ipython3",
+ "version": "3.7.8"
+ },
+ "toc": {
+ "base_numbering": 1,
+ "nav_menu": {},
+ "number_sections": false,
+ "sideBar": true,
+ "skip_h1_title": false,
+ "title_cell": "Table of Contents",
+ "title_sidebar": "Contents",
+ "toc_cell": true,
+ "toc_position": {
+ "height": "calc(100% - 180px)",
+ "left": "10px",
+ "top": "150px",
+ "width": "280px"
+ },
+ "toc_section_display": true,
+ "toc_window_display": true
+ }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 4
+}
diff --git a/notebooks_lab/043_Weighted_interpolation_answers.ipynb b/notebooks_lab/043_Weighted_interpolation_answers.ipynb
new file mode 100644
index 00000000..d22db386
--- /dev/null
+++ b/notebooks_lab/043_Weighted_interpolation_answers.ipynb
@@ -0,0 +1,395 @@
+{
+ "cells": [
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "# 043 Weighted interpolation : Answers to exercises"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "#### Exercise 1\n",
+ "\n",
+ "* Write a function `get_weight` that takes as argument:\n",
+ " \n",
+ " lai : MODIS LAI dataset\n",
+ " std : MODIS LAI uncertainty dataset \n",
+ " \n",
+ " and returns an array the same shape as lai/std of per-pixel pixel weights\n",
+ "* Read a MODIS LAI dataset, calculate the weights, and print some statistics of the weights\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 2,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# ANSWER\n",
+ "'''\n",
+ "a function `get_weight` that takes as argument:\n",
+ "\n",
+ "lai : MODIS LAI dataset\n",
+ "std : MODIS LAI uncertainty dataset \n",
+ "'''\n",
+ "def get_weight(lai,std):\n",
+ " std[std<1] = 1\n",
+ " weight = np.zeros_like(std)\n",
+ " mask = (std > 0)\n",
+ " weight[mask] = 1./(std[mask]**2)\n",
+ " weight[lai > 10] = 0.\n",
+ "\n",
+ " return weight"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 3,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "weight min: 0.0\n",
+ "weight max: 1.0\n",
+ "weight mean: 0.3184627847952631\n",
+ "weight median: 0.0016259105098855356\n",
+ "weight sum: 625524.6018948557\n"
+ ]
+ }
+ ],
+ "source": [
+ "# ANSWER\n",
+ "\n",
+ "from geog0111.get_lai_data import get_lai_data\n",
+ "# load some data\n",
+ "tile = ['h17v03','h18v03','h17v04','h18v04']\n",
+ "year = 2019\n",
+ "fips = \"LU\"\n",
+ "lai,std,doy = get_lai_data(year,tile,fips)\n",
+ "\n",
+ "weight = get_weight(lai,std)\n",
+ "print(f'weight min: {weight.min()}')\n",
+ "print(f'weight max: {weight.max()}')\n",
+ "print(f'weight mean: {weight.mean()}')\n",
+ "print(f'weight median: {np.median(weight)}')\n",
+ "print(f'weight sum: {weight.sum()}')"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "#### Exercise 2\n",
+ "\n",
+ "* Write a function `regularise` that takes as argument:\n",
+ " \n",
+ " lai : MODIS LAI dataset\n",
+ " weight : MODIS LAI weight\n",
+ " sigma : Gaussian filter width\n",
+ " \n",
+ " and returns an array the same shape as lai of regularised LAI\n",
+ "* Read a MODIS LAI dataset and regularise it\n",
+ "* Plot original LAI, and regularised LAI for varying values of sigma, for one pixel\n",
+ "\n",
+ "Hint: You will find such a function useful when completing Part B of the assessed practical, so it is well worth your while doing this exercise."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 10,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# ANSWER\n",
+ "import numpy as np\n",
+ "import scipy\n",
+ "import scipy.ndimage.filters\n",
+ "\n",
+ "# regularise\n",
+ "def regularise(lai,weight,sigma):\n",
+ " '''\n",
+ " takes as argument:\n",
+ " \n",
+ " lai : MODIS LAI dataset: shape (Nt,Nx,Ny)\n",
+ " weight : MODIS LAI weight: shape (Nt,Nx,Ny)\n",
+ " sigma : Gaussian filter width: float\n",
+ " \n",
+ " returns an array the same shape as \n",
+ " lai of regularised LAI. Regularisation takes place along\n",
+ " axis 0 (the time axis)\n",
+ " '''\n",
+ " x = np.arange(-3*sigma,3*sigma+1)\n",
+ " gaussian = np.exp((-(x/sigma)**2)/2.0)\n",
+ "\n",
+ " numerator = scipy.ndimage.filters.convolve1d(lai * weight, gaussian, axis=0,mode='wrap')\n",
+ " denominator = scipy.ndimage.filters.convolve1d(weight, gaussian, axis=0,mode='wrap')\n",
+ "\n",
+ " # avoid divide by 0 problems by setting zero values\n",
+ " # of the denominator to not a number (NaN)\n",
+ " denominator[denominator==0] = np.nan\n",
+ "\n",
+ " interpolated_lai = numerator/denominator\n",
+ " # (Nt,Nx,Ny)\n",
+ " return interpolated_lai\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 11,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# Read a MODIS LAI dataset and regularise it\n",
+ "import numpy as np\n",
+ "from geog0111.get_lai_data import get_lai_data\n",
+ "from geog0111.get_weight import get_weight\n",
+ "\n",
+ "# load some data\n",
+ "tile = ['h17v03','h18v03','h17v04','h18v04']\n",
+ "year = 2019\n",
+ "fips = \"LU\"\n",
+ "sigma = 5\n",
+ "\n",
+ "lai,std,doy = get_lai_data(year,tile,fips)\n",
+ "\n",
+ "weight = get_weight(lai,std)\n",
+ "\n",
+ "# make a dictionary\n",
+ "interpolated_lai = {}\n",
+ "for sigma in [2,5,10,20,30]:\n",
+ " interpolated_lai[sigma] = regularise(lai,weight,sigma)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 12,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ ""
+ ]
+ },
+ "execution_count": 12,
+ "metadata": {},
+ "output_type": "execute_result"
+ },
+ {
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "import matplotlib.pyplot as plt\n",
+ "\n",
+ "p0,p1 = 105,72\n",
+ "x_size,y_size=(10,5)\n",
+ "\n",
+ "fig, axs = plt.subplots(1,1,figsize=(x_size,y_size))\n",
+ "x = doy\n",
+ "axs.plot(x,lai[:,p0,p1],'+',label='LAI')\n",
+ "axs.plot(x,weight[:,p0,p1],'+',label='weight')\n",
+ "\n",
+ "axs.set_title(f'{p0} {p1}')\n",
+ "# ensure the same scale for all\n",
+ "axs.set_ylim(0,7)\n",
+ "axs.set_xlabel('DOY 2019')\n",
+ "axs.set_ylabel('LAI')\n",
+ "\n",
+ "for sigma in [2,5,10,20,30]:\n",
+ " axs.plot(x,interpolated_lai[sigma][:,p0,p1],'--',label=f'smoothed {sigma}')\n",
+ "\n",
+ "\n",
+ "axs.legend(loc='best')"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "#### Exercise 3\n",
+ "\n",
+ "* Write a function `get_lc` that takes as argument:\n",
+ " \n",
+ " year : int\n",
+ " tile : list of MODIS tiles, list of st\n",
+ " fips : country FIPS code, str\n",
+ " \n",
+ " and returns a byte array of land cover type LC_Type3 for the year and country specified\n",
+ "* In your function, print out the unique values in the landcover dataset to give some feedback to the user\n",
+ "* Write a function `plot_LC_Type3` that will plot LC_Type3 data with an appropriate colourmap.\n",
+ "* Produce a plot of the land cover of Belgium for 2018"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 20,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# ANSWER\n",
+ "from geog0111.modis import Modis\n",
+ "import gdal\n",
+ "import numpy as np\n",
+ "\n",
+ "def get_lc(year,tile,fips):\n",
+ " '''\n",
+ " Return LC mask for year,tile,fips\n",
+ " '''\n",
+ " kwargs = {\n",
+ " 'tile' : tile,\n",
+ " 'product' : 'MCD12Q1',\n",
+ " }\n",
+ " doy = 1\n",
+ " # get the LC data\n",
+ " modis = Modis(**kwargs)\n",
+ "\n",
+ " warp_args = {\n",
+ " 'dstNodata' : 255,\n",
+ " 'format' : 'MEM',\n",
+ " 'cropToCutline' : True,\n",
+ " 'cutlineWhere' : f\"FIPS='{fips}'\",\n",
+ " 'cutlineDSName' : 'data/TM_WORLD_BORDERS-0.3.shp'\n",
+ " }\n",
+ "\n",
+ " # specify day of year (DOY) and year\n",
+ " lcfiles = modis.get_modis(year,doy,warp_args=warp_args)\n",
+ " # get the item we want\n",
+ " g = gdal.Open(lcfiles['LC_Type3'])\n",
+ " # error checking\n",
+ " if not g:\n",
+ " print(f\"cannot open LC file {lcfiles['LC_Type3']}\")\n",
+ " return None\n",
+ " lc = g.ReadAsArray()\n",
+ " del g\n",
+ " \n",
+ " # in your function, print out the unique values in the \n",
+ " # landcover dataset to give some feedback to the user\n",
+ " print(f\"class codes: {np.unique(lc)}\")\n",
+ " return lc"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 21,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# ANSWER\n",
+ "import matplotlib.pyplot as plt\n",
+ "import matplotlib\n",
+ "import matplotlib.patches\n",
+ "import pandas as pd\n",
+ "\n",
+ "def plot_LC_Type3(land_cover):\n",
+ " # read the colour data\n",
+ " lc_Type3 = pd.read_csv('data/LC_Type3_colour.csv') \n",
+ " # set up cmap and norm for colour scale\n",
+ " cmap = matplotlib.colors.\\\n",
+ " ListedColormap(list(lc_Type3['colour']))\n",
+ " norm = matplotlib.colors.\\\n",
+ " BoundaryNorm(list(lc_Type3['code']), len(lc_Type3['code']))\n",
+ "\n",
+ " # set up the legend\n",
+ " legend_labels = dict(zip(list(lc_Type3['colour']),list(lc_Type3['class'])))\n",
+ " patches = [matplotlib.patches.Patch(color=c, label=l)\n",
+ " for c,l in legend_labels.items()]\n",
+ "\n",
+ " x_size,y_size=(10,10)\n",
+ " fig, axs = plt.subplots(1,figsize=(x_size,y_size))\n",
+ " im = axs.imshow(land_cover,cmap=cmap,norm=norm,interpolation='nearest')\n",
+ " plt.legend(handles=patches,\n",
+ " bbox_to_anchor=(1.4, 1),\n",
+ " facecolor=\"white\")"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 22,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "class codes: [ 0 1 3 4 5 6 7 9 10 255]\n"
+ ]
+ },
+ {
+ "data": {
+ "image/png": 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+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "# Produce a plot of the land cover of Belgium for 2018\n",
+ "# ANSWER\n",
+ "year = 2018\n",
+ "fips = \"BE\"\n",
+ "tile = ['h17v03', 'h18v03','h17v04', 'h18v04']\n",
+ "lc = get_lc(year,tile,fips)\n",
+ "plot_LC_Type3(lc)"
+ ]
+ }
+ ],
+ "metadata": {
+ "kernelspec": {
+ "display_name": "Python [conda env:geog0111-geog0111]",
+ "language": "python",
+ "name": "conda-env-geog0111-geog0111-py"
+ },
+ "language_info": {
+ "codemirror_mode": {
+ "name": "ipython",
+ "version": 3
+ },
+ "file_extension": ".py",
+ "mimetype": "text/x-python",
+ "name": "python",
+ "nbconvert_exporter": "python",
+ "pygments_lexer": "ipython3",
+ "version": "3.7.8"
+ },
+ "toc": {
+ "base_numbering": 1,
+ "nav_menu": {},
+ "number_sections": false,
+ "sideBar": true,
+ "skip_h1_title": false,
+ "title_cell": "Table of Contents",
+ "title_sidebar": "Contents",
+ "toc_cell": true,
+ "toc_position": {
+ "height": "calc(100% - 180px)",
+ "left": "10px",
+ "top": "150px",
+ "width": "280px"
+ },
+ "toc_section_display": true,
+ "toc_window_display": true
+ }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 4
+}
diff --git a/notebooks_lab/050_Models.ipynb b/notebooks_lab/050_Models.ipynb
new file mode 100644
index 00000000..d86fae38
--- /dev/null
+++ b/notebooks_lab/050_Models.ipynb
@@ -0,0 +1,1022 @@
+{
+ "cells": [
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "# 050 Models\n"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "## Introduction\n",
+ "\n",
+ "In this session, we will consider the idea of a model in (Environmental) Science and discuss some examples. The material in this section brings together a lot of the techniques we have dealt with in previous sessions, so you should make sure you are up to speed with concepts like array processing, graph plotting and writing Python functions and scripts before attempting this.\n",
+ "\n",
+ "You will need to understand the material in this section to be able to complete the second half of the submitted coursework.\n",
+ "\n",
+ "## Prerequisites\n",
+ "\n",
+ "You will need a good understanding of previous topics involving [`np/mgrid`](031_Numpy.ipynb#np.linspace,-np.arange,-np.mgrid) and [`np.newaxis`](032_More_numpy.ipynb#Reconciling-arrays:-np.newaxis). You should by know be familiar with other more basic material. \n"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "## Models \n",
+ "\n",
+ "We can think of a model as a 'process' box encapsulating our understanding, or a proposal for our understanding, of some process. Two examples we will cover later are:\n",
+ "\n",
+ "* a descriptive model of vegetation phenology\n",
+ "* a model of snow-melt\n",
+ "\n",
+ "Such models make an *output prediction* will be some variable, or set of variables. For our two example models, these will be:\n",
+ "\n",
+ "* LAI as a function of time\n",
+ "* river flow resulting from snow-melt\n",
+ "\n",
+ "The **outputs** depend on the mechanics of our model and:\n",
+ "\n",
+ "* some set of **driving data** (in our two models this will be simply time, and time and temperature, respectively) \n",
+ "* some model parameters\n",
+ "\n",
+ "The model parameters control the operation of the model. These could be related to the type of vegetation for a phenology model, or terms such as the thickness of snowpack in the case of a snow-melt model. Most often, the parameters will describe *states* and *rates*, for example, the current amount of water in a snowpack (state) or the rate at which water is released from the snowpack into runoff (rate)."
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "![model](images/parameters1.png)"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "We will generally have access to the driving data for our model, and we will have some set of measurements that correspond to the output, but we may not know the values of the parameters to use."
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "![model](images/parameters2.png)"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "How can we use this to provide an estimate of the model parameters? We could make some educated guesses, based on previous experience with the model in different situations ('expert opinion'), and we might also be able to provide reasonable bounds for the parameters, again either based on previous experience with the model or sometimes simply from physical limits (e.g. some parameters cannot be negative). \n",
+ "\n",
+ "What we really want is a more objective way of estimating the parameters. This involves parameter optimisation, which is a whole field of science. We cannot cover that in this course, but we can introduce some of the main ideas to use in our codes.\n",
+ "\n",
+ "Before moving on to more 'realistic' models, let's build a simple example model `model` we can learn from. \n",
+ "\n",
+ "This has two parameters `p[0]` and `p[0]` and a driver that represents time:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 1,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# simple model \n",
+ "def model(driver,param):\n",
+ " '''2-parameter quadratic model with noise'''\n",
+ " return param[0] + param[1] * driver * driver"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "We will generate a dataset `measure` at time samples `tmdriver` to represent our measurements, We generate them with the model with a set of parameters and some additive noise. We will also generate a set of weights for the observations, which we will use to indicate their reliability:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 2,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "import numpy as np\n",
+ "\n",
+ "# time driver every 4 days for measurement\n",
+ "tmdriver = np.arange(0,365,4,dtype=np.int)\n",
+ "# generate a pseudo-measurement\n",
+ "p0 = np.array([0.4,0.0002])\n",
+ "measure = model(tmdriver,p0) + 5*(np.random.random(tmdriver.shape)-0.5)\n",
+ "# just make up some weights for this exercise\n",
+ "measure_weight = (2 + np.random.random(tmdriver.shape))/4\n",
+ "# convert to std for plotting as previously\n",
+ "std = 1./np.sqrt(measure_weight) * 1.96"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "Now we forget that we know the parameters, make a guess that they are `[0.3,0.0001]`, and use the model to make a prediction `output`. Note that `output` exists every day, whereas the measurements are only every 4 days."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 3,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "measurements: tmdriver shape (92,)\n",
+ "model output: tdriver shape (365,)\n"
+ ]
+ },
+ {
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "import matplotlib.pyplot as plt\n",
+ "\n",
+ "# time driver every day\n",
+ "tdriver = np.arange(0,365,1,dtype=np.int)\n",
+ "# guess parameters\n",
+ "p = np.array([0.3,0.0001])\n",
+ "toutput = model(tdriver,p)\n",
+ "\n",
+ "\n",
+ "# plot\n",
+ "fig, axs = plt.subplots(1,1,figsize=(10,3))\n",
+ "axs.set_xlim(0,365)\n",
+ "axs.plot(tdriver,toutput,'k',label='modelled values')\n",
+ "axs.errorbar(tmdriver,measure,yerr=std,ls='none')\n",
+ "axs.plot(tmdriver,measure,'r+',label='measured values')\n",
+ "# set legend now\n",
+ "axs.legend(loc='best')\n",
+ "axs.set_xlabel(f'time / days')\n",
+ "\n",
+ "print(f'measurements: tmdriver shape {tmdriver.shape}')\n",
+ "print(f'model output: tdriver shape {tdriver.shape}')"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "We can see right away that there is a mis-match between the model outputs and the measurements."
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "### discrepancy and optimisation\n",
+ "\n",
+ "We have a set of *observations* that correspond to the model outputs at some time samples. \n",
+ "\n",
+ "A simple operation we can do is to compare these then. We might suppose that a set of parameters that provides a lower discrepancy between observations and modelled values (we will often call this error) is *objectively better* than one with a poorer match. In that sense, what we would need to do would be to search for a set of parameters that which has the minimum error. Our search for parameters will be guided by any bounds we set. Then all we need to do is write some computer code that considers different values of the parameters and reports on the best (the optimal) match.\n"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "![model](images/parameters3.png)"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "That is a reasonable approach, and one we will take in these notes. We should be aware that when we do Science however, we need to take into account uncertainty, and also that there might be other constraints we want to put on the problem.\n",
+ "\n",
+ "Uncertainty manifests itself at all stages of modelling and optimisation: the model itself will be uncertain, because of its nature as an abstraction of some process; the drivers will often be uncertain in their ability to the conditions at the actual place and time we are doing the modelling; and the measurements will be uncertain. We have treated uncertainty in other sections of these notes by applying a weight to observations, and we can take the same approach here. When we calculate error, for instance as the root mean square error between model predictions (output) and measurement, we can weight this to give a weighted error."
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "Before we can calculate the (weighted) error, we need to treat the outputs so that they match the time samples of the measurements. We can either match the observations to the measurements, or the measurements to the observations. The best approach with depend on circumstances but generally it is simplest to run the model for each observation driver. If your model involves some summation (integral) over time, then you need to think carefully about how to do this.\n",
+ "\n",
+ "In this example though it is straightforward: we just run the model for the time locations that we have observations."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 4,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "tmoutput shape: (92,)\n",
+ "tmdriver shape: (92,)\n",
+ "tdriver shape: (365,)\n"
+ ]
+ }
+ ],
+ "source": [
+ "# run the model for measurement times only\n",
+ "tmoutput = model(tmdriver,p)\n",
+ "# check the shape\n",
+ "print(f'tmoutput shape: {tmoutput.shape}')\n",
+ "print(f'tmdriver shape: {tmdriver.shape}')\n",
+ "print(f'tdriver shape: {tdriver.shape}')"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 5,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "RMSE: 4.118554746101607 for parameters [3.e-01 1.e-04]\n"
+ ]
+ }
+ ],
+ "source": [
+ "# now we can calculate the weighted discrepency \n",
+ "error = (tmoutput - measure)*measure_weight\n",
+ "error2 = error**2\n",
+ "rmse = np.sqrt(np.mean(error2))\n",
+ "print(f'RMSE: {rmse} for parameters {p}')"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 6,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "measurements: measure shape (92,)\n",
+ "model output: tmoutput shape (92,)\n"
+ ]
+ },
+ {
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "# plot\n",
+ "fig, axs = plt.subplots(1,1,figsize=(10,3))\n",
+ "axs.set_xlim(0,365)\n",
+ "axs.plot(tmdriver,tmoutput,'r+',label='modelled values')\n",
+ "axs.plot(tmdriver,measure,'g+',label='measured values')\n",
+ "# plot the discrepencies as error bars using errorbar\n",
+ "axs.errorbar(tmdriver,measure,\\\n",
+ " yerr=[measure-measure,tmoutput-measure],ls='none',\\\n",
+ " label='error')\n",
+ "\n",
+ "# set legend now\n",
+ "axs.legend(loc='best')\n",
+ "axs.set_xlabel(f'time / days')\n",
+ "\n",
+ "print(f'measurements: measure shape {measure.shape}')\n",
+ "print(f'model output: tmoutput shape {tmoutput.shape}')"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 7,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "[]"
+ ]
+ },
+ "execution_count": 7,
+ "metadata": {},
+ "output_type": "execute_result"
+ },
+ {
+ "data": {
+ "image/png": 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Zq8NSflZkcjTGNHB/LCINgccCFpFSNmaM4emnn2bChAn079+ft99+mzJldEZcOCr2t2qM+RK4OwCxKGVr2dnZPPHEE0yYMIEnn3ySyZMna2IMY0W2HEVkqNvDMkBD4EDAIlLKhrKzs3nsscdISkrimWee4c0330RErA5LBZA31xzdp/ifxXkN8t+BCUcp+zl37hx9+vRh9uzZDB8+nFdeeUUTYyngzTXHkQAiUtX50BwLeFRK2cTZs2fp2bMn77//PqNGjeKll16yOiQVJN4sH7xLRLYBW4FtIvKNiOiu4yrsnTlzhq5du/L+++8zevRoTYxBkDBtEwnTNlkdBuBdt3omMNAY8zGAiNwHvAv8LZCBKWWlU6dO8eCDD5KcnMz48eMZMmSI1SGpIPMmOR7LSYwAxphPRES71ipsnTx5kk6dOrFy5UomTZrE448/bnVIyk1Oy3LhY40Deh5vkuPnIjINeB/nZPAEwOGa75gztUepsPDHH3/Qrl071q9fz/Tp03n00UetDklZxJvkeLvr54h8x5vgTJbR/gxIKascP36c1q1b8/HHH/Puu+/y8MMPWx2SspA3ybGPMeYn9wMicl3+Y0qFsqNHj9KyZUs+/fRT5s6dy0MPPWR1SCrAihr48WZ6/2IPxxYV9SIRmSki+0Vku9uxRBH5RUS+dt1aenF+pQLq8OHDNG/enM8++4wFCxZoYlRA4fUc6+EsLnGxiHR0+1VVnAUoijILmATMyXd8gjFmbDHjVCogfvvtN5o3b8727dtZvHgx7dq1szokZROFdatvBloDlwBt3I4fA4q8Sm2MyRCRuiUJTqlA2r9/P82aNeP7779n6dKlPPCAFri3o2CNTudXYHI0xiwFlopIY2OMP2dlDhKRnsBm4GljzGFPTxKRfkA/gGuu0fKRyr+ysrKIiYkhMzOT5cuX06xZM6tDUjbjzTXHfq7rh3luPp5vCnA9zhHwLGBcQU80xkw3xtxljLlLN0NX/vTLL78QGRnJ7t27WblypSbGALHTahdfeDNavdztfkWgA7DXl5MZY/bl3BeRd/K9t1IB9/PPPxMdHc2BAwdYvXo19957r9UhKZvypvBEngo8IvI+sM6Xk4lILWNMluthB2B7Yc9Xyp9++uknoqKiOHLkCGvXruXvf/+71SGVKlZdO/SVNy3H/G4EirwI6EqikUB1EdmDcxJ5pIjcjnPyeCZaUVwFya5du4iKiuLkyZOkpqbSsGFDq0NSNudNsdtj/LWHjAF+xbnpVqGMMV09HJ5R3ACVKqmdO3cSHR3N2bNnSUtL429/05opqmjedKsvKuo5StnVtm3biImJoUyZMjgcDm65RfeFU97xqlstIm2Bpq6HDmOMDqQo2/vqq69o3rw5FSpUIDU1lZtvvtnqkFQI8abY7RjgKWCH6/aUiIwOdGBKlcTnn39OdHQ0lStXJiMjQxNjiLHDNCBvWo4tgduNMdkAIjIb+AoYFsjAlPLVxo0biYuLo3r16qSlpVGnTh2rQ1IhyNt9JS9xu39xAOJQyi8yMjJo0aIFV1xxBRkZGZoYlc+8aTmOBr4SkTScI9ZN0VajsqH169fTpk0b6tSpQ2pqKrVq1bI6pFLJ6u6wvxTZcjTGvA/cAyxx3RobYxYEOjClimPVqlW0bt2a66+/HofDoYkxhHVelmR1CICX3WpjTJYxJtkYs9QY82ugg1KqOJYtW0a7du2oV68eaWlp1KxZ0+qQVAnEp/hausG/vL3mqJQtLVmyhI4dO3LbbbeRmppK9erVrQ4pZNhhRNjONDmqkLVgwQIefPBB7r77btauXcull15qdUjKV4mJIMLC/k0AWNi/ifN+YqLHpwej611gchSRaoXdAh6ZUoWYM2cO3bp1495772X16tVcfLFOoghpiYlgDAlTNwKQMHWj834ByTEYXe/CRqu38Nea6vwMcF1AIlKqCDNmzODRRx8lKiqK5ORkKleubHVIygs7so5aHcJ5roIrC/pdgS1HY8y1xpjrXD/z3zQxKktMmTKFvn37Ehsby/LlyzUxhqFFrXp7/kW+rjcizlsBrUtv1IQCpzV4s3xQRKS7iLzkenyNiDTyORqlfPTWW28xcOBA2rRpw0cffcSFF15odUilXiAGdRa36ev5F/m63hjjvJUgORbGmwGZyUBjIGe/ymPA2wGJRqkCvPnmmwwePJiOHTuyePFiKlSoYHVIygt2mbOYR/4WaAG8SY5/N8Y8DvwJ4NoQq3yJA1TKS6+88grPPfccXbp0YcGCBZQvr//8isPKKTuBGjgpsOvtjfwt0AJ4kxzPiEhZnIMwiEgNINv3yJTyjjGGl156iZdffpkePXrw3nvvUa5cOavDUjZQYNfbj7xJjhOBD4HLReQ14BPg9YBGpUo9YwzPP/88r776Kn369OHdd9+lbNmyVoelvNB5WdJf8xQhd+BkgGNuid4zEPY5d0H1yJtK4PNEZAsQg3NaT3tjzE4/xqdUHsYYhgwZwltvvcWAAQOYNGkSZcqU3vUKobYx1eI2fXNbdgv7N3EOmgBTElf7/J7O7rn/d1nZU8hOqgUmx3wTvfcD77v/zhhzyD/hKfWX7OxsBg0axJQpU3jqqaeYMGECIp6m2ioVWIX9Od4CbHb9PAB8D+xy3d8S+NBUaXPu3Dn69evHlClTePbZZzUxesHu66PzD5wUp2vdeVmSx3mNwRoBL3ISOLAaaGOMqW6MuQxojbN0mVJ+c+7cOXr16sWMGTN46aWXGDNmjCbGMJB/4GRg+rzivdbDvMZgDMaAdwMydxtjVuQ8MMasBCICF5Iqbc6cOUP37t2ZO3cuo0aNYtSoUZoYA8TuLU13Vs+R9CY5HhSRF0WkrojUEZHhwG+BDkyVDqdPn86dv/jGG2/w0ksvWR2S8jfXpOttI+Ocj71c9uc+R7JE8xp95E1y7ArUwDmd5yPgctcxpUrk1KlTdO7cmSVLljBhwgSeffZZq0MKSTuyjtq7NeiadN1gxCrnYx+W/QWrK+3Om6k8h3Bux1oVyDbGHA98WCrcnTx5kg4dOrB69WomT57MgAEDrA6pVEmYtokdWUepX6tqQN6/87IknxJa52VJeVfViLAQV8sxyFOZvCk80UBEvgK2Af8RkS0icmvgQ1Ph6sSJE7Ru3Zo1a9aQlJSkiTEMFbRscHJEt0Jft7hN379qOULugIwVLUdvutXTgKHGmDrGmDrA08D0wIalwtWxY8do2bIlDoeD2bNn06dPH6tDUkE0JbKH1SF4zZvkWNkYk5bzwBjjALSIniq2I0eOEBsby4YNG5g3bx49eoTO/yjhyq8jwsXc6qAoVgzCuPMmOf4kIi+5RqvrisiLwH8DHZgKL4cPH6Z58+Z88cUXLFy4kC5dulgdksLPVXOKudVBUazoSrvzJjn2xjlavQTniHUNoFcgg1Lh5eDBg0RHR/PNN9+wZMkSOnXqZHVIARNK8witUJLiE8HmzWj1YeDJIMSiwtD+/ftp1qwZ33//PUuXLiUuLs7qkEo9TyPCAIwY4beq2gV1iZ0rZN7zyzkCrcjkKCJ3AS8Add2fb4z5W+DCUuEgKyuLmJgYMjMzSUlJISYmJugx2KGijR1icJdTNWdH1lHnxGxX1Rx/nyPUedOtngfMAjoBbdxuShVoz549REREsHv3blauXGlJYlTBUeSgTjFWyCx8rLFt/oh4kxwPGGOSjTH/Ncb8nHMLeGQqZGVmZtK0aVP27dvHmjVriIjQpfh25Y8R4SIHdfywQsYK3iTHESKSJCJdRaRjzi3gkamQ9OOPPxIREcHhw4dZt24dTZoUvolRaRXsgZuCWnfh0P0NlCKvOeIcma4HlOOvvWMMWrZM5fPdd98RExPDyZMnSU1N5Y477rA6JEvZadTa75W0ExNh5EgW5jx2H9SpFVvgyyZHdGNgCU8drG63Ny3H24wxdxljHjbG9HLdrJ2dqWxnx44dREREcPr0aRwOR6lPjGHPxz2kw22FzKciUj/gkaiQtXXrViIjIxERHA4HDRo0sDqksOPTSpb8+zO77ltdJzFUeJMc7wO+FpHvRGSriGwTka2BDkyFhi+//JKoqCjKly9Peno69evr39FA8Gkli4fWXSCKOFi9zM9XRXXPvbnm6NOsXRGZiXNLhf3GmFtdx6oBC3HOmcwEHnRNMlch6PPPPyc2NpaqVauSlpbGddddZ1ksdptLGEwDHHNJ7/q4Zedf3KYv8R6Oh/p3UWTL0X36TjGn8szi/MT6PLDeGHMjsN71WIWgDRs20KxZM6pVq0ZGRoaliTFseegWe5of6M2+LKHaurNSwDYDNsZkAPm3b20HzHbdnw20D9T5VeA4HA5iY2OpVasW6enp1KlTx+qQwpOPgx6e6JSd4gv2Tuk1jTFZAK6flwf5/KqE1q1bR8uWLalTpw4Oh4OrrrrK6pAKtSPrKDuyjlodhv95KA/mzb4sYP3GVaEi2MnRayLST0Q2i8jmAwcOWB2OAlauXEnr1q254YYbSEtLo1atWlaHVGqc1y32UB7M21alX8uUhbFgJ8d9IlILwPVzf0FPNMZMd82vvKtGjRpBC1B5lpycTPv27alfvz5paWlcfrk2+oMpEN3iUCofZgVvRqv9KRl4GBjj+rk0yOdXPli8eDFdu3alYcOGrFq1iksvvdTqkGzF6pHyovZlAVdXun+T3BUtOd3xGlUqBH3jqlARsJajiLwPbAJuFpE9ItIHZ1JsLiK7gOaux8rG5s+fT5cuXWjUqBFr167VxOhip6K2UyJ7FHkdcXGbvud3wwmNgRqrKvUErOVojClob2utXRUiZs+eTa9evWjatCnLly+nSpUqVoeUh9UtNjvxdu10ThLNM5DTH78Wui1IcbaBtcN3atsBGWWtd955h169ehETE8OKFStslxiVbxa36cuiVr19GsgpbTQ5qvO8/fbb9OvXj7i4OJYtW0alSpWsDslvgtEdDtpUmcREFvZv4lURWXeh0JW2g2APyCibmzBhAkOHDqVt27Z88MEHVKhQIaDnC8eusd/LgxUkMZGEWrE+b3fgzUCOL8Llu9SWo8o1ZswYhg4dSqdOnVi0aFGRidFOgxJ2Z8eJ16FUPswKmhwVAKNGjWLYsGF07dqVBQsWUL58eatDCimdlyUVWh4s0BOvfVk7Xb9W1bBp5QWCJsdSzhjDiy++yIgRI+jZsydz587lggv0aktx5Z8q4015MH+2JvU6ov/p/wWlmDGGZ599lrFjx9K3b1+mTZtGmTIl/3sZjtcRfVHo/tC1YoN3bVL5RJNjKWWMYfDgwUycOJGBAwfyr3/9yy+JUTm7uPH8tT80uOYTug+YlMJrtaH2x1L/byiFsrOzGTBgABMnTmTIkCFMmjTJY2IMlwGXYK8hLrSL62WNRmU9TY6lzLlz53K70M8//zzjxo1Dcrp7YcqbYrCBljtg4scajXZg1dK+YNDkWIqcPXuWRx55hHfffZeXX36Z119/PWQTY8K0TSFRpzFn0EUHTEKPJsdS4syZM3Tr1o333nuPV199lZEjR4ZsYvSKq/uaf/VIsOcbFjaFR7cusDdNjqXA6dOnSUhI4IMPPuAf//gHw4cPtzqkgMiT+Fzd1wYjVjkfu7qvdmrB2SkWdT4drQ5zf/75J507dyYlJYW33nqLJ5980uPzwmH6jV2mxhRUO5GswFe+8SSUv1MracsxjJ08eZJ27dqRkpLClClTCkyMnhT3mp6dR7a/qNMgqOfzVDsxYepGnxNjOA962JkmxzB14sQJWrVqxdq1a5kxYwb9+/e3OqSA8LRsL//UmLt/3mZNcCqkaXIMQ8eOHeOBBx4gPT2dOXPm0Lv3Xxf+7dzC84WnZXtWTI0paKBHB11ClybHMPP777/TokULNm7cyPz58+nevbvVIVkjyKPVBY1KB3rQZeFjjYtVYVt5T5NjGDl06BDNmzdny5YtLFq0iISEBKtDCqo8rbQgjFbbsQyZ8h8drQ4TBw8epHnz5uzYsYMlS5bQunVrq0MKusVt+hIfxPPFp8wEmZk7Ko0IC3ElaR1ACXnacgwD+/btIzIykm+//Zbk5ORSmRgLk7/itV9bfMUsU2Y1Hfn2nrYcQ1jCtE2c/P0Au2Y9x+7du0lJSSE6Ojpo596RdTT3epedl/JNiezBQLfHJZoPmZgII0ee11pU4UdbjiHsj0P7SBv3OHv27GHVqlVBS4x2EvTrfh4KRyRM3Rhyo9LagiyaJscQlZmZSdq4gZw6dpg1a9Zw//33Wx2SJbzefiDApcLs3JVWvtHkGIJ++OEHmjZtyumTx4kYMpHGjfO2AEJtLmNQWn8BKBUWaq1FVTyaHEPMt99+S0REBH/88QeRQ/5FtTr/Z3VIJVbszac87NfsvplVsGhrMbxpcgwh27dvJzIykrNnz+JwOLj06pv88r4lqY1oyVy/xEQSpm7MM4exOKPEgWzx6bW88KHJMUR88803REVFUaZMGdLT07n11lvZkXXU8lFin7cctXC7AG3xKW9ocrRIca4LbtmyhaioKCpWrEh6ejr16tULcHQlV2SL0k/XAPW6n7ZWA0XnOdrcp59+SlxcHJdccglpaWlce+21VofkvOY3cuRfj0XYRs5k61ggeLUVg70qxheauEKTJkeLFVZk9pNPPuGBBx6gZs2apKamcs011wTk3MWWmEhCrVh2ZB11DooYQ4PE1QB5Jlt7K2cr0+Ia4JhLetfHfXilUkXTbrVNpaWlERsbS+3atUlPT/d7YgyEAY65Pl1H9PUaoB12FfSVdoXtT5OjDa1Zs4aWLVtSt25dHA4HtWvXtiyWoq4dul/zmxLZwxa1FZXyB02OAVbcCdkrVqygbdu23HTTTTgcDq644ooARle0okajgz7ym2+Ue2H/JpbsKqjCnyZHG/noo49o3749t9xyC6mpqdSoUcPqkIplgGNu7v2AjSLnG+VOmLrRdrsKqvCgydEmFi1aRHx8PA0bNmT9+vVcdtll1gXjYQWKN9cO3a8BarJSoU5HqwPMm0naP3+2mi6zX6FJkyakpKRQtao1Ze87L0tyFmn1MBptR/nrNCrlT9py9JG/ijv8d2MKn80aRdOmTVm5cqVliRF8W+2Ss/ufFeucp0T2CPg5VOmlydFCP378EV/MeY2a9e4iJSWFKlWqFPhcfyTjhGmb2Jx5yOslhwMcc4u8dpiz+5+v65wDrX6tqroBlfKJdqstsittMV8tHE+tWxvT5LHXqVSpUtDO7Rw4ca5k6bwsKW+LUcR5vFVv4tPnkTB1o+1XoIA9V6HYMSblPUtajiKSKSLbRORrEdlsRQxWGjduHF8tHM+Vt91Pk8dGU7ZchaCeP//ASf4KN76O/trxGqBOtla+srJbHWWMud0Yc5eFMfiVN13f0aNH88wzz3BVw2ia9HuNsuXKB+3cXilgHqGnkWr3qTug1wBVeNFrjkFijGHkyJG88MILPPTQQ9zTJ5EyZYN4VcM1PefHMa6dCT0MnCxq1bvAeYSekmMoL9/zJ22dhierkqMB1ojIFhHpZ1EMQWOMYfjw4SQmJvLII48wZ86c4CZGyC0Qe/3zy3OCOm/gpKSDKPlbkkqFMquS473GmIbAA8DjItI0/xNEpJ+IbBaRzQcOHAh+hH5ijOHXNe8wevRo+vXrx4wZMyhbtqzf3j+QCcnjNcQCut0DHHO1JanCiiXJ0Riz1/VzP/Ah0MjDc6YbY+4yxtxl9TI6X6/nZWdnk7VyCr99uoQbIjszdepUypTx/T/5jqyj58XhS0LyduDE4zXEArrdpe16o3alw1/Qp/KISGWgjDHmmOt+C2BUsOMItOzsbAYMGMChL5K5uFEH7kgYgrimyVgt/yb3JdF5WRL0b8K2nAOuTe4XtertXG1jM5rQlLesaDnWBD4RkW+Az4EUY8wqC+IImHPnztGnTx+mT59O9fsSqBbVu1iJsciWqqtra/Xue5Mjutl+ErhSvgp6cjTG/GSMuc11u8UY81qwY/AXT93c7HNn6dmzJ7NmzSIxMZGa0Y/4v8Xo6toWlpB0+Z5SJaNTeYqpsFZd9rmzfDojkfnz5/P6668zYsSIwHSlvWg5FnedtD8Gduw4CVwpX5Wq5Oi3idIenDp1io3Th7Pny1TGjRvHsGHDAnIewKuWY3H5Y6RZW5IqnJSq5FgQT0mzOIn0zz//pGPHjuz95mPuSBjK0KFDvTqXv7u+ORVyrNgLWqlwo8mxhM6e/pO2bduyYsUK7uz2LDdGdS7yNTuyjrIj62hu17ckSdK9K5szOOLtHi6dlyWxsH8Tr5YK2lH9WlV19FkFjFblKYFzp0/y8aQXOLjrK2bOnMmq0/V8ep+S7PFckmk5i9v0ze2KL+zfhISpG/9KNgG6/JCfJjdlV9py9NGZkyf4+b3hHNz1NXPnzqVXr15eva7zsiS2jYzLHUzJ7QL7ubXm7R4uujGVUp6V6uTo6wDN6T+OkT5xMH/88h339B1Ft26Fj9I++XHeEmENRqw6f2R35Ei/dmm9HZzJ6dr7MtKs3VoVzkIqOQZytNlbp04cJf2fT/H77u+4Jn44V98ZXeRrntrw/nnHckZ27bLHc6iNNOvyPRVoIX/NMWHaJnZkHQ1KK+bAgQM4xg/i2L7dNOk/mt+rNyjR+wVs+9IiDHDMBYljoetxTtfeX0v+NGmpcBBSLcdAK6xlevLIb0RGRnJ8/27uG/gGVza4t/A3yzdR29Pm8zld32AmySc/nudsJeYrHtFgxCpd8qeUm5BLjp6W7AXaH4cPsPrN/nz3w0/cP2gcV9T/u1/fP5hJ6akN72vdRaW8EHLJMdh2796NY/xAzh47RNMnJ3D5zXfm/q7QJJNvFUtOaS87tM7cV8P4q9Wqu/ypcBNyyfGPU2e93lq0pI4f3EtERASnjh+hbo/XqXHDbXl+HzLFXfMVqAVyu/h2SNZK2VHIJUdvFHTtMGdlijeO7fsfaeMGcuTIESIGT6TSVf9XrNe7e+versV+jSc+d4cTE2HEiPMOx6fMLHSeo07VUaVZWCTH4rYmi5oStHPnTtLGP072mdOkpaVRrc5fK18GOOYWe8ndxPv9U62mqJZqoRO6XXvI5NK6i0oVKiySoydFDdzsyDrK5sxD5yXVI7/8SGRkJJhsIodO4rbb8nalp0T2IGHqxgJ357NyxYk3Zcr81YpVKtyFTXL849TZQpNhwrRN/HHqbKHvcfh/35M2fhAXXHABkUPf5hepXuyR8eLWUSxSMfaR9sbE+7t5XA2jXWil8gqb5FhSh37eSfqEJzBly3Nb/39S9Yo6Rb6mOEvufG5R5tvQCsjTUnVO6M5bpqyoLRNCbTWMUlbQ5Agc/Gkb6ROepNyFVbi21z+46PKrvHpdbpLJPxrsoY6i31uU7jHkK1Pmj2uJRS3P0+V7KtyV+uR44udtZLw1hAoXXUrU05Mpf8kVHp/nzZzGgK2TTkw8bxpOzl7RxVWpwgU6H1EpL5Tq5Hgy8xsy573IhZfWIOrpt6lUrWaBz3UfKfa6i5yYyLaRcfw4prXzsat1Weyk5hppdt8WwdNe0Vat1VYqHJXa5Hjsh838ungk5S+5gqihb3PhJTW8fm1hXeQ8CSoxkQYjVnH988udj12tS2+u+flyjdLKaTnazVbhJuSr8vhi79YN7F4wknKXXcW1PUdTsWo1j88b4Jibp8WYu9ufm87LkvJUslncpi/xfoixoOrgi1r1zn1/7R4rFTilLjk2Xvw6M77dSMWa13J5/CguqHxJgc+dEtmD9K6PA+S95nfe46K3OHBPaiXhr+SrlCpcqepWH9+Zwcz/ZHDpNTdTt8cYyl54Ue7vvOnGNhixKk8hidxrgF7wqsvrxai3Uio4Sk1y/PmzVexPHktjoOlT/6Rsxcp5fl/UVJv8cxoX9m/yVzfblcS8vU5Y4IBMMUe99TqfUoFTKpLjzHbt+PzdUUSZbFYBSwY3Z9vIuDx7u3jinsTcB1EWtertcfTY2wGRgenztKaiUjYXcsmxqISW39SpU+mTnMzl9Rvx36cXU5m8XeJtI+PyLM3bNjIutwVYUKEHf4wKF1VEQqflKGWtkEuOnjarKihhfp/6AQMGDKBVq1bcN+ANypSrmOf3E+/vRoMRq0q0XUCxtkDNV1OxsGV+JUnA2t1WquRCLjl64ilhHty4mK8/+CcdOnRgyZIllC1XATj/2mH+7q2nkmSFTdz2NoktbtPXp5qKSilrhMZUnr17na0u18NtI+NgJM5kUyv2vKfvWDGLX9cmcfWdMSxcuJBy5crl/m5KZA/quz13YPo80rs+ntsCzD99J6dV6Zfq44mJJNSK/av1aExu1R8rp+doK1Op84VGy/HKK8+vTDNiBIwcmZtofhzTmgX9mzAiIoLtydO5+G/R/L33iDyJsTA5LUB/D5TUr1WVShXy/g1yb71qF1gpewqN5OhJvmkv/2zShfqx3RmVkUHdJq24qt3TlCnruWHceVlSnjXPOV3nzsuS8gyUFNUF99WUyB464KKUzYVGcty7t8DKNJ2XJWGA3RsX8O3q9+jfvz93dx+GlClb4NstbtM3z5rnnMre+a8f5l8D7c8NtXR7AqXsLTSS45VX5lamcS/igDEsatWbplfcyATgxqh4Jk+ejJQpU6xWXudlSV4PwoTy/MSFjzXOsx5bu/RKFSw0kmMBskeM4OKB9/HJr7t4BvgubRFSpsx53ePCfFGnAYvb9D1vX5ic6jk5iTNnNczA9HlFVtpWSoW+0EmOrm51znXCcyL0HjWKJOCSJgm8CXRxbXZVWJc1f8vv7p+3FXnq/Ouoddc+pcJfSCXHnG71WaBH167MBm5p8yjVmvZAgJfHDSxyM6qcFuUAx1yPk8fzD8LkzEN0L1dW1NxHd/m7skqp0BAa8xzdmHNn6QL8+/33GTNmDF9e0pTNmYf49OpbuWfX17lzBxf2b+IsE7bcVU5s2qbcZNh5WRLxbt3unGS6qFVvRkX24OVlSXlahovb9GXUXQ/m1nd0n/voPmcyFOg1RqW8E1LJ8dyZ0+z7cDT/BsaPH8+QIUNyJ1Hf87/t5z0/t2BsYiILR47Md/wveeZPZh0lPmVmnufkJM/i7DaolAptliRHEYkD3gLKAknGmDFFvebkyZNsmDqMP374jFoPDGTIkCGAa6TZPdm5VtJ8UafBX9cT869MySenleneWkyYupEdWUfZNjIu975SqvQIenIUkbLA20BzYA/whYgkG2N2FPSa7Oxs2rZty687PqV63CAua+TasCoxscA6jLmJUQQgd+lhfpMjupHe9fHcUekcBSXSnOWHCx9rnNtqVUqFHysGZBoBPxhjfjLGnAYWAO0Ke8GuXbtITU2lUc/hVL3dbR+X/HMfIXfVTP5aizld58kR3fJ0o3MmeudM58lf6dsuK1mKGtjROYtK+ZcV3erawP/cHu8B/l7YC44fP868efNYeuxaDmYeKvB53uzTktPymxzRjTNns4sM1k5TdjT5KRU8YowJ7glF4oFYY0xf1+MeQCNjzBP5ntcP6Od6eCtw/oiLm6vgyj2wt7Bjnp7j7Xv5SXXgYADe1wrh8lnC5XNA+HyWYH6OOsYYj/syW9Fy3ANc7fb4KjwkImPMdGA6gIhsNsbcFZzwAidcPgeEz2cJl88B4fNZ7PI5rLjm+AVwo4hcKyLlgS5AsgVxKKVUgYLecjTGnBWRQcBqnFN5Zhpj/hPsOJRSqjCWzHM0xqwAVhTjJdMDFUuQhcvngPD5LOHyOSB8PostPkfQB2SUUioUhE7hCaWUCiJbJ0cRiROR70TkBxF53up4SkJEMkVkm4h8LSKbrY6nOERkpojsF5HtbseqichaEdnl+nmplTF6o4DPkSgiv7i+l69FpKWVMXpDRK4WkTQR2Ski/xGRp1zHQ+o7KeRz2OI7sW232rXM8HvclhkCXQtbZmhnIpIJ3GWMCbl5aCLSFDgOzDHG3Oo69iZwyBgzxvWH61JjzHNWxlmUAj5HInDcGDPWytiKQ0RqAbWMMV+KyEXAFqA98Agh9J0U8jkexAbfiZ1bjsVeZqgCwxiTAeRfmtQOmO26PxvnP2pbK+BzhBxjTJYx5kvX/WPATpwrz0LqOynkc9iCnZOjp2WGtvkP5wMDrBGRLa7VP6GupjEmC5z/yIHLLY6nJAaJyFZXt9vWXdH8RKQucAfwGSH8neT7HGCD78TOyVE8HLPnNQDv3GuMaQg8ADzu6uIp600BrgduB7KAcZZGUwwiUgX4NzDYGBOyNfU8fA5bfCd2To5eLTMMFcaYva6f+4EPcV42CGX7XNeMcq4d7bc4Hp8YY/YZY84ZY7KBdwiR70VEyuFMKPOMMUtch0PuO/H0Oezyndg5OYbNMkMRqey64IyIVAZaUEQhjRCQDDzsuv8wsNTCWHyWk0xcOhAC34uICDAD2GmMGe/2q5D6Tgr6HHb5Tmw7Wg3gGsL/J38tM3zN2oh8IyLX4WwtgnNV0vxQ+iwi8j4QibNayj5gBPAR8AFwDbAbiDfG2Hqwo4DPEYmz+2aATOCxnOt2diUi9wEfA9uAnLp7L+C8Xhcy30khn6MrNvhObJ0clVLKKnbuViullGU0OSqllAeaHJVSygNNjkop5YEmR6WU8kCTo1J+JCKRIuJ503MVUjQ5qrAlIlZUuo8ENDmGAU2Oym9EpK6IfCsiSSKyXUTmiUgzEdngqjHYyLVaaKaIfCEiX4lIO7fXfiwiX7puTVzHa4lIhquu33YRud91/LjbeTuLyCzX/VkiMl5E0oA3ROR6EVnlKvjxsYjUc3veFFc9wZ9EJMIV186c93I9r4WIbHLFtMi1DjinPudI1/FtIlLPVTyhPzDEFe/9wfjvrgLEGKM3vfnlBtQFzgINcP7h3QLMxFlEpB3OVTWvA91dz78EZ83OykAloKLr+I3AZtf9p4HhrvtlgYtc94+7nbczMMt1fxawHCjrerweuNF1/+9AqtvzFrjFdjRf3LfjXEmTAVR2veY54GXX/UzgCdf9gUCS634i8IzV34XeSn6zZIMtFdb+a4zZBiAi/wHWG2OMiGzDmTyvAtqKyDOu51fEudxtLzBJRG4HzgE3uX7/BTDTVaDgI2PM117EsMgYc87VymsCLHIu4wWggtvzlrnFti9f3Dmx1gc2uF5fHtjk9vqcgg9bgI5exKVCiCZH5W+n3O5nuz3Oxvnv7RzQyRjznfuLXBW59wG34Wy9/QnOArWu8m6tgLki8g9jzBzylq+rmC+GE66fZYDfjTG3FxGre5z5Y11rjOlaxOvPof8vhR295qiCbTXwhKsiCyJyh+v4xUCWcZap6oGzC42I1AH2G2PewVnBpaHr+ftE5P9EpAzOyi3nMc7agP8VkXjXe4mI3FaMWD8F7hWRG1yvryQiNxXxmmPARcU4h7IpTY4q2F4BygFbxbnR1Suu45OBh0XkU5xd6pzWXyTwtYh8BXQC3nIdfx7ntcVUnAVRC9IN6CMi3wD/oRhbbRhjDuDcl+V9EdmKM1nWK+Jly4AOOiAT+rQqj1JKeaAtR6WU8kCTo1JKeaDJUSmlPNDkqJRSHmhyVEopDzQ5KqWUB5oclVLKA02OSinlwf8Hks0WpgsYKuQAAAAASUVORK5CYII=\n",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "# scatter plot\n",
+ "fig, axs = plt.subplots(1,1,figsize=(5,5))\n",
+ "# max value over all\n",
+ "maxvalue = np.array([measure,tmoutput]).max()\n",
+ "axs.set_xlim(0,maxvalue)\n",
+ "axs.set_ylim(0,maxvalue)\n",
+ "\n",
+ "axs.plot(measure,tmoutput,'r+')\n",
+ "axs.errorbar(measure,tmoutput,yerr=std,ls='none')\n",
+ "\n",
+ "axs.set_ylabel(f'model output')\n",
+ "axs.set_xlabel(f'measurement')\n",
+ "# 1:1 line\n",
+ "axs.plot([0,maxvalue],[0,maxvalue],'k')"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "### Varying the parameters\n",
+ "\n",
+ "We have seen how, once we have aligned the model outputs and observations, we can calculate a weighted measure if error, RMSE here. So, so some given set of measurements, a model, and a set of model parameters, we can calculate the error:"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "![model](images/parameters4.png)\n",
+ "\n",
+ "Re-generate the set of measurements:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 8,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "import numpy as np\n",
+ "\n",
+ "# simple model \n",
+ "def model(driver,param):\n",
+ " '''2-parameter quadratic model with noise'''\n",
+ " return param[0] + param[1] * driver * driver\n",
+ "\n",
+ "# time driver every 4 days for measurement\n",
+ "tmdriver = np.arange(0,365,4,dtype=np.int)\n",
+ "\n",
+ "# generate a pseudo-measurement\n",
+ "# NB different to above\n",
+ "p0 = np.array([0.6,0.0005])\n",
+ "\n",
+ "# np.random.random(tmdriver.shape)-0.5 -> zero mean noise\n",
+ "measure = model(tmdriver,p0) + 5*(np.random.random(tmdriver.shape)-0.5)\n",
+ "# just make up some weights for this exercise\n",
+ "measure_weight = (2 + np.random.random(tmdriver.shape))/4\n",
+ "# convert to std for plotting as previously\n",
+ "std = 1./np.sqrt(measure_weight) * 1.96"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "Recap on the core components so far, but setting the parameters to `numpy` arrays:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 9,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "p0 shape: (1,)\n",
+ "p1 shape: (1,)\n",
+ "tmdriver shape: (92,)\n",
+ "tmoutput shape: (92,)\n"
+ ]
+ }
+ ],
+ "source": [
+ "# some test parameters\n",
+ "p0,p1 = np.array([0.1]),np.array([0.2])\n",
+ "\n",
+ "tmoutput = model(tmdriver,[p0,p1])\n",
+ "\n",
+ "print(f'p0 shape: {p0.shape}')\n",
+ "print(f'p1 shape: {p1.shape}')\n",
+ "print(f'tmdriver shape: {tmdriver.shape}')\n",
+ "print(f'tmoutput shape: {tmoutput.shape}')"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "We will now build a Look-up table (LUT) in parameter space to examine how the RMSE varies as we vary the model parameters."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 10,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "import numpy as np\n",
+ "\n",
+ "# Use mgrid as previously to define a 2D grid of parameters\n",
+ "p0min,p0max,p0step = 0.0,10.0,1\n",
+ "p1min,p1max,p1step = 0.0,0.0011,0.0001\n",
+ "p0,p1 = np.mgrid[p0min:p0max+p0step:p0step,\\\n",
+ " p1min:p1max+p1step:p1step]"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 11,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "2d parameter grid\n"
+ ]
+ },
+ {
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "import matplotlib.pyplot as plt\n",
+ "fig, axs = plt.subplots(1,1,figsize=(5,5))\n",
+ "axs.plot(p0,p1,'+')\n",
+ "axs.set_xlabel('p0')\n",
+ "axs.set_ylabel('p1')\n",
+ "\n",
+ "print('2d parameter grid')"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "Recall from [032 `reshape`](032_More_numpy.ipynb#Changing-shape:-flatten,-ravel-and-reshape) that although the LUT is 2-D, we will mostly want to operate on a 1D ravelled version. So let's generate that from the outset:\n",
+ "\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 12,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "shape of p0 : (11, 12)\n",
+ "shape of p0_ : (132,)\n"
+ ]
+ }
+ ],
+ "source": [
+ "p0_ = np.ravel(p0)\n",
+ "p1_ = np.ravel(p1)\n",
+ "print(f'shape of p0 : {p0.shape}')\n",
+ "print(f'shape of p0_ : {p0_.shape}')"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "\n",
+ "\n",
+ "In [032 `np.newaxis`](032_More_numpy.ipynb#Reconciling-arrays:-np.newaxis) we saw how to use `np.newaxis` to reconcile two arrays for element-wise processing. Here, have the 1D arrays `tdriver` and the `p0_` and `p1_` and we want to be able to describe all parameters for all time locations;"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 13,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "p0_ext shape: (1, 132)\n",
+ "p1_ext shape: (1, 132)\n",
+ "tmdriver_ext shape: (92, 1)\n",
+ "tmoutput shape: (92, 132)\n"
+ ]
+ }
+ ],
+ "source": [
+ "p0_ext = p0_[np.newaxis,:]\n",
+ "p1_ext = p1_[np.newaxis,:]\n",
+ "tmdriver_ext = tmdriver[:,np.newaxis]\n",
+ "\n",
+ "print(f'p0_ext shape: {p0_ext.shape}')\n",
+ "print(f'p1_ext shape: {p1_ext.shape}')\n",
+ "print(f'tmdriver_ext shape: {tmdriver_ext.shape}')\n",
+ "\n",
+ "# we can now call the model with extended arrays\n",
+ "# to produce model output for all parameters and \n",
+ "# time samples\n",
+ "tmoutput = model(tmdriver_ext,[p0_ext,p1_ext])\n",
+ "print(f'tmoutput shape: {tmoutput.shape}')"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "We need to be able to compare `tmoutput` with `measure` and `measure_weight`, so lets do that to align with the parameter grid:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 14,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "measure_ext shape: (92, 1)\n",
+ "measure_weight_ext shape: (92, 1)\n"
+ ]
+ }
+ ],
+ "source": [
+ "measure_ext = measure[:,np.newaxis]\n",
+ "measure_weight_ext = measure_weight[:,np.newaxis]\n",
+ "print(f'measure_ext shape: {measure_ext.shape}')\n",
+ "print(f'measure_weight_ext shape: {measure_weight_ext.shape}')"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "We can now perform element-wise operations involving `measure_ext`, `measure_weight_ext` and `tmoutput`:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 15,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "error_ext shape: (92, 132)\n"
+ ]
+ }
+ ],
+ "source": [
+ "error_ext = (tmoutput - measure_ext)*measure_weight_ext\n",
+ "error_ext = error_ext*error_ext\n",
+ "print(f'error_ext shape: {error_ext.shape}')"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "Now calculate the square root of the mean of this squared error term `error_ext` over time samples (axis 0):"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 16,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "rmse shape (132,)\n",
+ "min rmse\n",
+ "0.9064999558594992\n"
+ ]
+ }
+ ],
+ "source": [
+ "rmse = np.sqrt(np.mean(error_ext,axis=0))\n",
+ "\n",
+ "print(f'rmse shape {rmse.shape}')\n",
+ "min_rmse = rmse.min()\n",
+ "print(f'min rmse\\n{min_rmse}')"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "Following the material in [032](032_More_numpy.ipynb#Simplifying-shape:-flatten,-ravel,-reshape-and-unravel_index) we use `argmin` to find the parameter index of minimum RMSE:\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 17,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "1D index of minimum : 17\n",
+ "parameter at minimum : 1.0,0.0005\n"
+ ]
+ }
+ ],
+ "source": [
+ "# use np.argmin to find the minimum\n",
+ "imin = np.argmin(rmse)\n",
+ "p0min,p1min = p0_[imin],p1_[imin]\n",
+ "print(f'1D index of minimum : {imin}')\n",
+ "print(f'parameter at minimum : {p0min},{p1min}')"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "\n",
+ "To convert the index back to the unflattened array, we can use [`np.unravel_index`](032_More_numpy.ipynb#Simplifying-shape:-flatten,-ravel,-reshape-and-unravel_index) as before:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 18,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "2D index of minimum point: 1, 5\n",
+ "parameter at minimum : 1.0,0.0005\n"
+ ]
+ }
+ ],
+ "source": [
+ "ip0min,ip1min = np.unravel_index(imin,p0.shape)\n",
+ "\n",
+ "print(f'2D index of minimum point: {ip0min}, {ip1min}')\n",
+ "p0min = p0[ip0min,ip1min]\n",
+ "p1min = p1[ip0min,ip1min]\n",
+ "print(f'parameter at minimum : {p0min},{p1min}')"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "Of the 11 x 12 combinations of parameters we examined, the parameters `[1.0,0.0005]` provide the best fit to the data. We had generated the 'measurements' with:\n",
+ "\n",
+ " p0 = np.array([0.6,0.0005])\n"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "#### Visualisation of RMSE\n",
+ "\n",
+ "We can find it useful to visualise the RMSE 'error surface' and then plot the measurements and forward model. Since we have a flattened version, we will need to apply `reshape` before loading it. We reshape it to the same shape as `p0`:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 19,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# reshape to plot\n",
+ "_rmse = rmse.reshape(p0.shape)"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "Now, a graph of the RMSE values as a function of parameter 0 index. We set the maximum value in the plots below to 10 times the minimum RMSE value, as this should let us see some detail in the error function, without swamping the plot with error values that are not at all feasible. This factor of 5 is a little arbitrary, and you might need to experiment with it, but it is not a bad rule of thumb."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 20,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "Text(0.5, 0, 'parameter index')"
+ ]
+ },
+ "execution_count": 20,
+ "metadata": {},
+ "output_type": "execute_result"
+ },
+ {
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "import matplotlib.pyplot as plt\n",
+ "\n",
+ "# plot rmse as function of parameter index\n",
+ "pindex = np.arange(_rmse.shape[0])\n",
+ "fig, axs = plt.subplots(1,1,figsize=(10,3))\n",
+ "axs.plot(pindex,_rmse,'r+')\n",
+ "axs.plot([p0min],[min_rmse],'ko',label='minimum RMSE')\n",
+ "# set upper bound so we can see the detail\n",
+ "axs.set_ylim(0,min_rmse*5)\n",
+ "axs.set_xlabel(f'parameter index')"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 21,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ ""
+ ]
+ },
+ "execution_count": 21,
+ "metadata": {},
+ "output_type": "execute_result"
+ },
+ {
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "import matplotlib.pyplot as plt\n",
+ "# Plot the RMSE values returned from this as an image\n",
+ "\n",
+ "# plot it\n",
+ "fig, axs = plt.subplots(1,1,figsize=(5,4))\n",
+ "# plot reshaped rmse\n",
+ "im = axs.imshow(rmse.reshape(p0.shape),\\\n",
+ " interpolation=\"nearest\",\\\n",
+ " vmax=min_rmse*5,cmap=plt.cm.inferno_r)\n",
+ "fig.colorbar(im, ax=axs)\n",
+ "axs.set_xlabel('p0')\n",
+ "axs.set_ylabel('p1')\n",
+ "# notice we plot ip1min,ip0min to overlay the image\n",
+ "plt.plot([ip1min],[ip0min],'r+',label=\"minimum RMSE\")\n",
+ "axs.legend(loc='lower right')"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "It is useful to look at such plots because we can use them to gauge the uncertainty in the parameter solution. In this case, we see that the error surface is long and narrow in parameter 1. So even though we have reported the optimal value as 1.0, it could vary considerably and not change the RMSE value considerably. This is an important part of the interpretation of our results, and helps explain why we solved for a parameter value of 1.0 even though we fed the measurements with a value of 0.6.\n",
+ "\n",
+ "One other thing these plots are useful for is to check that our solution does not lie on the boundary of the parameter space. Unless there is a good physical reason for the bounds we have imposed on the parameters in generating the LUT grid, if we find our solution is on a parameter boundary we might just be not sampling the parameter space well enough. Related to this, we also would like to see some spread of the RMSE values, rather than just a single low point, as this might otherwise indicate that our sampling grid is too coarse. The example above is good model for what you should be looking for the the RMSE plots, although the grid is a little coarse. Remember from above that we have thresholded the plot at 10 times the minimum RMSE so we can see the detail of the plot around the minimum point."
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "Now visualise the model and measurents for the 'optimum' parameters:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 22,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "[1.e+00 5.e-04]\n",
+ "measurements: tmdriver shape (92,)\n",
+ "model output: tdriver shape (365,)\n"
+ ]
+ },
+ {
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "import matplotlib.pyplot as plt\n",
+ "\n",
+ "# time driver every day\n",
+ "tdriver = np.arange(0,365,1,dtype=np.int)\n",
+ "\n",
+ "# get the parameters we iolved for\n",
+ "p = np.array([p0min,p1min])\n",
+ "print(p)\n",
+ "\n",
+ "# forward model at all time points\n",
+ "# noit just the measurement points\n",
+ "output = model(tdriver,p)\n",
+ "\n",
+ "# plot\n",
+ "fig, axs = plt.subplots(1,1,figsize=(10,3))\n",
+ "axs.set_xlim(0,365)\n",
+ "axs.plot(tdriver,output,'k',label='modelled values')\n",
+ "axs.errorbar(tmdriver,measure,yerr=std,ls='none')\n",
+ "axs.plot(tmdriver,measure,'r+',label='measured values')\n",
+ "# set legend now\n",
+ "axs.legend(loc='best')\n",
+ "axs.set_xlabel(f'time / days')\n",
+ "\n",
+ "print(f'measurements: tmdriver shape {tmdriver.shape}')\n",
+ "print(f'model output: tdriver shape {tdriver.shape}')"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "The parameter estimation code is effective and quite fast in this case. \n",
+ "We are using quite a sparse LUT (132 points) in 2-D, but the model is able to mimic the (pseudo) observations very well, even with rather a quantised LUT. We can see from the RMSE image plot above, and the value of RMSE we obtained, that this is likely a good solution for the model. We know from that plot also that the uncertainty in parameter 1 is high. A more sophisticated analysis would take into account the parameter uncertainty in producing the modelled outputs (i.e. put error bars on the model output).\n",
+ "\n",
+ "When we forward model using the parameters we solved for, we see that the solution \n",
+ "found gives a good fit to the observations, within their error bars. This further informs us\n",
+ "that the sensitivity to model parameter p1 is quite low. "
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "### LUT inversion\n",
+ "\n",
+ "This approach is called a Look-up table (LUT) inversion. It has the advantage of being quite fast if the total number of samples in the LUT can be kept down in number. This means that the limits to the problem need to be carefully considered: if your LUT inversion produces a supposed optimum parameter value that is on the bounds of the parameter space, then this can often be quite suspect: it may be that you just haven't sampled over a large-enough parameter space. The result is quantised to the LUT spacing if you use the simple approach here, but that will be fine for many applications. This is really only an appropriate method if you have a small number of parameters that you are solving for: i.e. a 1-, 2- or perhaps 3-Dimensional problem. If your model has more parameters, you may have to adopt a multi-pass strategy for parameter searching, or use a method other than LUT inversion."
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "#### Exercise 1\n",
+ "\n",
+ "In a file `lut_RMSE.py` do the following:\n",
+ "\n",
+ " import numpy as np\n",
+ " # define the min and max and step for the grid we want\n",
+ " p0min,p0max,p0step = 0.0,10.0,0.05\n",
+ " p1min,p1max,p1step = 0.0,0.001,0.000005\n",
+ "\n",
+ " gridp0,gridp1 = np.mgrid[p0min:p0max+p0step:p0step,\\\n",
+ " p1min:p1max+p1step:p1step]\n",
+ "\n",
+ "\n",
+ "* Write a function `gen_lut` to return a 2D parameter (Look up table -- LUT) grid using `np.mgrid` as above as `param = [gridp0,gridp1]`\n",
+ "\n",
+ " # simple model \n",
+ " def model(driver,param):\n",
+ " '''2-parameter quadratic model with noise'''\n",
+ " return param[0] + param[1] * driver * driver\n",
+ " \n",
+ "* Write a function `model` to describe the model we will be using from the code above\n",
+ " \n",
+ " # code to use\n",
+ " # time driver every 4 days for measurement \n",
+ " tmdriver = np.arange(0,365,4,dtype=np.int)\n",
+ " # generate a pseudo-measurement\n",
+ " p0 = np.array([5.0,0.0005])\n",
+ " measure = model(tmdriver,p0) + 5*(np.random.random(tmdriver.shape)-0.5)\n",
+ " # just make up some weights for this exercise\n",
+ " measure_weight = (2 + np.random.random(tmdriver.shape))/4\n",
+ " \n",
+ "* Write a function `gen_meas` to generate a pseudo-measurement based on the model and some noise. It should print the value of the parameters used in the model, and return `tmdriver, measure, measure_weight` corresponding to:\n",
+ "\n",
+ " * tmdriver: array of (Nm,) floats of the day of year on which to do modelling\n",
+ " * measure: array of (Nm,) floats of measurements over sampled days of the year\n",
+ " * measure_weight: array of (Nm,) floats of the weights associated with the measurements\n",
+ "\n",
+ "* Write a function `lut_RMSE` that takes as inputs:\n",
+ "\n",
+ " * `param`: list of `[p0,p1]` with `p0` and `p1` being arrays of shape `(Np0,Np1)` representing a the LUT grid over parameter space\n",
+ " * `tmdriver`: array of (Nm,) integers: the days on which the measurements occur \n",
+ " * `measure:` array of (Nm,) floats of measurements over sampled days of the year\n",
+ " * `measure_weight`: array of (Nm,) floats of the weights associated with the measurements\n",
+ " \n",
+ " That runs the model `model(tmdriver,param)`, calculates the weighted RMSE between the measurements and the modelled values for each parameter pair, and returns a grid of shape `(Np0,Np1)` values of RMSE associated with each parameter pair.\n",
+ " \n",
+ " * Write a function `runner()` that \n",
+ " * generates tmdriver, the array of (92,) floats for every 4 day of year on which to do modelling\n",
+ " * gets a LUT `param` from `gen_lut`\n",
+ " * gets a pseudo-measurement from `gen_meas`\n",
+ " * gets a 2-D array of RMSE corresponding to the parameter grid\n",
+ " * calculated and prints the value of the parameters corresponding to the minimum RMSE,\n",
+ " * returns the RMSE array, the LUT, and the measurements\n",
+ " \n",
+ "* Run `runner()` in a notebook\n",
+ "* Plot the RMSE values returned from this as an image\n",
+ "* Verify that you have identified the minimum RMSE\n",
+ "* Set different parameters in `gen_meas` to generate a different pseudo-measurement and repeat the process.\n",
+ "* Comment on the results"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "## Summary\n",
+ "\n",
+ "In this notebook, we have discussed some generic aspects of models. We note that they typically have some set of driving data (even if that is just time, as in the example here), and a set of parameters that control the model response. \n",
+ "\n",
+ "We have seen how we can apply the concepts we learned in the [`numpy`](032_More_numpy.ipynb#032-More-numpy) sessions to build a parameter LUT and rapidly calculate a goodness of fit measure between some set of observations and the model output. We have seen how to use this to provide an estimate of the model parameters. This is known as model calibration. \n",
+ "\n",
+ "Technically, we have seen how we need to reconcile the dimensions of the parameter LUT and the model outputs in `numpy` using `np.newaxis` so we can calculate the model outputs for all parameters in the LUT efficiently, all at once. We have seen that parameter estimation in this way can be effective, but may be limited to a relatively small-dimensional problem. If we have a larger number of parameters, we may need to devise other strategies for parameter estimation."
+ ]
+ }
+ ],
+ "metadata": {
+ "kernelspec": {
+ "display_name": "Python [conda env:geog0111-geog0111]",
+ "language": "python",
+ "name": "conda-env-geog0111-geog0111-py"
+ },
+ "language_info": {
+ "codemirror_mode": {
+ "name": "ipython",
+ "version": 3
+ },
+ "file_extension": ".py",
+ "mimetype": "text/x-python",
+ "name": "python",
+ "nbconvert_exporter": "python",
+ "pygments_lexer": "ipython3",
+ "version": "3.7.8"
+ }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 4
+}
diff --git a/notebooks_lab/050_Models_answers.ipynb b/notebooks_lab/050_Models_answers.ipynb
new file mode 100644
index 00000000..a939a54e
--- /dev/null
+++ b/notebooks_lab/050_Models_answers.ipynb
@@ -0,0 +1,385 @@
+{
+ "cells": [
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "# 050 Models : Answers to exercises"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "#### Exercise 1\n",
+ "\n",
+ "In a file `lut_RMSE.py` do the following:\n",
+ "\n",
+ " import numpy as np\n",
+ " # define the min and max and step for the grid we want\n",
+ " p0min,p0max,p0step = 0.0,10.0,0.05\n",
+ " p1min,p1max,p1step = 0.0,0.001,0.000005\n",
+ "\n",
+ " gridp0,gridp1 = np.mgrid[p0min:p0max+p0step:p0step,\\\n",
+ " p1min:p1max+p1step:p1step]\n",
+ "\n",
+ "\n",
+ "* Write a function `gen_lut` to return a 2D parameter (Look up table -- LUT) grid using `np.mgrid` as above as `param = [gridp0,gridp1]`\n",
+ "\n",
+ " # simple model \n",
+ " def model(driver,param):\n",
+ " '''2-parameter quadratic model with noise'''\n",
+ " return param[0] + param[1] * driver * driver\n",
+ " \n",
+ "* Write a function `model` to describe the model we will be using from the code above\n",
+ " \n",
+ " # code to use\n",
+ " # time driver every 4 days for measurement \n",
+ " tmdriver = np.arange(0,365,4,dtype=np.int)\n",
+ " # generate a pseudo-measurement\n",
+ " p0 = np.array([5.0,0.0005])\n",
+ " measure = model(tmdriver,p0) + 5*(np.random.random(tmdriver.shape)-0.5)\n",
+ " # just make up some weights for this exercise\n",
+ " measure_weight = (2 + np.random.random(tmdriver.shape))/4\n",
+ " \n",
+ "* Write a function `gen_meas` to generate a pseudo-measurement based on the model and some noise. It should print the value of the parameters used in the model, and return `tmdriver, measure, measure_weight` corresponding to:\n",
+ "\n",
+ " * tmdriver: array of (Nm,) floats of the day of year on which to do modelling\n",
+ " * measure: array of (Nm,) floats of measurements over sampled days of the year\n",
+ " * measure_weight: array of (Nm,) floats of the weights associated with the measurements\n",
+ "\n",
+ "* Write a function `lut_RMSE` that takes as inputs:\n",
+ "\n",
+ " * `param`: list of `[p0,p1]` with `p0` and `p1` being arrays of shape `(Np0,Np1)` representing a the LUT grid over parameter space\n",
+ " * `tmdriver`: array of (Nm,) integers: the days on which the measurements occur \n",
+ " * `measure:` array of (Nm,) floats of measurements over sampled days of the year\n",
+ " * `measure_weight`: array of (Nm,) floats of the weights associated with the measurements\n",
+ " \n",
+ " That runs the model `model(tmdriver,param)`, calculates the weighted RMSE between the measurements and the modelled values for each parameter pair, and returns a grid of shape `(Np0,Np1)` values of RMSE associated with each parameter pair.\n",
+ " \n",
+ " * Write a function `runner()` that \n",
+ " * generates tmdriver, the array of (92,) floats for every 4 day of year on which to do modelling\n",
+ " * gets a LUT `param` from `gen_lut`\n",
+ " * gets a pseudo-measurement from `gen_meas`\n",
+ " * gets a 2-D array of RMSE corresponding to the parameter grid\n",
+ " * calculated and prints the value of the parameters corresponding to the minimum RMSE,\n",
+ " * returns the RMSE array, the LUT, and the measurements\n",
+ " \n",
+ "* Run `runner()` in a notebook\n",
+ "* Plot the RMSE values returned from this as an image\n",
+ "* Verify that you have identified the minimum RMSE\n",
+ "* Set different parameters in `gen_meas` to generate a different pseudo-measurement and repeat the process.\n",
+ "* Comment on the results"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 23,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "original parameters: [0.4, 0.0002]\n",
+ "min rmse\n",
+ "2.4414406001331534\n",
+ "index: 1447: 0.35000000000000003,0.0002\n",
+ "parameters: 0.35000000000000003 0.0002\n"
+ ]
+ }
+ ],
+ "source": [
+ "# ANSWER\n",
+ "# run your own script \n",
+ "!geog0111/lut_RMSE.py"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 24,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "original parameters: [0.4, 0.0002]\n",
+ "min rmse\n",
+ "2.450846276410498\n",
+ "index: 1848: 0.45,0.00019500000000000002\n",
+ "parameters: 0.45 0.00019500000000000002\n"
+ ]
+ }
+ ],
+ "source": [
+ "# ANSWER\n",
+ "import numpy as np\n",
+ "# Run runner() in a notebook\n",
+ "from geog0111.lut_RMSE import runner, model, gen_lut\n",
+ "RMSE,param,(measure,measure_weight,tmdriver) = runner()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 25,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "index: 1848: 0.45,0.00019500000000000002\n",
+ "parameters: 0.45 0.00019500000000000002\n"
+ ]
+ }
+ ],
+ "source": [
+ "# confirm: same as in runner?\n",
+ "# use argmin to find min, but need to flatten/reshape arrays first\n",
+ "p0,p1 = param\n",
+ "p0_ = np.ravel(p0)\n",
+ "p1_ = np.ravel(p1)\n",
+ "# min over time axis\n",
+ "imin = np.argmin(RMSE,axis=0)\n",
+ "\n",
+ "print(f'index: {imin}: {p0_[imin]},{p1_[imin]}')\n",
+ "# back to 2D\n",
+ "ip0min,ip1min = np.unravel_index(imin,p0.shape)\n",
+ "p0min = p0[ip0min,ip1min]\n",
+ "p1min = p1[ip0min,ip1min]\n",
+ "\n",
+ "p = np.array([p0min,p1min])\n",
+ "print(f'parameters: {p[0]} {p[1]}')"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 26,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ ""
+ ]
+ },
+ "execution_count": 26,
+ "metadata": {},
+ "output_type": "execute_result"
+ },
+ {
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "import matplotlib.pyplot as plt\n",
+ "# Plot the reshaped RMSE values returned from this as an image\n",
+ "\n",
+ "# plot it\n",
+ "fig, axs = plt.subplots(1,1,figsize=(10,8))\n",
+ "im = axs.imshow(RMSE.reshape(p0.shape),interpolation=\"nearest\",\\\n",
+ " vmax=10,cmap=plt.cm.inferno_r)\n",
+ "fig.colorbar(im, ax=axs)\n",
+ "axs.set_xlabel('p0')\n",
+ "axs.set_ylabel('p1')\n",
+ "plt.plot([ip1min],[ip0min],'r+',label=\"minimum RMSE\")\n",
+ "axs.legend(loc='best')"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 27,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "original parameters: [0.7, 0.0005]\n",
+ "min rmse\n",
+ "2.3962827740874\n",
+ "index: 1910: 0.45,0.000505\n",
+ "parameters: 0.45 0.000505\n"
+ ]
+ },
+ {
+ "data": {
+ "text/plain": [
+ ""
+ ]
+ },
+ "execution_count": 27,
+ "metadata": {},
+ "output_type": "execute_result"
+ },
+ {
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "import numpy as np\n",
+ "from geog0111.lut_RMSE import gen_meas,model,lut_RMSE\n",
+ "\n",
+ "# change the original parameters \n",
+ "tdriver = np.arange(0,365,1,dtype=np.int)\n",
+ "# gets a LUT `param` from `gen_lut`\n",
+ "param = gen_lut()\n",
+ "# gets a pseudo-measurement from `gen_meas`\n",
+ "tmdriver,measure,measure_weight = gen_meas(p0=[0.7,0.0005])\n",
+ "# gets a 2-D array of RMSE corresponding to the parameter grid\n",
+ "RMSE = lut_RMSE(param,tmdriver,measure,measure_weight)\n",
+ "# calculated and prints the value of the parameters corresponding to the minimum RMSE,\n",
+ "min_rmse = RMSE.min()\n",
+ "print(f'min rmse\\n{min_rmse}')\n",
+ "\n",
+ "# use argmin to find min, but need to flatten/reshape arrays first\n",
+ "p0,p1 = param\n",
+ "p0_ = np.ravel(p0)\n",
+ "p1_ = np.ravel(p1)\n",
+ "# min over time axis\n",
+ "imin = np.argmin(RMSE,axis=0)\n",
+ "\n",
+ "print(f'index: {imin}: {p0_[imin]},{p1_[imin]}')\n",
+ "# back to 2D\n",
+ "ip0min,ip1min = np.unravel_index(imin,p0.shape)\n",
+ "p0min = p0[ip0min,ip1min]\n",
+ "p1min = p1[ip0min,ip1min]\n",
+ "\n",
+ "p = np.array([p0min,p1min])\n",
+ "print(f'parameters: {p[0]} {p[1]}')\n",
+ "\n",
+ "\n",
+ "min_rmse = RMSE.min()\n",
+ "\n",
+ "fig, axs = plt.subplots(1,1,figsize=(10,8))\n",
+ "im = axs.imshow(RMSE.reshape(p0.shape),interpolation=\"nearest\",\\\n",
+ " vmax=10,cmap=plt.cm.inferno_r)\n",
+ "fig.colorbar(im, ax=axs)\n",
+ "axs.set_xlabel('p0')\n",
+ "axs.set_ylabel('p1')\n",
+ "plt.plot([ip1min],[ip0min],'r+',label=\"minimum RMSE\")\n",
+ "axs.legend(loc='best')"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 28,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "[0.45 0.000505]\n",
+ "measurements: tmdriver shape (92,)\n",
+ "model output: tdriver shape (365,)\n"
+ ]
+ },
+ {
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "import matplotlib.pyplot as plt\n",
+ "\n",
+ "# error bars\n",
+ "std = 1./np.sqrt(measure_weight) * 1.96\n",
+ "\n",
+ "# time driver every day\n",
+ "tdriver = np.arange(0,365,1,dtype=np.int)\n",
+ "# get the parameters we siolved for\n",
+ "p = np.array([p0min,p1min])\n",
+ "print(p)\n",
+ "output = model(tdriver,p)\n",
+ "\n",
+ "# plot\n",
+ "fig, axs = plt.subplots(1,1,figsize=(10,3))\n",
+ "axs.set_xlim(0,365)\n",
+ "axs.plot(tdriver,output,'k',label='modelled values')\n",
+ "axs.errorbar(tmdriver,measure,yerr=std,ls='none')\n",
+ "axs.plot(tmdriver,measure,'r+',label='measured values')\n",
+ "# set legend now\n",
+ "axs.legend(loc='best')\n",
+ "axs.set_xlabel(f'time / days')\n",
+ "\n",
+ "print(f'measurements: tmdriver shape {tmdriver.shape}')\n",
+ "print(f'model output: tdriver shape {tdriver.shape}')"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 29,
+ "metadata": {
+ "scrolled": true
+ },
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "\n",
+ "We confirm the findings above, but are now able to see the form of the error surface in much greater detail. \n",
+ "\n"
+ ]
+ }
+ ],
+ "source": [
+ "# Comment on the results\n",
+ "\n",
+ "msg = '''\n",
+ "We confirm the findings above, but are now able to see the form of the error surface in much greater detail. \n",
+ "'''\n",
+ "print(msg)"
+ ]
+ }
+ ],
+ "metadata": {
+ "kernelspec": {
+ "display_name": "Python [conda env:geog0111-geog0111]",
+ "language": "python",
+ "name": "conda-env-geog0111-geog0111-py"
+ },
+ "language_info": {
+ "codemirror_mode": {
+ "name": "ipython",
+ "version": 3
+ },
+ "file_extension": ".py",
+ "mimetype": "text/x-python",
+ "name": "python",
+ "nbconvert_exporter": "python",
+ "pygments_lexer": "ipython3",
+ "version": "3.7.8"
+ }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 4
+}
diff --git a/notebooks_lab/060_Groups.ipynb b/notebooks_lab/060_Groups.ipynb
new file mode 100644
index 00000000..8cdb1f77
--- /dev/null
+++ b/notebooks_lab/060_Groups.ipynb
@@ -0,0 +1,54 @@
+{
+ "cells": [
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "# Formative Assessment: Groups"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "*Although we provide access to answers for this exercise, we want you to submit the codes you generate via Moodle, so that we can provide feedback. You should avoid looking at the answers before you submit your work. This submitted work does not count towards your course assessment, it is purely to allow us to provide some rapid feedback to you on how you are doing. You will need to put together a few elements from the notes so far to do all parts of this practical, but you should all be capable of doing it well. Pay attention to writing tidy code, with useful, clear comments and document strings.*"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "#### Exercise 1\n",
+ "\n",
+ "* create a list called `months` with the names of the months of the year\n",
+ "* create a list called `ndays` with the number of days in each month (for this year)\n",
+ "* confirm that the two lists have the same length (12)\n",
+ "* Use these two lists to make a dictionary called `days_in_month` with the key as month name and value as the number of days in that month.\n",
+ "* print out the dictionary and confirm it is as expected\n",
+ "* set a variable `m` to be the name of a month\n",
+ "* using `m` and your dictionary, print out the number of days in month `m`"
+ ]
+ }
+ ],
+ "metadata": {
+ "kernelspec": {
+ "display_name": "Python [conda env:geog0111-geog0111]",
+ "language": "python",
+ "name": "conda-env-geog0111-geog0111-py"
+ },
+ "language_info": {
+ "codemirror_mode": {
+ "name": "ipython",
+ "version": 3
+ },
+ "file_extension": ".py",
+ "mimetype": "text/x-python",
+ "name": "python",
+ "nbconvert_exporter": "python",
+ "pygments_lexer": "ipython3",
+ "version": "3.7.8"
+ }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 4
+}
diff --git a/notebooks_lab/060_Groups_answers.ipynb b/notebooks_lab/060_Groups_answers.ipynb
new file mode 100644
index 00000000..0f10d0bf
--- /dev/null
+++ b/notebooks_lab/060_Groups_answers.ipynb
@@ -0,0 +1,88 @@
+{
+ "cells": [
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "# Formative Assessment: Groups : Answers to exercises"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "#### Exercise 1\n",
+ "\n",
+ "* create a list called `months` with the names of the months of the year\n",
+ "* create a list called `ndays` with the number of days in each month (for this year)\n",
+ "* confirm that the two lists have the same length (12)\n",
+ "* Use these two lists to make a dictionary called `days_in_month` with the key as month name and value as the number of days in that month.\n",
+ "* print out the dictionary and confirm it is as expected\n",
+ "* set a variable `m` to be the name of a month\n",
+ "* using `m` and your dictionary, print out the number of days in month `m`"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 1,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "length of months: 12\n",
+ "length of ndays: 12\n",
+ "{'January': 31, 'February': 29, 'March': 31, 'April': 30, 'May': 31, 'June': 30, 'July': 31, 'August': 31, 'September': 30, 'October': 31, 'November': 30, 'December': 31}\n",
+ "The number of days in January is 31\n"
+ ]
+ }
+ ],
+ "source": [
+ "# ANSWER\n",
+ "# create a list called `months` with the names of the months of the year\n",
+ "months = [\"January\",\"February\",\"March\",\"April\",\"May\",\\\n",
+ " \"June\",\"July\",\"August\",\"September\",\"October\",\\\n",
+ " \"November\",\"December\"]\n",
+ "# create a list called `ndays` with the number of days in each month (for this year)\n",
+ "ndays = [31,29,31,30,31,30,31,31,30,31,30,31]\n",
+ "\n",
+ "# confirm that the two lists have the same length (12)\n",
+ "print(f'length of months: {len(months)}')\n",
+ "print(f'length of ndays: {len(ndays)}')\n",
+ "\n",
+ "# Use these two lists to make a dictionary called `days_in_month` \n",
+ "# with the key as month name and value as the number of days in that month.\n",
+ "days_in_month = dict(zip(months,ndays))\n",
+ "\n",
+ "# print out the dictionary and confirm it is as expected\n",
+ "print(days_in_month)\n",
+ "\n",
+ "# set a variable `m` to be the name of a month\n",
+ "m = 'January'\n",
+ "print(f'The number of days in {m} is {days_in_month[m]}')"
+ ]
+ }
+ ],
+ "metadata": {
+ "kernelspec": {
+ "display_name": "Python [conda env:geog0111-geog0111]",
+ "language": "python",
+ "name": "conda-env-geog0111-geog0111-py"
+ },
+ "language_info": {
+ "codemirror_mode": {
+ "name": "ipython",
+ "version": 3
+ },
+ "file_extension": ".py",
+ "mimetype": "text/x-python",
+ "name": "python",
+ "nbconvert_exporter": "python",
+ "pygments_lexer": "ipython3",
+ "version": "3.7.8"
+ }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 4
+}
diff --git a/notebooks_lab/061_Script.ipynb b/notebooks_lab/061_Script.ipynb
new file mode 100644
index 00000000..2a2202a9
--- /dev/null
+++ b/notebooks_lab/061_Script.ipynb
@@ -0,0 +1,78 @@
+{
+ "cells": [
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "# Formative Assessment: Scripts"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "\n",
+ "*Although we provide access to answers for this exercise, we want you to submit the codes you generate via Moodle, so that we can provide feedback. You should avoid looking at the answers before you submit your work. This submitted work does not count towards your course assessment, it is purely to allow us to provide some rapid feedback to you on how you are doing. You will need to put together a few elements from the notes so far to do all parts of this practical, but you should all be capable of doing it well. Pay attention to writing tidy code, with useful, clear comments and document strings.*"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "#### Exercise 1\n",
+ "\n",
+ "* Create a Python code in a file called `work/greet.py` that does the following:\n",
+ " - define a function `greet(name)` that prints out a greeting from the name in the argument `name`\n",
+ " - define a function `main() that passes a string from the script command line to a function `greet(name)`\n",
+ " - calls `main()` if the file is run as a Python script \n",
+ " - show a test of the script working\n",
+ " - has plentiful commenting and document strings\n",
+ " \n",
+ " - As a test, when you run the script:\n",
+ "\n",
+ " %run work/greet.py Fred\n",
+ "\n",
+ " you would expect to get a response of the form:\n",
+ "\n",
+ " greetings from Fred\n",
+ "\n",
+ " and if you run:\n",
+ " %run work/greet.py Hermione\n",
+ "\n",
+ " then\n",
+ " greetings from Hermione\n",
+ " \n",
+ "* To go further with this exercise, you might test to see that the length of `sys.argv` is as long as you expect it to be, so you can tell the user when they forget toi include the name\n",
+ "* To go even further with this exercise, you might attempt to make the script function so that if you run it as:\n",
+ "\n",
+ " %run work/greet.py Fred Hermione\n",
+ " \n",
+ " it responds:\n",
+ "\n",
+ " greetings from Fred\n",
+ " greetings from Hermione"
+ ]
+ }
+ ],
+ "metadata": {
+ "kernelspec": {
+ "display_name": "Python [conda env:geog0111-geog0111]",
+ "language": "python",
+ "name": "conda-env-geog0111-geog0111-py"
+ },
+ "language_info": {
+ "codemirror_mode": {
+ "name": "ipython",
+ "version": 3
+ },
+ "file_extension": ".py",
+ "mimetype": "text/x-python",
+ "name": "python",
+ "nbconvert_exporter": "python",
+ "pygments_lexer": "ipython3",
+ "version": "3.7.8"
+ }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 4
+}
diff --git a/notebooks_lab/061_Script_answers.ipynb b/notebooks_lab/061_Script_answers.ipynb
new file mode 100644
index 00000000..c3dfb688
--- /dev/null
+++ b/notebooks_lab/061_Script_answers.ipynb
@@ -0,0 +1,435 @@
+{
+ "cells": [
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "# Formative Assessment: Scripts : Answers to exercises"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "#### Exercise 1\n",
+ "\n",
+ "* Create a Python code in a file called `work/greet.py` that does the following:\n",
+ " - define a function `greet(name)` that prints out a greeting from the name in the argument `name`\n",
+ " - define a function `main() that passes a string from the script command line to a function `greet(name)`\n",
+ " - calls `main()` if the file is run as a Python script \n",
+ " - show a test of the script working\n",
+ " - has plentiful commenting and document strings\n",
+ " \n",
+ " - As a test, when you run the script:\n",
+ "\n",
+ " %run work/greet.py Fred\n",
+ "\n",
+ " you would expect to get a response of the form:\n",
+ "\n",
+ " greetings from Fred\n",
+ "\n",
+ " and if you run:\n",
+ " %run work/greet.py Hermione\n",
+ "\n",
+ " then\n",
+ " greetings from Hermione\n",
+ " \n",
+ "* To go further with this exercise, you might test to see that the length of `sys.argv` is as long as you expect it to be, so you can tell the user when they forget toi include the name\n",
+ "* To go even further with this exercise, you might attempt to make the script function so that if you run it as:\n",
+ "\n",
+ " %run work/greet.py Fred Hermione\n",
+ " \n",
+ " it responds:\n",
+ "\n",
+ " greetings from Fred\n",
+ " greetings from Hermione"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 3,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "%%bash\n",
+ "# ANSWER 1\n",
+ "#\n",
+ "\n",
+ "# code between the next line and the \n",
+ "# End Of File (EOF) marker will be saved in \n",
+ "# to the file work/greet.py\n",
+ "cat << EOF > work/greet.py\n",
+ "#!/usr/bin/env python\n",
+ "# -*- coding: utf-8 -*- \n",
+ "\n",
+ "import sys\n",
+ "\n",
+ "'''\n",
+ "greet\n",
+ "\n",
+ "Purpose:\n",
+ "\n",
+ " script to print hello from name\n",
+ " \n",
+ "'''\n",
+ "__author__ = \"P Lewis\"\n",
+ "__copyright__ = \"Copyright 2020 P Lewis\"\n",
+ "__license__ = \"GPLv3\"\n",
+ "__email__ = \"p.lewis@ucl.ac.uk\"\n",
+ "\n",
+ "'''\n",
+ "Instructions:\n",
+ "Create a Python code in a file called work/greet.py that does the following:\n",
+ "define a function greet(name) that prints out a greeting from the name \n",
+ " in the argument name\n",
+ "define a function main() that passes a string from the script command \n",
+ " line to a function greet(name)\n",
+ "calls main() if the file is run as a Python script\n",
+ "has plentiful commenting and document strings\n",
+ "'''\n",
+ "\n",
+ "# define a function greet(name) that prints \n",
+ "# out a greeting from the name in the argument name\n",
+ "def greet(name):\n",
+ " '''\n",
+ " function to print \"greetings from {name}\"\n",
+ " '''\n",
+ " print(f'greetings from {name}')\n",
+ " \n",
+ " \n",
+ "# define a function main() that passes a string \n",
+ "# from the script command line to a function greet(name)\n",
+ "\n",
+ "# call name with a string \n",
+ "# name that we pass to greet(name)\n",
+ "def main(name):\n",
+ " greet(name)\n",
+ "\n",
+ "# calls main() if the file is run as a Python script\n",
+ "if __name__ == \"__main__\":\n",
+ " # execute only if run as a script\n",
+ " # we pass the first command line argument argv[1]\n",
+ " # remembering that argv[0[ is the program name\n",
+ " main(sys.argv[1])\n",
+ "EOF\n",
+ "\n",
+ "# Chmod 755 to make the file executable\n",
+ "chmod 755 work/greet.py"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 5,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "\n",
+ "As a test, when you run the script:\n",
+ "\n",
+ " %run work/greet.py Fred\n",
+ "you would expect to get a response of the form:\n",
+ "\n",
+ " greetings from Fred\n",
+ "and if you run:\n",
+ "\n",
+ " %run work/greet.py Hermione\n",
+ "then\n",
+ "\n",
+ " greetings from Hermione\n",
+ "\n",
+ "\n",
+ "work/greet.py Fred ->\n",
+ "greetings from Fred\n",
+ "work/greet.py Hermione ->\n",
+ "greetings from Hermione\n"
+ ]
+ }
+ ],
+ "source": [
+ "msg = '''\n",
+ "As a test, when you run the script:\n",
+ "\n",
+ " %run work/greet.py Fred\n",
+ "you would expect to get a response of the form:\n",
+ "\n",
+ " greetings from Fred\n",
+ "and if you run:\n",
+ "\n",
+ " %run work/greet.py Hermione\n",
+ "then\n",
+ "\n",
+ " greetings from Hermione\n",
+ "\n",
+ "'''\n",
+ "print(msg)\n",
+ "\n",
+ "print('work/greet.py Fred ->')\n",
+ "%run work/greet.py Fred\n",
+ "print('work/greet.py Hermione ->')\n",
+ "%run work/greet.py Hermione"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 6,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "%%bash\n",
+ "# ANSWER 2\n",
+ "#\n",
+ "# To go further with this exercise, you might test to see that the length of sys.argv is as long as you expect it to be, \n",
+ "# so you can tell the user when they forget to include the name\n",
+ "\n",
+ "# code between the next line and the \n",
+ "# End Of File (EOF) marker will be saved in \n",
+ "# to the file work/greet.py\n",
+ "cat << EOF > work/greet.py\n",
+ "#!/usr/bin/env python\n",
+ "# -*- coding: utf-8 -*- \n",
+ "\n",
+ "# import required package(s)\n",
+ "import sys\n",
+ "\n",
+ "'''\n",
+ "greet\n",
+ "\n",
+ "Purpose:\n",
+ "\n",
+ " script to print hello from name\n",
+ " \n",
+ "'''\n",
+ "__author__ = \"P Lewis\"\n",
+ "__copyright__ = \"Copyright 2020 P Lewis\"\n",
+ "__license__ = \"GPLv3\"\n",
+ "__email__ = \"p.lewis@ucl.ac.uk\"\n",
+ "\n",
+ "\n",
+ "\n",
+ "'''\n",
+ "Instructions:\n",
+ "\n",
+ "Create a Python code in a file called work/greet.py that does the following:\n",
+ "define a function greet(name) that prints out a greeting from the name \n",
+ " in the argument name\n",
+ "define a function main() that passes a string from the script command \n",
+ " line to a function greet(name)\n",
+ "calls main() if the file is run as a Python script\n",
+ "has plentiful commenting and document strings\n",
+ "'''\n",
+ "\n",
+ "# define a function greet(name) that prints \n",
+ "# out a greeting from the name in the argument name\n",
+ "def greet(name):\n",
+ " '''\n",
+ " function to print \"greetings from {name}\"\n",
+ " '''\n",
+ " print(f'greetings from {name}')\n",
+ " \n",
+ " \n",
+ "# define a function main() that passes a string \n",
+ "# from the script command line to a function greet(name)\n",
+ "\n",
+ "# call name with a string \n",
+ "# name that we pass to greet(name)\n",
+ "def main(name):\n",
+ " greet(name)\n",
+ "\n",
+ "# calls main() if the file is run as a Python script\n",
+ "if __name__ == \"__main__\":\n",
+ " # execute only if run as a script\n",
+ " # we pass the first command line argument argv[1]\n",
+ " # remembering that argv[0[ is the program name\n",
+ " \n",
+ " # TEST for string length in here:\n",
+ " # To go further with this exercise, you might test to see that the length of sys.argv is as long as you expect it to be, \n",
+ " # so you can tell the user when they forget to include the name\n",
+ " if len(sys.argv) > 1:\n",
+ " main(sys.argv[1])\n",
+ " else:\n",
+ " print(f'{sys.argv[0]}: error - no command line name given')\n",
+ "EOF\n",
+ "\n",
+ "# Chmod 755 to make the file executable\n",
+ "chmod 755 work/greet.py"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 8,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "work/greet.py ->\n",
+ "work/greet.py: error - no command line name given\n",
+ "work/greet.py Hermione ->\n",
+ "greetings from Hermione\n"
+ ]
+ }
+ ],
+ "source": [
+ "# test\n",
+ "print('work/greet.py ->')\n",
+ "%run work/greet.py \n",
+ "print('work/greet.py Hermione ->')\n",
+ "%run work/greet.py Hermione"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 9,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "%%bash\n",
+ "# ANSWER 3\n",
+ "#\n",
+ "# To go even further with this exercise, you might attempt to \n",
+ "# make the script function so that if you run it as:\n",
+ "# %run work/greet.py Fred Hermione\n",
+ "# it responds:\n",
+ "# greetings from Fred\n",
+ "# greetings from Hermione\n",
+ "# in many ways, this is easier than answer 2\n",
+ "# as we just use a loop\n",
+ "\n",
+ "# code between the next line and the \n",
+ "# End Of File (EOF) marker will be saved in \n",
+ "# to the file work/greet.py\n",
+ "cat << EOF > work/greet.py\n",
+ "#!/usr/bin/env python\n",
+ "# -*- coding: utf-8 -*- \n",
+ "\n",
+ "# import required package(s)\n",
+ "import sys\n",
+ "\n",
+ "'''\n",
+ "greet\n",
+ "\n",
+ "Purpose:\n",
+ "\n",
+ " script to print hello from name\n",
+ " \n",
+ "Author: P. Lewis\n",
+ "Email: p.lewis@ucl.ac.uk\n",
+ "Date: 28 Aug 2020\n",
+ "\n",
+ "Instructions:\n",
+ "Create a Python code in a file called work/greet.py that does the following:\n",
+ "define a function greet(name) that prints out a greeting from the name \n",
+ " in the argument name\n",
+ "define a function main() that passes a string from the script command \n",
+ " line to a function greet(name)\n",
+ "calls main() if the file is run as a Python script\n",
+ "has plentiful commenting and document strings\n",
+ "'''\n",
+ "\n",
+ "# define a function greet(name) that prints \n",
+ "# out a greeting from the name in the argument name\n",
+ "def greet(name):\n",
+ " '''\n",
+ " function to print \"greetings from {name}\"\n",
+ " '''\n",
+ " print(f'greetings from {name}')\n",
+ " \n",
+ " \n",
+ "# define a function main() that passes a string \n",
+ "# from the script command line to a function greet(name)\n",
+ "\n",
+ "# call name with a string \n",
+ "# name that we pass to greet(name)\n",
+ "def main(name):\n",
+ " greet(name)\n",
+ "\n",
+ "# calls main() if the file is run as a Python script\n",
+ "if __name__ == \"__main__\":\n",
+ " # execute only if run as a script\n",
+ " # we pass the first command line argument argv[1]\n",
+ " # remembering that argv[0[ is the program name\n",
+ " \n",
+ " # To go even further with this exercise, you might attempt to \n",
+ " # make the script function so that if you run it as:\n",
+ " # %run work/greet.py Fred Hermione\n",
+ " # it responds:\n",
+ " # greetings from Fred\n",
+ " # greetings from Hermione\n",
+ " # in many ways, this is easier than answer 2\n",
+ " # as we just use a loop\n",
+ " for n in sys.argv[1:]:\n",
+ " # and call main() with n\n",
+ " main(n)\n",
+ "EOF\n",
+ "\n",
+ "# Chmod 755 to make the file executable\n",
+ "chmod 755 work/greet.py"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 10,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "\n",
+ "==========\n",
+ "work/greet.py ->\n",
+ "==========\n",
+ "\n",
+ "==========\n",
+ "work/greet.py Hermione ->\n",
+ "==========\n",
+ "greetings from Hermione\n",
+ "\n",
+ "==========\n",
+ "work/greet.py Hermione Fred ->\n",
+ "==========\n",
+ "greetings from Hermione\n",
+ "greetings from Fred\n"
+ ]
+ }
+ ],
+ "source": [
+ "# test\n",
+ "# separate the responses to see them easier\n",
+ "dash = '\\n'+'='*10\n",
+ "\n",
+ "print(f'{dash}\\nwork/greet.py ->{dash}')\n",
+ "%run work/greet.py \n",
+ "print(f'{dash}\\nwork/greet.py Hermione ->{dash}')\n",
+ "%run work/greet.py Hermione\n",
+ "print(f'{dash}\\nwork/greet.py Hermione Fred ->{dash}')\n",
+ "%run work/greet.py Hermione Fred"
+ ]
+ }
+ ],
+ "metadata": {
+ "kernelspec": {
+ "display_name": "Python [conda env:geog0111-geog0111]",
+ "language": "python",
+ "name": "conda-env-geog0111-geog0111-py"
+ },
+ "language_info": {
+ "codemirror_mode": {
+ "name": "ipython",
+ "version": 3
+ },
+ "file_extension": ".py",
+ "mimetype": "text/x-python",
+ "name": "python",
+ "nbconvert_exporter": "python",
+ "pygments_lexer": "ipython3",
+ "version": "3.7.8"
+ }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 4
+}
diff --git a/notebooks_lab/062_Part1.ipynb b/notebooks_lab/062_Part1.ipynb
new file mode 100644
index 00000000..71564459
--- /dev/null
+++ b/notebooks_lab/062_Part1.ipynb
@@ -0,0 +1,299 @@
+{
+ "cells": [
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "# Assessed Practical Part A"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "## Introduction"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "### Task overview"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "In this task, you will be writing codes that download and interpret (convert units) for two datasets of the Del Norte catchment in Colorado, USA for the years 2015-2019 inclusive. The main coding exercise is a Python script that when you run it, downloads the data and stores them in CSV format files. In a notebook, you run the script and show the results. In a second notebook, you produce plots of the datasets. You save the code and two notebooks to PDF files, and submit the work."
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "### Submission\n",
+ "\n",
+ "The due dates for the two formally assessed pieces of coursework are:\n",
+ "\n",
+ " Part A: 16th Nov, 2020 (50% of final mark) - first Monday after reading week.\n",
+ " Part B: 11th Jan, 2021 (50% of final mark) - first day of term 2\n",
+ "\n",
+ "The practical comes in two parts : (A) [data preparation (50%)](062_Part1.ipynb); (B) [modelling (50%)](066_Part2.ipynb) \n",
+ "\n",
+ "\n",
+ "Submission is through the usual Turnitin link on the [course Moodle page](https://moodle-1819.ucl.ac.uk/course/view.php?id=2796#section-4). You must submit your notebooks and codes as `pdf` files.\n",
+ "\n",
+ "\n",
+ "### Checklist\n",
+ " \n",
+ "* You should be submitting 3 PDF files:\n",
+ " * work/get_DelNorte_data.py\n",
+ " * notebook showing running of running work/get_DelNorte_data.py\n",
+ " * notebook showing graphs of Del Norte data\n",
+ "* None of these files should be more than a few pages long: we do not want you to print or submit the datasets you download.\n",
+ "* Look over the [requirements](#Structure-of-the-Report) to make sure you have completed all parts.\n",
+ "* Make sure you read the advice on [computer codes and plagiarism](063_Part1_code.ipynb)"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "## Background\n",
+ "\n",
+ "The hydrology of the Rio Grande Headwaters in Colorado, USA is snowmelt dominated. It varies considerably from year to year and may very further under a changing climate. One of the tools we use to understand monitor processes in such an area is a mathemetical ('environmental') model describing the main physical processes affecting hydrology in the catchment. Such a model could help understand current behaviour and allow some prediction about possible future scenarios. \n",
+ "\n",
+ "In part 2 of your assessment you will be using, calibrating and validating such a model that relates temperature and snow cover in the catchment to river flow. \n",
+ "![](https://www.blm.gov/sites/blm.gov/files/hero_backgrounds/NM_Rio_Grande_del_Norte_Sign_640.jpg)\n",
+ "\n",
+ "We will use the model to describe the streamflow at the Del Norte measurement station, just on the edge of the catchment. You will use environmental (temperature) data and snow cover observations to drive the model. You will perform calibration and testing by comparing model output with observed streamflow data.\n",
+ "\n",
+ "### Del Norte\n",
+ "\n",
+ "Further general information is available from various [websites](http://www.usclimatedata.com/climate.php?location=USCO0103), including [NOAA](http://www.ncdc.noaa.gov).\n",
+ "\n",
+ "![www.coloradofishing.net](http://www.coloradofishing.net/images/fishtails/ft_riogrande3.jpg)\n",
+ "\n",
+ "\n",
+ "\n",
+ "You can visualise the site Del Norte 2E [here](http://mesonet.agron.iastate.edu/sites/site.php?station=CO2184&network=COCLIMATE).\n",
+ "\n",
+ "\n"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "## Requirements for this submission\n",
+ "\n",
+ "In this part of the assessment, you will need to write computer codes to read, interpret and plot the various environmental datasets we will be using in Part 2,\n"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "To complete this practical you will need to access, read, save and plot the following datasets:\n",
+ "\n",
+ "* **Stream discharge** from the USGS [http://waterdata.usgs.gov](http://waterservices.usgs.gov/nwis/dv/?sites=08220000&format=rdb&startDT=2001-01-01¶meterCd=00060).\n",
+ "\n",
+ "* **Temperature**: Temperature data from:\n",
+ " * [Berkley Earth](http://berkeleyearth.lbl.gov/station-list/stations/32442) OR\n",
+ " * the Colorado State [Climate data site](http://climate.colostate.edu/data_access.html) OR\n",
+ " * a [local copy of the data](https://raw.githubusercontent.com/UCL-EO/geog0111/master/data/delNorteT.dat) from the Colorado State Climate data site.\n",
+ " \n",
+ "The reason for giving multiple access methods for the temperature data is that we have founbf the [Berkley Earth](http://berkeleyearth.lbl.gov/station-list/stations/32442) site to be sometime unresponsive. The problem with the Colorado State [Climate data site](http://climate.colostate.edu/data_access.html) is that you cannot directly query or download the data. Instead you will need to manually save the data, most easily by copying and pasting the data columns into a file. The final option is a copy of the data from the Colorado State [Climate data site](http://climate.colostate.edu/data_access.html). We try to keep this up to date on an annual basis, but cannot guarantee that. You may choose which method you use, but you may find it useful to explore the climate data sites further rather than simply relying on the dataset we have prepared."
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "## Access\n",
+ "\n",
+ "You should examine the data on the site links above and make sure you understand the file format and data characteristics. \n",
+ "\n",
+ "#### Units \n",
+ "\n",
+ "You need to make a note of the units the physical parameters (temperature, discharge etc.) datasets are presented in as you will need to convert them to the units we specify below. The temperature data from the Colorado State [Climate data site](http://climate.colostate.edu/data_access.html) comes in Fahrenheit.\n",
+ "\n",
+ "#### Header\n",
+ "\n",
+ "Make a note of the number of 'header' lines in the files (if any) and the column headings (if given) as you may need to specify these when reading the dataset.\n",
+ "\n",
+ "#### Data access\n",
+ "\n",
+ "Before going further, you should use a Jupyter notebook or iPython in a terminal to make sure you can access and interpret these files. There are only two files, so this should not take too long. \n",
+ "\n",
+ "You will most likely want to use `pandas` to do this, and should have gained experience in this already in the course. Try first to use the dataset URL to load into `pandas`, except if you download the Colorado State [Climate data site](http://climate.colostate.edu/data_access.html) to a file (then, read from that file). You may need to try out several options in reading the data into `pandas` if it does not automatically load correctly. In that case, remember that you can skip header lines, and get `pandas` to read only the data lines. You should be able to print the pandas dataframe to see that the data in your table corresponds to what you can see when you access data with a URL.\n",
+ "\n"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "## Task 1: Data preparation code\n",
+ "\n",
+ "In this task, you must write a Python script that you should call `work/get_DelNorte_data.py`. \n",
+ "\n",
+ "* Within this file, create a function called `get_DelNorte_data` that has the following argument:\n",
+ "\n",
+ " year : integer, between 2000 and the year previous to now (i.e. not this year)\n",
+ " \n",
+ " and that returns a dictionary OR `pandas` dataframe containing:\n",
+ "\n",
+ " doy : array of 365/366 values with the day of year\n",
+ " flow : stream flow data for each in units of megalitres/day \n",
+ " (ML/day i.e. units of 1000000 litres a day)\n",
+ " maxt : Maximum daily temperature in Celcius (C)\n",
+ "\n",
+ " You can use multiple sub-functions that you call from you function, should you so wish.\n",
+ " \n",
+ "* Within this file `work/get_DelNorte_data.py` create a function called `write_DelNorte_data` that takes as argument:\n",
+ "\n",
+ " year : integer, between 2000 and the year previous to now (i.e. not this year)\n",
+ "\n",
+ " then makes a call to `get_DelNorte_data` for the year specified, and saves the dataset in CSV format to a file `work/DelNorte_data_YYYY.csv` each year (replace `YYYY` by the year)\n",
+ "\n",
+ "* Within this file `work/get_DelNorte_data.py` create a function called `main` that runs `get_DelNorte_data` for the years 2015 to 2019 inclusive. \n",
+ "\n",
+ "* Construct the Python script so that when you run `work/get_DelNorte_data.py` from a command line, it executes the `main()` function.\n",
+ "\n",
+ "* Make the file `work/get_DelNorte_data.py` executable\n",
+ "\n",
+ "* In a Python notebook, run the script `work/get_DelNorte_data.py`, and show the size of the files `work/DelNorte_data_*.csv` created.\n",
+ "\n",
+ "Hints: Don't forget to include the various packages you need at the top of the file. Don't forget to put docstrings and comments in your file and functions."
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "## Task 2: Data visualisation\n",
+ "\n",
+ "* In a Python notebook, produce plots for the Del Norte site of:\n",
+ "\n",
+ " 1. Stream flow data for each year 2015 to 2019 inclusive (in units of megalitres/day - ML/day i.e. units of 1000000 litres a day), as a function of day of year.\n",
+ " 2. Maximum daily temperature in Celcius (C) for each year 2015 to 2019 inclusive as a function of day of year.\n",
+ "\n",
+ "You should position the 4 years of data in a 2x2 grid of sub-plots. You code should be well-commented to explain what you are doing. The graphs should be clear, with appropriate titles and axis labels."
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "### Coursework"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "You need to submit you coursework in the usual manner by the date given above.\n",
+ "\n",
+ "You **must** work individually on this task. If you do not, it will be treated as plagiarism. By reading these instructions for this exercise, we assume that you are aware of the UCL rules on plagiarism. You can find more information on this matter in your student handbook. If in doubt about what might constitute plagiarism, ask one of the course conveners.\n",
+ "\n"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "### Structure of the Report"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "The required elements of the report are:\n",
+ "\n",
+ "1. Code function `get_DelNorte_data` for temperature and river discharge data download, reading and putting into a dictionary `[40%]`. \n",
+ "2. Code function `write_DelNorte_data` saves the dataset for a given year to a file in CSV format `[10%]`.\n",
+ "3. Code function `main` that runs get_DelNorte_data for the years 2015 to 2019 inclusive `[10%]`.\n",
+ "4. Additional features of `work/get_DelNorte_data.py` for running as a script `[5%]`.\n",
+ "5. Notebook 1: Demonstration of running the script `work/get_DelNorte_data.py` and the outputs `[15%]`.\n",
+ "6. Notebook 2: Stream flow data plots `[10%]`.\n",
+ "7. Notebook 2: Maximum daily temperature data plots `[10%]`.\n",
+ " \n",
+ "The figures in brackets indicate the percentage of marks associated with each part. Even if, for some reason, you were unable to generate outputs from your code, you should still be able to pick up marks by attempting all or most of the sections. Most of the marks are given for your computer code, so make sure this is clearly laid out and well-documented. \n",
+ "\n",
+ "Please read [these notes](063_Part1_code.ipynb) on what we expect of your computer code. "
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "#### Word limit\n",
+ "\n",
+ "There is no word limit *per se* on the computer codes, though as with all writing, you should try to be succinct rather than overly verbose. None of these files should be more than a few pages long: we do not want you to print or submit the datasets you download. You will be marked down if your submission is not clear.\n",
+ "\n",
+ "#### Code style\n",
+ "\n",
+ "A good to excellent piece of code would take into account issues raised in the [style guide](http://www.python.org/dev/peps/pep-0008/). The ‘degree of excellence’ would depend on how well you take those points on board."
+ ]
+ }
+ ],
+ "metadata": {
+ "kernelspec": {
+ "display_name": "Python [conda env:geog0111-geog0111]",
+ "language": "python",
+ "name": "conda-env-geog0111-geog0111-py"
+ },
+ "language_info": {
+ "codemirror_mode": {
+ "name": "ipython",
+ "version": 3
+ },
+ "file_extension": ".py",
+ "mimetype": "text/x-python",
+ "name": "python",
+ "nbconvert_exporter": "python",
+ "pygments_lexer": "ipython3",
+ "version": "3.7.8"
+ },
+ "latex_envs": {
+ "LaTeX_envs_menu_present": true,
+ "autocomplete": true,
+ "bibliofile": "biblio.bib",
+ "cite_by": "apalike",
+ "current_citInitial": 1,
+ "eqLabelWithNumbers": true,
+ "eqNumInitial": 0,
+ "hotkeys": {
+ "equation": "Ctrl-E",
+ "itemize": "Ctrl-I"
+ },
+ "labels_anchors": false,
+ "latex_user_defs": false,
+ "report_style_numbering": false,
+ "user_envs_cfg": false
+ },
+ "toc": {
+ "base_numbering": 1,
+ "nav_menu": {},
+ "number_sections": false,
+ "sideBar": true,
+ "skip_h1_title": false,
+ "title_cell": "Table of Contents",
+ "title_sidebar": "Contents",
+ "toc_cell": true,
+ "toc_position": {
+ "height": "calc(100% - 180px)",
+ "left": "10px",
+ "top": "150px",
+ "width": "362.1875px"
+ },
+ "toc_section_display": "block",
+ "toc_window_display": true
+ }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 4
+}
diff --git a/notebooks_lab/063_Part1_code.ipynb b/notebooks_lab/063_Part1_code.ipynb
new file mode 100644
index 00000000..21fcb27c
--- /dev/null
+++ b/notebooks_lab/063_Part1_code.ipynb
@@ -0,0 +1,614 @@
+{
+ "cells": [
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "# Assessed Practical Part A"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "## Introduction"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "### Task overview"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "In this task, you will be writing codes that download and interpret (convert units) for two datasets of the Del Norte catchment in Colorado, USA for the years 2015-2019 inclusive. The main coding exercise is a Python script that when you run it, downloads the data and stores them in CSV format files. In a notebook, you run the script and show the results. In a second notebook, you produce plots of the datasets. You save the code and two notebooks to PDF files, and submit the work."
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "### Submission\n",
+ "\n",
+ "The due dates for the two formally assessed pieces of coursework are:\n",
+ "\n",
+ " Part A: 16th Nov, 2020 (50% of final mark) - first Monday after reading week.\n",
+ " Part B: 11th Jan, 2021 (50% of final mark) - first day of term 2\n",
+ "\n",
+ "The practical comes in two parts : (A) data preparation (50%); (B) modelling (50%). \n",
+ "\n",
+ "Submission is through the usual Turnitin link on the [course Moodle page](https://moodle-1819.ucl.ac.uk/course/view.php?id=2796#section-4). You must submit your notebooks and codes as `pdf` files.\n",
+ "\n",
+ "\n",
+ "### Checklist\n",
+ " \n",
+ " * You should be submitting 3 PDF files:\n",
+ " * work/get_DelNorte_data.py\n",
+ " * notebook showing running of running work/get_DelNorte_data.py\n",
+ " * notebook showing graphs of Del Norte data\n",
+ " * None of these files should be more than a few pages long: we do not want you to print or submit the datasets you download.\n"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "## Background\n",
+ "\n",
+ "The hydrology of the Rio Grande Headwaters in Colorado, USA is snowmelt dominated. It varies considerably from year to year and may very further under a changing climate. One of the tools we use to understand monitor processes in such an area is a mathemetical ('environmental') model describing the main physical processes affecting hydrology in the catchment. Such a model could help understand current behaviour and allow some prediction about possible future scenarios. \n",
+ "\n",
+ "In part 2 of your assessment you will be using, calibrating and validating such a model that relates temperature and snow cover in the catchment to river flow. \n",
+ "![](https://www.blm.gov/sites/blm.gov/files/hero_backgrounds/NM_Rio_Grande_del_Norte_Sign_640.jpg)\n",
+ "\n",
+ "We will use the model to describe the streamflow at the Del Norte measurement station, just on the edge of the catchment. You will use environmental (temperature) data and snow cover observations to drive the model. You will perform calibration and testing by comparing model output with observed streamflow data.\n",
+ "\n",
+ "### Del Norte\n",
+ "\n",
+ "Further general information is available from various [websites](http://www.usclimatedata.com/climate.php?location=USCO0103), including [NOAA](http://www.ncdc.noaa.gov).\n",
+ "\n",
+ "![www.coloradofishing.net](http://www.coloradofishing.net/images/fishtails/ft_riogrande3.jpg)\n",
+ "\n",
+ "\n",
+ "\n",
+ "You can visualise the site Del Norte 2E [here](http://mesonet.agron.iastate.edu/sites/site.php?station=CO2184&network=COCLIMATE).\n",
+ "\n",
+ "\n"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "## Requirements for this submission\n",
+ "\n",
+ "In this part of the assessment, you will need to write computer codes to read, interpret and plot the various environmental datasets we will be using in Part 2,\n"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "To complete this practical you will need to access, read, save and plot the following datasets:\n",
+ "\n",
+ "* **Stream discharge** from the USGS [http://waterdata.usgs.gov](http://waterservices.usgs.gov/nwis/dv/?sites=08220000&format=rdb&startDT=2001-01-01¶meterCd=00060).\n",
+ "\n",
+ "* **Temperature**: Temperature data from:\n",
+ " * [Berkley Earth](http://berkeleyearth.lbl.gov/station-list/stations/32442) OR\n",
+ " * the Colorado State [Climate data site](http://climate.colostate.edu/data_access.html) OR\n",
+ " * a [local copy of the data](https://raw.githubusercontent.com/UCL-EO/geog0111/master/data/delNorteT.dat) from the Colorado State Climate data site.\n",
+ " \n",
+ "The reason for giving multiple access methods for the temperature data is that we have founbf the [Berkley Earth](http://berkeleyearth.lbl.gov/station-list/stations/32442) site to be sometime unresponsive. The problem with the Colorado State [Climate data site](http://climate.colostate.edu/data_access.html) is that you cannot directly query or download the data. Instead you will need to manually save the data, most easily by copying and pasting the data columns into a file. The final option is a copy of the data from the Colorado State [Climate data site](http://climate.colostate.edu/data_access.html). We try to keep this up to date on an annual basis, but cannot guarantee that. You may choose which method you use, but you may find it useful to explore the climate data sites further rather than simply relying on the dataset we have prepared."
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "## Access\n",
+ "\n",
+ "You should examine the data on the site links above and make sure you understand the file format and data characteristics. \n",
+ "\n",
+ "#### Units \n",
+ "\n",
+ "You need to make a note of the units the physical parameters (temperature, discharge etc.) datasets are presented in as you will need to convert them to the units we specify below. The temperature data from the Colorado State [Climate data site](http://climate.colostate.edu/data_access.html) comes in Fahrenheit.\n",
+ "\n",
+ "#### Header\n",
+ "\n",
+ "Make a note of the number of 'header' lines in the files (if any) and the column headings (if given) as you may need to specify these when reading the dataset.\n",
+ "\n",
+ "#### Data access\n",
+ "\n",
+ "Before going further, you should use a Jupyter notebook or iPython in a terminal to make sure you can access and interpret these files. There are only two files, so this should not take too long. \n",
+ "\n",
+ "You will most likely want to use `pandas` to do this, and should have gained experience in this already in the course. Try first to use the dataset URL to load into `pandas`, except if you download the Colorado State [Climate data site](http://climate.colostate.edu/data_access.html) to a file (then, read from that file). You may need to try out several options in reading the data into `pandas` if it does not automatically load correctly. In that case, remember that you can skip header lines, and get `pandas` to read only the data lines. You should be able to print the pandas dataframe to see that the data in your table corresponds to what you can see when you access data with a URL.\n",
+ "\n"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "## Task 1: Data preparation code\n",
+ "\n",
+ "In this task, you must write a Python script that you should call `work/get_DelNorte_data.py`. \n",
+ "\n",
+ "* Within this file, create a function called `get_DelNorte_data` that has the following argument:\n",
+ "\n",
+ " year : integer, between 2000 and the year previous to now (i.e. not this year)\n",
+ " \n",
+ " and that returns a dictionary OR `pandas` dataframe containing:\n",
+ "\n",
+ " doy : array of 365/366 values with the day of year\n",
+ " flow : stream flow data for each in units of megalitres/day \n",
+ " (ML/day i.e. units of 1000000 litres a day)\n",
+ " maxt : Maximum daily temperature in Celcius (C)\n",
+ "\n",
+ " You can use multiple sub-functions that you call from you function, should you so wish.\n",
+ " \n",
+ "* Within this file `work/get_DelNorte_data.py` create a function called `write_DelNorte_data` that takes as argument:\n",
+ "\n",
+ " year : integer, between 2000 and the year previous to now (i.e. not this year)\n",
+ "\n",
+ " then makes a call to `get_DelNorte_data` for the year specified, and saves the dataset in CSV format to a file `work/DelNorte_data_YYYY.csv` each year (replace `YYYY` by the year)\n",
+ "\n",
+ "* Within this file `work/get_DelNorte_data.py` create a function called `main` that runs `get_DelNorte_data` for the years 2015 to 2019 inclusive. \n",
+ "\n",
+ "* Construct the Python script so that when you run `work/get_DelNorte_data.py` from a command line, it executes the `main()` function.\n",
+ "\n",
+ "* Make the file `work/get_DelNorte_data.py` executable\n",
+ "\n",
+ "* In a Python notebook, run the script `work/get_DelNorte_data.py`, and show the size of the files `work/DelNorte_data_*.csv` created.\n",
+ "\n",
+ "Hints: Don't forget to include the various packages you need at the top of the file. Don't forget to put docstrings and comments in your file and functions."
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "## Task 2: Data visualisation\n",
+ "\n",
+ "* In a Python notebook, produce plots for the Del Norte site of:\n",
+ "\n",
+ " 1. Stream flow data for each year 2015 to 2019 inclusive (in units of megalitres/day - ML/day i.e. units of 1000000 litres a day), as a function of day of year.\n",
+ " 2. Maximum daily temperature in Celcius (C) for each year 2015 to 2019 inclusive as a function of day of year.\n",
+ "\n",
+ "You should position the 4 years of data in a 2x2 grid of sub-plots. You code should be well-commented to explain what you are doing. The graphs should be clear, with appropriate titles and axis labels."
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "### Coursework"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "You need to submit you coursework in the usual manner by the date given above.\n",
+ "\n",
+ "You **must** work individually on this task. If you do not, it will be treated as plagiarism. By reading these instructions for this exercise, we assume that you are aware of the UCL rules on plagiarism. You can find more information on this matter in your student handbook. If in doubt about what might constitute plagiarism, ask one of the course conveners.\n",
+ "\n"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "### Structure of the Report"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "The required elements of the report are:\n",
+ "\n",
+ "1. Code function `get_DelNorte_data` for temperature and river discharge data download, reading and putting into a dictionary `[40%]`. \n",
+ "2. Code function `write_DelNorte_data` saves the dataset for a given year to a file in CSV format `[10%]`.\n",
+ "3. Code function `main` that runs get_DelNorte_data for the years 2015 to 2019 inclusive `[10%]`.\n",
+ "4. Additional features of `work/get_DelNorte_data.py` for running as a script `[5%]`.\n",
+ "5. Notebook 1: Demonstration of running the script `work/get_DelNorte_data.py` and the outputs `[15%]`.\n",
+ "6. Notebook 2: Stream flow data plots `[10%]`.\n",
+ "7. Notebook 2: Maximum daily temperature data plots `[10%]`.\n",
+ " \n",
+ "The figures in brackets indicate the percentage of marks associated with each part. Even if, for some reason, you were unable to generate outputs from your code, you should still be able to pick up marks by attempting all or most of the sections. Most of the marks are given for your computer code, so make sure this is clearly laid out and well-documented. See the comments below regarding what we expect of submitted codes."
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "### Computer Code"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "#### General requirements\n",
+ "\n",
+ "You will obviously need to submit computer codes as part of this assessment. Some flexibility in the style of these codes is to be expected. For example, when asked to write a function, so students might choose to modularise and test the problem further and have multiple sub-functions that are finally called from the required function. This is fine to do, and can often be a good idea if the problem is complex or there are re-usable modular parts of code you might want to use (e.g. for printing). \n",
+ "\n",
+ "If you want to achieve distinction-level marks, then, on top of the main requirements we lay out here, we would be looking for features such as: maturity and detail in testing your codes; excellent code style; excellent presentation; and flexibility in the code (e.g. don't fix variable you can make variables or keywords).\n",
+ "\n",
+ "All codes needed to demonstrate that you have performed the core tasks are required to be included in the submission. \n",
+ "\n",
+ "All codes should be well-commented. Part of the marks you get for code will depend on the adequacy of the document strings and commenting.\n",
+ "\n",
+ "#### Degree of original work required and plagiarism\n",
+ "\n",
+ "If you use a piece of code verbatim that you have taken from the course pages or any other source, **you must acknowledge this** in comments in your text. **Not to do so is plagiarism**. Where you have taken some part (e.g. a few lines) of someone else's code, **you should also indicate this**. If some of your code is heavily based on code from elsewhere, **you must also indicate that**.\n",
+ "\n",
+ "Some examples. \n",
+ "\n",
+ "The first example is guilty of strong plagiarism, it does not seek to acknowledge the source of this code of code from one of the course pages, even though it is just a direct copy, pasted into a method called `model()`:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 50,
+ "metadata": {
+ "ExecuteTime": {
+ "end_time": "2017-11-21T19:49:29.355926Z",
+ "start_time": "2017-11-21T19:49:29.345443Z"
+ }
+ },
+ "outputs": [],
+ "source": [
+ "def model(tempThresh=9.0,K=2000.0,p=0.96):\n",
+ " '''...'''\n",
+ " import numpy as np\n",
+ " meltDays = np.where(temperature > tempThresh)[0]\n",
+ " accum = snowProportion*0.\n",
+ " for d in meltDays:\n",
+ " water = K * snowProportion[d]\n",
+ " n = np.arange(len(snowProportion)) - d\n",
+ " m = p ** n\n",
+ " m[np.where(n<0)]=0\n",
+ " accum += m * water\n",
+ " return accum"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "This is **not** acceptable.\n",
+ "\n",
+ "This would be better as:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 51,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "'''\n",
+ "This code is taken directly from\n",
+ "\"Modelling delay in a hydrological network\"\n",
+ "by P. Lewis http://www2.geog.ucl.ac.uk/~plewis/geogg122/DelNorte.html\n",
+ "and wrapped into a method.\n",
+ "'''\n",
+ "def model(tempThresh=9.0,K=2000.0,p=0.96):\n",
+ " '''...'''\n",
+ " # my code: make sure numpy is imported\n",
+ " import numpy as np\n",
+ "\n",
+ " # code below verbatim from Lewis REF XXX\n",
+ " meltDays = np.where(temperature > tempThresh)[0]\n",
+ " accum = snowProportion*0.\n",
+ " for d in meltDays:\n",
+ " water = K * snowProportion[d]\n",
+ " n = np.arange(len(snowProportion)) - d\n",
+ " m = p ** n\n",
+ " m[np.where(n<0)]=0\n",
+ " accum += m * water\n",
+ " # my code: return accumulator\n",
+ " return accum"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "Now, we acknowledge that this is in essence a direct copy of someone else’s code, and clearly state this. We do also show that we have added some new lines to the code, and that we have wrapped this into a method.\n",
+ "\n",
+ "In the next example, we have seen that the way m is generated is in fact rather inefficient, and have re-structured the code. It is partially developed from the original code, and acknowledges this:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 34,
+ "metadata": {
+ "ExecuteTime": {
+ "end_time": "2017-11-21T19:49:32.108956Z",
+ "start_time": "2017-11-21T19:49:32.097823Z"
+ }
+ },
+ "outputs": [],
+ "source": [
+ "'''\n",
+ "This code after the model developed in\n",
+ "\"Modelling delay in a hydrological network\"\n",
+ "by P. Lewis\n",
+ "http://www2.geog.ucl.ac.uk/~plewis/geogg122/DelNorte.html\n",
+ "\n",
+ "My modifications have been to make the filtering more efficient.\n",
+ "'''\n",
+ "def model(tempThresh=9.0,K=2000.0,p=0.96):\n",
+ " '''...'''\n",
+ "\n",
+ " # my code: make sure numpy is imported\n",
+ " import numpy as np\n",
+ "\n",
+ " # code below verbatim from Lewis unless otherwise indicated\n",
+ " meltDays = np.where(temperature > tempThresh)[0]\n",
+ " accum = snowProportion*0.\n",
+ "\n",
+ " # my code: pull the filter block out of the loop\n",
+ " n = np.arange(len(snowProportion))\n",
+ " m = p ** n\n",
+ "\n",
+ " for d in meltDays:\n",
+ " water = K * snowProportion[d]\n",
+ "\n",
+ " # my code: shift the filter on by one day\n",
+ " # ...do something clever to shift it on by one day\n",
+ "\n",
+ " accum += m * water\n",
+ " # my code: return accumulator\n",
+ " return accum"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "This example makes it clear that significant modifications have been made to the code structure (and probably to its efficiency) although the basic model and looping comes from an existing piece of code. It clearly highlights what the actual modifications have been. Note that this is not a working example! Note also that this is a poor example of a function, as there is no real document string and little comment on the code operation.\n",
+ "\n",
+ "We stress that this must be your own work. We do not want you to get anyone else to significantly helped you to develop the code (e.g. written the main part of it for you & you've just copied that with some minor modifications). This is not acceptable, but if for some reason it does happen, you must acknowledge it in your submission.\n",
+ "\n",
+ "If you take a piece of code from somewhere else and all you do is change the variable names and/or other cosmetic changes, you **must** acknowledge the source of the original code (with a URL if available).\n",
+ "\n",
+ "Plagiarism in coding is a tricky issue. One reason for that is that often the best way to learn something like this is to find an example that someone else has written and adapt that to your purposes. Equally, if someone has written some tool/library to do what you want to do, it would generally not be worthwhile for you to write your own but to concentrate on using that to achieve something new. Even in general code writing (i.e. when not submitting it as part of your assessment) you and anyone else who ever has to read your code would find it of value to make reference to where you found the material to base what you did on. The key issue to bear in mind in this work, as it is submitted ‘as your own work’ is that, to avoid being accused of plagiarism and to allow a fair assessment of what you have done, you must clearly acknowledge which parts of it are your own, and the degree to which you could claim them to be your own.\n",
+ "\n",
+ "For example, based on ... is absolutely fine, and you would certainly be given credit for what you have done. In many circumstances 'taken verbatim from ...' would also be fine (provided it is acknowledged) but then you would be given credit for what you had done with the code that you had taken from elsewhere (e.g. you find some elegant way of doing the graphs that someone has written and you make use of it for presenting your results).\n",
+ "\n",
+ "The difference between what you submit here and the code you might write if this were not a piece submitted for assessment is that you the vast majority of the credit you will gain for the code will be based on the degree to which you demonstrate that you can write code to achieve the required tasks. There would obviously be some credit for taking codes from the coursenotes and bolting them together into something that achieves the overall aim: provided that worked, and you had commented it adequately and acknowledge what the extent of your efforts had been, you should be able to achieve a pass in that component of the work. If there was no original input other than vbolting pieces of existing code together though, you be unlikely to achieve more than a pass. If you get less than a pass in another component of the coursework, that then puts you in danger of an overall fail.\n",
+ "\n",
+ "Provided you achieve the core tasks, the more original work that you do/show (that is of good quality), the higher the mark you will get. Once you have achieved the core tasks, even if you try something and don’t quite achieve it, is is probably worth including, as you may get marks for what you have done (or that fact that it was a good or interesting thing to try to do)."
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "#### Documentation\n",
+ "\n",
+ "Note: All methods/functions and classes must be documented for the code to be adequate. Generally, this will contain:\n",
+ "\n",
+ " - some text on the purpose of the method (/function/class)\n",
+ "\n",
+ " - some text describing the inputs and outputs, including reference to any relevant details such as datatype, shape etc where such things are of relevance to understanding the code.\n",
+ "\n",
+ " - some text on keywords, e.g.:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 31,
+ "metadata": {
+ "ExecuteTime": {
+ "end_time": "2017-11-21T19:49:34.566235Z",
+ "start_time": "2017-11-21T19:49:34.557952Z"
+ }
+ },
+ "outputs": [],
+ "source": [
+ "def complex(real=0.0, imag=0.0):\n",
+ " \"\"\"Form a complex number.\n",
+ "\n",
+ " Keyword arguments:\n",
+ " real -- the real part (default 0.0)\n",
+ " imag -- the imaginary part (default 0.0)\n",
+ "\n",
+ " Example taken verbatim from:\n",
+ " http://www.python.org/dev/peps/pep-0257/\n",
+ " \"\"\"\n",
+ " if imag == 0.0 and real == 0.0: return complex_zero\n"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "You should look at the [document on good docstring conventions](http://www.python.org/dev/peps/pep-0257/) when considering how to document methods, classes etc.\n",
+ "\n",
+ "To demonstrate your documentation, you **must** include the help text generated by your code after you include the code. e.g.:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 35,
+ "metadata": {
+ "ExecuteTime": {
+ "end_time": "2017-11-21T19:49:36.343661Z",
+ "start_time": "2017-11-21T19:49:36.337210Z"
+ }
+ },
+ "outputs": [],
+ "source": [
+ "def print_something(this,stderr=False):\n",
+ " '''This does something.\n",
+ "\n",
+ " Keyword arguments:\n",
+ " stderr -- set to True to print to stderr (default False)\n",
+ " '''\n",
+ "\n",
+ " if stderr:\n",
+ " # import sys.stderr\n",
+ " from sys import stderr\n",
+ "\n",
+ " # print to stderr channel, converting this to str\n",
+ " print >> stderr,str(this)\n",
+ "\n",
+ " # job done, return\n",
+ " return\n",
+ "\n",
+ " # print to stdout, converting this to str\n",
+ " print (str(this))\n",
+ "\n",
+ " return\n"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "Then the help text would be:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 36,
+ "metadata": {
+ "ExecuteTime": {
+ "end_time": "2017-11-21T19:49:37.654141Z",
+ "start_time": "2017-11-21T19:49:37.649675Z"
+ }
+ },
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Help on function print_something in module __main__:\n",
+ "\n",
+ "print_something(this, stderr=False)\n",
+ " This does something.\n",
+ " \n",
+ " Keyword arguments:\n",
+ " stderr -- set to True to print to stderr (default False)\n",
+ "\n"
+ ]
+ }
+ ],
+ "source": [
+ "help(print_something)"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "The above example represents a ‘good’ level of commenting as the code broadly adheres to the style suggestions and most of the major features are covered. It is not quite ‘very good/excellent’ as the description of the purpose of the method (rather important) is trivial and it fails to describe the input this in any way. An excellent piece would do all of these things, and might well tell us about any dependencies (e.g. requires sys if stderr set to True).\n",
+ "\n",
+ "An inadequate example would be:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 38,
+ "metadata": {
+ "ExecuteTime": {
+ "end_time": "2017-11-21T19:49:39.641877Z",
+ "start_time": "2017-11-21T19:49:39.635030Z"
+ }
+ },
+ "outputs": [],
+ "source": [
+ "def print_something(this,stderr=False):\n",
+ " '''This prints something'''\n",
+ " if stderr:\n",
+ " from sys import stderr\n",
+ " print >> stderr,str(this)\n",
+ " return\n",
+ " print (str(this))"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "It is inadequate because it still only has a trivial description of the purpose of the method, it tells us nothing about inputs/outputs and there is no commenting inside the method."
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "#### Word limit\n",
+ "\n",
+ "There is no word limit per se on the computer codes, though as with all writing, you should try to be succint rather than overly verbose.\n",
+ "\n",
+ "#### Code style\n",
+ "\n",
+ "A good to excellent piece of code would take into account issues raised in the [style guide](http://www.python.org/dev/peps/pep-0008/). The ‘degree of excellence’ would depend on how well you take those points on board."
+ ]
+ }
+ ],
+ "metadata": {
+ "kernelspec": {
+ "display_name": "Python [conda env:geog0111-geog0111]",
+ "language": "python",
+ "name": "conda-env-geog0111-geog0111-py"
+ },
+ "language_info": {
+ "codemirror_mode": {
+ "name": "ipython",
+ "version": 3
+ },
+ "file_extension": ".py",
+ "mimetype": "text/x-python",
+ "name": "python",
+ "nbconvert_exporter": "python",
+ "pygments_lexer": "ipython3",
+ "version": "3.7.8"
+ },
+ "latex_envs": {
+ "LaTeX_envs_menu_present": true,
+ "autocomplete": true,
+ "bibliofile": "biblio.bib",
+ "cite_by": "apalike",
+ "current_citInitial": 1,
+ "eqLabelWithNumbers": true,
+ "eqNumInitial": 0,
+ "hotkeys": {
+ "equation": "Ctrl-E",
+ "itemize": "Ctrl-I"
+ },
+ "labels_anchors": false,
+ "latex_user_defs": false,
+ "report_style_numbering": false,
+ "user_envs_cfg": false
+ },
+ "toc": {
+ "base_numbering": 1,
+ "nav_menu": {},
+ "number_sections": false,
+ "sideBar": true,
+ "skip_h1_title": false,
+ "title_cell": "Table of Contents",
+ "title_sidebar": "Contents",
+ "toc_cell": true,
+ "toc_position": {
+ "height": "calc(100% - 180px)",
+ "left": "10px",
+ "top": "150px",
+ "width": "362.1875px"
+ },
+ "toc_section_display": "block",
+ "toc_window_display": true
+ }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 4
+}
diff --git a/notebooks_lab/064_Numpy.ipynb b/notebooks_lab/064_Numpy.ipynb
new file mode 100644
index 00000000..8dce07a9
--- /dev/null
+++ b/notebooks_lab/064_Numpy.ipynb
@@ -0,0 +1,56 @@
+{
+ "cells": [
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "# Formative Assessment: `numpy`"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "*Although we provide access to answers for this exercise, we want you to submit the codes you generate via Moodle, so that we can provide feedback. You should avoid looking at the answers before you submit your work. This submitted work does not count towards your course assessment, it is purely to allow us to provide some rapid feedback to you on how you are doing. You will need to put together a few elements from the notes so far to do all parts of this practical, but you should all be capable of doing it well. Pay attention to writing tidy code, with useful, clear comments and document strings.*"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "#### Exercise 1\n",
+ "\n",
+ "Recall from [previous sections](030_NASA_MODIS_Earthdata.ipynb#MOTA) how to retrieve a MODIS LAI dataset for a particular date. Recall also values of greater than 100 are invalid, and that a scaling of 0.1 should be applied to the LAI.\n",
+ "\n",
+ "* Load a MODIS LAI dataset SDS `Lai_500m` for tile `h17v03` day of year 41, 2019. \n",
+ "* Call the 2D array `data` and confirm that it has a shape (2400, 2400)\n",
+ "* build a mask called `mask` of invalid pixels \n",
+ "* print the percentage of invalid pixels to 2 decimal places (hint: sum with `sum`)\n",
+ "* scale the data array as appropriate to obtain LAI\n",
+ "* set invalid data values to 'not a number' `np.nan`\n",
+ "* display the resulting image"
+ ]
+ }
+ ],
+ "metadata": {
+ "kernelspec": {
+ "display_name": "Python [conda env:geog0111-geog0111]",
+ "language": "python",
+ "name": "conda-env-geog0111-geog0111-py"
+ },
+ "language_info": {
+ "codemirror_mode": {
+ "name": "ipython",
+ "version": 3
+ },
+ "file_extension": ".py",
+ "mimetype": "text/x-python",
+ "name": "python",
+ "nbconvert_exporter": "python",
+ "pygments_lexer": "ipython3",
+ "version": "3.7.8"
+ }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 4
+}
diff --git a/notebooks_lab/064_Numpy_answers.ipynb b/notebooks_lab/064_Numpy_answers.ipynb
new file mode 100644
index 00000000..93fddf7e
--- /dev/null
+++ b/notebooks_lab/064_Numpy_answers.ipynb
@@ -0,0 +1,134 @@
+{
+ "cells": [
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "# Formative Assessment: `numpy` : Answers to exercises"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "#### Exercise 1\n",
+ "\n",
+ "Recall from [previous sections](030_NASA_MODIS_Earthdata.ipynb#MOTA) how to retrieve a MODIS LAI dataset for a particular date. Recall also values of greater than 100 are invalid, and that a scaling of 0.1 should be applied to the LAI.\n",
+ "\n",
+ "* Load a MODIS LAI dataset SDS `Lai_500m` for tile `h17v03` day of year 41, 2019. \n",
+ "* Call the 2D array `data` and confirm that it has a shape (2400, 2400)\n",
+ "* build a mask called `mask` of invalid pixels \n",
+ "* print the percentage of invalid pixels to 2 decimal places (hint: sum with `sum`)\n",
+ "* scale the data array as appropriate to obtain LAI\n",
+ "* set invalid data values to 'not a number' `np.nan`\n",
+ "* display the resulting image"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 3,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ " 77.22% invalid pixels\n"
+ ]
+ }
+ ],
+ "source": [
+ "# ANSWER\n",
+ "import numpy as np\n",
+ "from geog0111.modis import Modis\n",
+ "\n",
+ "# Load a MODIS LAI dataset SDS \n",
+ "# `Lai_500m` for tile `h17v03` day of year 41, 2019\n",
+ "kwargs = {\n",
+ " 'tile' : ['h17v03'],\n",
+ " 'product' : 'MCD15A3H',\n",
+ " 'sds' : 'Lai_500m',\n",
+ "}\n",
+ "modis = Modis(**kwargs)\n",
+ "# specify day of year (DOY) and year\n",
+ "data_MCD15A3H = modis.get_data(2019,doy=1+4*10)\n",
+ "\n",
+ "# Call the 2D array `data` and \n",
+ "# confirm that it has a shape (2400, 2400)\n",
+ "data = data_MCD15A3H['Lai_500m']\n",
+ "assert data.shape == (2400,2400)\n",
+ "\n",
+ "# build a mask called `mask` of invalid pixels\n",
+ "mask = (data > 100)\n",
+ "\n",
+ "# count how many invalid pixels there are (`sum`)\n",
+ "perc = 100 * mask.sum()/(mask.shape[0] * mask.shape[1])\n",
+ "print(f'{perc : .2f}% invalid pixels')\n",
+ "\n",
+ "# scale the data array as appropriate to obtain LAI\n",
+ "data = data * 0.1\n",
+ "\n",
+ "# set invalid data values to 'not a number' np.nan\n",
+ "data[mask] = np.nan"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 4,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ ""
+ ]
+ },
+ "execution_count": 4,
+ "metadata": {},
+ "output_type": "execute_result"
+ },
+ {
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "import matplotlib.pyplot as plt\n",
+ "\n",
+ "fig, axs = plt.subplots(1,1,figsize=(16,8))\n",
+ "# plot image data: use vmin and vmax to set limits\n",
+ "im = axs.imshow(data,vmax=10,interpolation=None)\n",
+ "fig.colorbar(im, ax=axs)"
+ ]
+ }
+ ],
+ "metadata": {
+ "kernelspec": {
+ "display_name": "Python [conda env:geog0111-geog0111]",
+ "language": "python",
+ "name": "conda-env-geog0111-geog0111-py"
+ },
+ "language_info": {
+ "codemirror_mode": {
+ "name": "ipython",
+ "version": 3
+ },
+ "file_extension": ".py",
+ "mimetype": "text/x-python",
+ "name": "python",
+ "nbconvert_exporter": "python",
+ "pygments_lexer": "ipython3",
+ "version": "3.7.8"
+ }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 4
+}
diff --git a/notebooks_lab/065_LAI.ipynb b/notebooks_lab/065_LAI.ipynb
new file mode 100644
index 00000000..015a9d1d
--- /dev/null
+++ b/notebooks_lab/065_LAI.ipynb
@@ -0,0 +1,113 @@
+{
+ "cells": [
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "# Formative Assessment: LAI\n",
+ "\n",
+ "*Although we provide access to answers for this exercise, we want you to submit the codes you generate via Moodle, so that we can provide feedback. You should avoid looking at the answers before you submit your work. This submitted work does not count towards your course assessment, it is purely to allow us to provide some rapid feedback to you on how you are doing. You will need to put together a few elements from the notes so far to do all parts of this practical, but you should all be capable of doing it well. Pay attention to writing tidy code, with useful, clear comments and document strings.*\n",
+ "\n"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "#### Exercise 1\n",
+ "\n",
+ "Write a Python script to generate a combined LAI and land cover dataset, for a given year, tile set, and country\n",
+ "\n",
+ "* In a file `work/lc_lai.py`, write a function called `lc_lai` that has has the following arguments:\n",
+ "\n",
+ " * tile : list of MODIS tile names e.g `['h17v03','h18v03','h17v04','h18v04']`\n",
+ " * year : integer, e.g. `2018`\n",
+ " * fips : a FIPS country code string e.g. `LU`\n",
+ "\n",
+ " the following keyword options:\n",
+ " \n",
+ " * sigma=5 : std dev for Gaussian smoothing filter (default 5)\n",
+ "\n",
+ " and returns a dictionary with the following keys:\n",
+ "\n",
+ " 'Lai_500m' : regularised (interpolated) LAI: numpy float array of (Ndays,Nx,Ny) \n",
+ " 'mask' : a mask True for valid pixels: numpy bool array of (Nx,Ny)\n",
+ " 'LC_Type3' : Land cover: numpy byte array of (Nx,Ny) \n",
+ " 'doy' : array of integers of the day of year the lai\n",
+ "\n",
+ "\n",
+ "* In the same file, write a function `write_dataset` that takes as argument:\n",
+ "\n",
+ " dataset : the LAI, mask and LC dataset returned by lc_lai\n",
+ " ofile : str or Path object for output file\n",
+ " \n",
+ " the following keyword options:\n",
+ " \n",
+ " classy='Deciduous Broadleaf Forests' : name for LC_Type3 LC class\n",
+ "\n",
+ " and saves the doy and mean LAI over the specified country to a CSV text file in ofile.\n",
+ " \n",
+ " The function should also print out the number of samples for that land cover type (Hint: sum the combined valid/land cover mask), and not proceed further if there are no samples for the given LC class.\n",
+ "\n",
+ "* In the same file, write a function `main()` that runs a test of `lc_lai` and `get_dataset` for the following scenario:\n",
+ "\n",
+ " tile : `['h17v03','h18v03','h17v04','h18v04']`\n",
+ " year : `2018`\n",
+ " fips : 'BE' (Belgium)\n",
+ " \n",
+ " and them reads and prints the doy and mean LAI from the file you have saved.\n",
+ " \n",
+ "* Run your script in a jupyter notebook, and and plot the dataset returned.\n",
+ "\n",
+ "Hint, use existing codes as far as possible, and re-purpose to this task. For example, you may find it convenient to use `geog0111.modis_annual` to get teh MODIS dataset.\n",
+ "\n",
+ "Rather than writing one huge function, you may find it useful to write a series of functions that you put together into the function `lc_lai`. For example, you might build a function to get the clipped LAI dataset, anothe to do the interpolation, another to get the land cover data, and another to build the mask. \n",
+ "\n",
+ "If you build the code as a series of smaller functions like this, test them as you go along. e.g. test that the function that getrs the LAI dataset works as intended before going on to the others. Check the data returned by looking at its shape, and perhaps doing some plots. You might find it useful to put all of thes tests into a notebook, so they become repeatable.\n",
+ "\n",
+ "Try to put checks into your code to ensure it is operating as intended.\n",
+ "\n",
+ "Hint: if you modularise your code in this way, the bare bones of the function will be as simple as something like:\n",
+ "\n",
+ " def lc_lai(tile,year,fips,sigma=5):\n",
+ " lc = get_lc(year,tile,fips)\n",
+ " lai,std,doy = get_lai(year,tile,fips)\n",
+ " weight = get_weight(lai,std)\n",
+ " interpolated_lai = regularise(lai,weight,sigma)\n",
+ " mask = make_mask(interpolated_lai)\n",
+ " odict = {\n",
+ " 'Lai_500m' : lai,\n",
+ " 'LC_Type3' : lc,\n",
+ " 'mask' : mask,\n",
+ " 'doy' : doy\n",
+ " }\n",
+ " return odict\n",
+ "\n",
+ "You can then concentrate on writing and testing the various sub-codes `get_lc`, `get_lai` etc. We suggest that you start with defining `get_lc(year,tile,fips)` as above, and work your way through the sub-functions. You will find code to achieve most of these items in the notes.\n",
+ "\n",
+ "Don't forget to make the file executable. Don't forget to import all of the packages you will use."
+ ]
+ }
+ ],
+ "metadata": {
+ "kernelspec": {
+ "display_name": "Python [conda env:geog0111-geog0111]",
+ "language": "python",
+ "name": "conda-env-geog0111-geog0111-py"
+ },
+ "language_info": {
+ "codemirror_mode": {
+ "name": "ipython",
+ "version": 3
+ },
+ "file_extension": ".py",
+ "mimetype": "text/x-python",
+ "name": "python",
+ "nbconvert_exporter": "python",
+ "pygments_lexer": "ipython3",
+ "version": "3.7.8"
+ }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 4
+}
diff --git a/notebooks_lab/065_LAI_answers.ipynb b/notebooks_lab/065_LAI_answers.ipynb
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+{
+ "cells": [
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "# Formative Assessment: LAI : Answers to exercises"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "#### Exercise 1\n",
+ "\n",
+ "Write a Python script to generate a combined LAI and land cover dataset, for a given year, tile set, and country\n",
+ "\n",
+ "* In a file `work/lc_lai.py`, write a function called `lc_lai` that has has the following arguments:\n",
+ "\n",
+ " * tile : list of MODIS tile names e.g `['h17v03','h18v03','h17v04','h18v04']`\n",
+ " * year : integer, e.g. `2018`\n",
+ " * fips : a FIPS country code string e.g. `LU`\n",
+ "\n",
+ " the following keyword options:\n",
+ " \n",
+ " * sigma=5 : std dev for Gaussian smoothing filter (default 5)\n",
+ "\n",
+ " and returns a dictionary with the following keys:\n",
+ "\n",
+ " 'Lai_500m' : regularised (interpolated) LAI: numpy float array of (Ndays,Nx,Ny) \n",
+ " 'mask' : a mask True for valid pixels: numpy bool array of (Nx,Ny)\n",
+ " 'LC_Type3' : Land cover: numpy byte array of (Nx,Ny) \n",
+ " 'doy' : array of integers of the day of year the lai\n",
+ "\n",
+ "\n",
+ "* In the same file, write a function `write_dataset` that takes as argument:\n",
+ "\n",
+ " dataset : the LAI, mask and LC dataset returned by lc_lai\n",
+ " ofile : str or Path object for output file\n",
+ " \n",
+ " the following keyword options:\n",
+ " \n",
+ " classy='Deciduous Broadleaf Forests' : name for LC_Type3 LC class\n",
+ "\n",
+ " and saves the doy and mean LAI over the specified country to a CSV text file in ofile.\n",
+ " \n",
+ " The function should also print out the number of samples for that land cover type (Hint: sum the combined valid/land cover mask), and not proceed further if there are no samples for the given LC class.\n",
+ "\n",
+ "* In the same file, write a function `main()` that runs a test of `lc_lai` and `get_dataset` for the following scenario:\n",
+ "\n",
+ " tile : `['h17v03','h18v03','h17v04','h18v04']`\n",
+ " year : `2018`\n",
+ " fips : 'BE' (Belgium)\n",
+ " \n",
+ " and them reads and prints the doy and mean LAI from the file you have saved.\n",
+ " \n",
+ "* Run your script in a jupyter notebook, and and plot the dataset returned.\n",
+ "\n",
+ "Hint, use existing codes as far as possible, and re-purpose to this task. For example, you may find it convenient to use `geog0111.modis_annual` to get teh MODIS dataset.\n",
+ "\n",
+ "Rather than writing one huge function, you may find it useful to write a series of functions that you put together into the function `lc_lai`. For example, you might build a function to get the clipped LAI dataset, anothe to do the interpolation, another to get the land cover data, and another to build the mask. \n",
+ "\n",
+ "If you build the code as a series of smaller functions like this, test them as you go along. e.g. test that the function that getrs the LAI dataset works as intended before going on to the others. Check the data returned by looking at its shape, and perhaps doing some plots. You might find it useful to put all of thes tests into a notebook, so they become repeatable.\n",
+ "\n",
+ "Try to put checks into your code to ensure it is operating as intended.\n",
+ "\n",
+ "Hint: if you modularise your code in this way, the bare bones of the function will be as simple as something like:\n",
+ "\n",
+ " def lc_lai(tile,year,fips,sigma=5):\n",
+ " lc = get_lc(year,tile,fips)\n",
+ " lai,std,doy = get_lai(year,tile,fips)\n",
+ " weight = get_weight(lai,std)\n",
+ " interpolated_lai = regularise(lai,weight,sigma)\n",
+ " mask = make_mask(interpolated_lai)\n",
+ " odict = {\n",
+ " 'Lai_500m' : lai,\n",
+ " 'LC_Type3' : lc,\n",
+ " 'mask' : mask,\n",
+ " 'doy' : doy\n",
+ " }\n",
+ " return odict\n",
+ "\n",
+ "You can then concentrate on writing and testing the various sub-codes `get_lc`, `get_lai` etc. We suggest that you start with defining `get_lc(year,tile,fips)` as above, and work your way through the sub-functions. You will find code to achieve most of these items in the notes.\n",
+ "\n",
+ "Don't forget to make the file executable. Don't forget to import all of the packages you will use."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 61,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "work/mydata.BE.2018.h17v03_h18v03_h17v04_h18v04.Grasslands.csv\n",
+ "class codes: [ 0 1 3 4 5 6 7 9 10 255]\n",
+ "we dont need to process MCD15A3H._h17v03_h18v03_h17v04_h18v04_.2018\n",
+ "Class Grasslands code 1 has 19330 samples\n",
+ " doy Lai_500m\n",
+ "0 1 0.876056\n",
+ "1 5 0.868610\n",
+ "2 9 0.864695\n",
+ "3 13 0.860147\n",
+ "4 17 0.856711\n",
+ ".. ... ...\n",
+ "87 349 0.952634\n",
+ "88 353 0.938344\n",
+ "89 357 0.919450\n",
+ "90 361 0.903372\n",
+ "91 365 0.889352\n",
+ "\n",
+ "[92 rows x 2 columns]\n"
+ ]
+ }
+ ],
+ "source": [
+ "#!/usr/bin/env python\n",
+ "# -*- coding: utf-8 -*- \n",
+ "\n",
+ "# import required package(s)\n",
+ "from geog0111.modis_annual import modis_annual\n",
+ "import pandas as pd\n",
+ "from geog0111.modis import Modis\n",
+ "import scipy\n",
+ "import scipy.ndimage.filters\n",
+ "import numpy as np\n",
+ "import gdal\n",
+ "from pathlib import Path\n",
+ "'''\n",
+ "lc_lai\n",
+ "\n",
+ "Purpose:\n",
+ "\n",
+ " generate a combined LAI and land cover dataset, for a given year, tile set, and country\n",
+ "\n",
+ " Formative Assessment: LAI\n",
+ " \n",
+ " Author: P. Lewis\n",
+ " Email: p.lewis@ucl.ac.uk\n",
+ " Date: 28 Aug 2020\n",
+ "\n",
+ " In a file work/lc_lai.py, write a function called lc_lai that has has the following arguments:\n",
+ "\n",
+ " tile : list of MODIS tile names e.g ['h17v03','h18v03','h17v04','h18v04']\n",
+ " year : integer, e.g. 2018\n",
+ " fips : a FIPS country code string e.g. LU\n",
+ "\n",
+ " the following keyword options:\n",
+ "\n",
+ " sigma=5 : std dev for Gaussian smoothing filter (default 5)\n",
+ " \n",
+ " and returns a dictionary with the following keys:\n",
+ "\n",
+ " 'Lai_500m' : regularised (interpolated) LAI: numpy float array of (Ndays,Nx,Ny) \n",
+ " 'mask' : a mask True for valid pixels: numpy byte array of (Nx,Ny) \n",
+ " 'LC_Type3' : Land cover: numpy byte array of (Nx,Ny)\n",
+ "\n",
+ "'''\n",
+ "\n",
+ "def get_lai_data(year,tile,fips):\n",
+ " '''\n",
+ " Get the LAI dataset for fips, tile and year\n",
+ " and return lai,doy\n",
+ " '''\n",
+ " # load some data\n",
+ " sds = ['Lai_500m','LaiStdDev_500m']\n",
+ " product = 'MCD15A3H'\n",
+ "\n",
+ " warp_args = {\n",
+ " 'dstNodata' : 255,\n",
+ " 'format' : 'MEM',\n",
+ " 'cropToCutline' : True,\n",
+ " 'cutlineWhere' : f\"FIPS='{fips}'\",\n",
+ " 'cutlineDSName' : 'data/TM_WORLD_BORDERS-0.3.shp'\n",
+ " }\n",
+ " \n",
+ " mfiles = modis_annual(year,tile,product,\\\n",
+ " sds=sds,warp_args=warp_args)\n",
+ " # scale it\n",
+ " lai = mfiles['Lai_500m'] * 0.1\n",
+ " std = mfiles['LaiStdDev_500m'] * 0.1\n",
+ " # doy from filenames\n",
+ " doy = np.array([int(i.split('-')[1]) for i in mfiles['bandnames']])\n",
+ " return lai,std,doy\n",
+ "\n",
+ "\n",
+ "def get_lc(year,tile,fips):\n",
+ " '''\n",
+ " Return LC mask for year,tile,fips\n",
+ " '''\n",
+ " kwargs = {\n",
+ " 'tile' : tile,\n",
+ " 'product' : 'MCD12Q1',\n",
+ " }\n",
+ " doy = 1\n",
+ " # get the LC data\n",
+ " modis = Modis(**kwargs)\n",
+ "\n",
+ " warp_args = {\n",
+ " 'dstNodata' : 255,\n",
+ " 'format' : 'MEM',\n",
+ " 'cropToCutline' : True,\n",
+ " 'cutlineWhere' : f\"FIPS='{fips}'\",\n",
+ " 'cutlineDSName' : 'data/TM_WORLD_BORDERS-0.3.shp'\n",
+ " }\n",
+ "\n",
+ " # specify day of year (DOY) and year\n",
+ " lcfiles = modis.get_modis(year,doy,warp_args=warp_args)\n",
+ " # get the item we want\n",
+ " g = gdal.Open(lcfiles['LC_Type3'])\n",
+ " # error checking\n",
+ " if not g:\n",
+ " print(f\"cannot open LC file {lcfiles['LC_Type3']}\")\n",
+ " return None\n",
+ " lc = g.ReadAsArray()\n",
+ " del g\n",
+ " print(f\"class codes: {np.unique(lc)}\")\n",
+ " return lc\n",
+ "\n",
+ "# get_weight(lai)\n",
+ "def get_weight(lai,std):\n",
+ " std[std<1] = 1\n",
+ " weight = np.zeros_like(std)\n",
+ " mask = (std > 0)\n",
+ " weight[mask] = 1./(std[mask]**2)\n",
+ " weight[lai > 10] = 0.\n",
+ "\n",
+ " return weight\n",
+ "\n",
+ "# regularise\n",
+ "def regularise(lai,weight,sigma):\n",
+ " ''' return regulaised dataset along axis 0'''\n",
+ " x = np.arange(-3*sigma,3*sigma+1)\n",
+ " gaussian = np.exp((-(x/sigma)**2)/2.0)\n",
+ "\n",
+ " numerator = scipy.ndimage.filters.convolve1d(lai * weight, gaussian, axis=0,mode='wrap')\n",
+ " denominator = scipy.ndimage.filters.convolve1d(weight, gaussian, axis=0,mode='wrap')\n",
+ "\n",
+ " # avoid divide by 0 problems by setting zero values\n",
+ " # of the denominator to not a number (NaN)\n",
+ " denominator[denominator==0] = np.nan\n",
+ "\n",
+ " interpolated_lai = numerator/denominator\n",
+ " return interpolated_lai\n",
+ "\n",
+ "def make_mask(interpolated_lai):\n",
+ " '''return True where there is no nan in axis 0'''\n",
+ " return ~np.isnan(np.sum(interpolated_lai,axis=0))\n",
+ " \n",
+ "# define a function lc_lai\n",
+ "def lc_lai(tile,year,fips,sigma=5):\n",
+ " '''\n",
+ " generate a combined LAI and land cover dataset, \n",
+ " for a given year, tile set, and country (defined by FIPS)\n",
+ " \n",
+ " Arguments:\n",
+ " \n",
+ " tile : list of MODIS tile names e.g ['h17v03','h18v03','h17v04','h18v04']\n",
+ " year : integer, e.g. 2018\n",
+ " fips : a FIPS country code string e.g. LU\n",
+ " \n",
+ " Options:\n",
+ " \n",
+ " sigma=5 : std dev for Gaussian smoothing filter (default 5)\n",
+ " \n",
+ " Output:\n",
+ " \n",
+ " a dictionary with the following keys:\n",
+ "\n",
+ " 'Lai_500m' : regularised (interpolated) LAI: numpy float array of (Ndays,Nx,Ny) \n",
+ " 'mask' : a mask True for valid pixels: numpy bool array of (Nx,Ny) \n",
+ " 'LC_Type3' : Land cover: numpy byte array of (Nx,Ny)\n",
+ "\n",
+ " '''\n",
+ " lc = get_lc(year,tile,fips)\n",
+ " lai,std,doy = get_lai_data(year,tile,fips)\n",
+ " weight = get_weight(lai,std)\n",
+ " interpolated_lai = regularise(lai,weight,sigma)\n",
+ " mask = make_mask(interpolated_lai)\n",
+ " odict = {\n",
+ " 'Lai_500m' : interpolated_lai,\n",
+ " 'LC_Type3' : lc,\n",
+ " 'mask' : mask,\n",
+ " 'doy' : doy\n",
+ " }\n",
+ " return odict\n",
+ "\n",
+ "\n",
+ "def get_lc_code(classy='Deciduous Broadleaf Forests'):\n",
+ " '''\n",
+ " Return lc_Type3 code for str classy\n",
+ " '''\n",
+ " # get the code for the LC class we want\n",
+ " lc_Type3 = pd.read_csv('data/LC_Type3_colour.csv')\n",
+ " code = int(lc_Type3['code'][lc_Type3['class'] == classy])\n",
+ " return code\n",
+ "\n",
+ "def write_dataset(dataset,ofile,classy='Deciduous Broadleaf Forests'):\n",
+ " '''\n",
+ " get dataset for given classy and save to CSV in ofile\n",
+ " '''\n",
+ " land_cover = dataset['LC_Type3']\n",
+ " lai = dataset['Lai_500m']\n",
+ " valid_mask = dataset['mask']\n",
+ " doy = dataset['doy']\n",
+ " # select pixels from combined masks\n",
+ " code = get_lc_code(classy=classy)\n",
+ " code_mask = (land_cover == code)\n",
+ " mask = np.logical_and(code_mask,valid_mask)\n",
+ " \n",
+ " # \n",
+ " # The function should also print out the number \n",
+ " # of samples for that land cover type \n",
+ " # (Hint: sum the combined valid/land cover mask), \n",
+ " # and not proceed further if there are no samples \n",
+ " # for the given LC class.\n",
+ " print(f'Class {classy} code {code} has {mask.sum()} samples')\n",
+ " if mask.sum():\n",
+ " # mean over axis 1\n",
+ " mean_lai = np.mean(lai[:,mask],axis=(1))\n",
+ " df = pd.DataFrame({'doy':doy,'Lai_500m':mean_lai})\n",
+ " # save as csv without the index\n",
+ " \n",
+ " else:\n",
+ " print(f\"no data in Class {classy}\")\n",
+ " # return something appropriate\n",
+ " df = pd.DataFrame({'doy':doy,'Lai_500m':[[0]]*len(doy)})\n",
+ " # save to CSV\n",
+ " df.to_csv(ofile,index=False)\n",
+ " \n",
+ "# define a function main() to call when a script\n",
+ "def main():\n",
+ " tile = ['h17v03','h18v03','h17v04','h18v04']\n",
+ " year = '2018'\n",
+ " fips = 'BE' \n",
+ " classy='Deciduous Broadleaf Forests'\n",
+ " #classy='Grasslands'\n",
+ " ofile = Path(f'work/mydata.{fips}.{year}.{\"_\".join(tile)}.{classy.replace(\" \",\"_\")}.csv')\n",
+ " print(ofile)\n",
+ " dataset = lc_lai(tile,year,fips,sigma=5)\n",
+ " write_dataset(dataset,ofile,classy=classy)\n",
+ " # read ofile\n",
+ " df1=pd.read_csv(ofile)\n",
+ " print(df1)\n",
+ " \n",
+ "# calls main() if the file is run as a Python script\n",
+ "if __name__ == \"__main__\":\n",
+ " main()\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 66,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ ""
+ ]
+ },
+ "execution_count": 66,
+ "metadata": {},
+ "output_type": "execute_result"
+ },
+ {
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "from pathlib import Path\n",
+ "import matplotlib.pyplot as plt\n",
+ "\n",
+ "tile = ['h17v03','h18v03','h17v04','h18v04']\n",
+ "year = '2018'\n",
+ "fips = 'BE' \n",
+ "\n",
+ "# plot \n",
+ "x_size,y_size=(10,5)\n",
+ "fig, axs = plt.subplots(1,1,figsize=(x_size,y_size))\n",
+ "axs.set_title(f'smoothed LAI {fips} {year}')\n",
+ "# ensure the same scale for all\n",
+ "axs.set_ylim(0,7)\n",
+ "axs.set_ylabel('LAI')\n",
+ "axs.set_xlabel('DOY 2019')\n",
+ "axs.set_xlim(0,365)\n",
+ "\n",
+ "for c in ['Deciduous Broadleaf Forests','Grasslands']:\n",
+ " \n",
+ " # read the datasets\n",
+ " ofile = Path(f'work/mydata.{fips}.{year}.{\"_\".join(tile)}.{c.replace(\" \",\"_\")}.csv')\n",
+ " df1=pd.read_csv(ofile)\n",
+ " x = df1['doy']\n",
+ " lai = df1['Lai_500m']\n",
+ "\n",
+ " axs.plot(x,lai,label=f\"{c} mean\")\n",
+ "\n",
+ "axs.legend(loc='upper right')"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 62,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "class codes: [ 0 1 3 4 5 6 7 9 10 255]\n",
+ "we dont need to process MCD15A3H._h17v03_h18v03_h17v04_h18v04_.2018\n"
+ ]
+ }
+ ],
+ "source": [
+ "# check things work as expected is quite useful\n",
+ "tile = ['h17v03','h18v03','h17v04','h18v04']\n",
+ "year = '2018'\n",
+ "fips = 'BE' \n",
+ "sigma = 5\n",
+ "lc = get_lc(year,tile,fips)\n",
+ "lai,std,doy = get_lai_data(year,tile,fips)\n",
+ "weight = get_weight(lai,std)\n",
+ "interpolated_lai = regularise(lai,weight,sigma)\n",
+ "mask = make_mask(interpolated_lai)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 67,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "Text(0.5, 1.0, 'data mask')"
+ ]
+ },
+ "execution_count": 67,
+ "metadata": {},
+ "output_type": "execute_result"
+ },
+ {
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "x_size,y_size=(10,10)\n",
+ "fig, axs = plt.subplots(1,1,figsize=(x_size,y_size))\n",
+ "x = doy\n",
+ "axs.imshow(mask,interpolation='nearest')\n",
+ "axs.set_title('data mask')"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 64,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "import matplotlib.pyplot as plt\n",
+ "\n",
+ "shape=(8,12)\n",
+ "x_size,y_size=(30,20)\n",
+ "\n",
+ "fig, axs = plt.subplots(*shape,figsize=(x_size,y_size))\n",
+ "axs = axs.flatten()\n",
+ "plt.setp(axs, xticks=[], yticks=[])\n",
+ "\n",
+ "for i in range(lai.shape[0]):\n",
+ " im = axs[i].imshow(lai[i],vmax=7,cmap=plt.cm.inferno_r,\\\n",
+ " interpolation='nearest')\n",
+ " axs[i].set_title(str(doy[i]))\n",
+ " fig.colorbar(im, ax=axs[i])"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 65,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "import matplotlib.pyplot as plt\n",
+ "\n",
+ "shape=(8,12)\n",
+ "x_size,y_size=(30,20)\n",
+ "\n",
+ "fig, axs = plt.subplots(*shape,figsize=(x_size,y_size))\n",
+ "axs = axs.flatten()\n",
+ "plt.setp(axs, xticks=[], yticks=[])\n",
+ "\n",
+ "for i in range(interpolated_lai.shape[0]):\n",
+ " im = axs[i].imshow(interpolated_lai[i],vmax=7,cmap=plt.cm.inferno_r,\\\n",
+ " interpolation='nearest')\n",
+ " axs[i].set_title(str(doy[i]))\n",
+ " fig.colorbar(im, ax=axs[i])"
+ ]
+ }
+ ],
+ "metadata": {
+ "kernelspec": {
+ "display_name": "Python [conda env:geog0111-geog0111]",
+ "language": "python",
+ "name": "conda-env-geog0111-geog0111-py"
+ },
+ "language_info": {
+ "codemirror_mode": {
+ "name": "ipython",
+ "version": 3
+ },
+ "file_extension": ".py",
+ "mimetype": "text/x-python",
+ "name": "python",
+ "nbconvert_exporter": "python",
+ "pygments_lexer": "ipython3",
+ "version": "3.7.8"
+ }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 4
+}
diff --git a/notebooks/070_Summary-Copy1.ipynb b/notebooks_lab/070_Summary.ipynb
similarity index 98%
rename from notebooks/070_Summary-Copy1.ipynb
rename to notebooks_lab/070_Summary.ipynb
index a3795b56..eb2d50b4 100644
--- a/notebooks/070_Summary-Copy1.ipynb
+++ b/notebooks_lab/070_Summary.ipynb
@@ -1,16 +1,5 @@
{
"cells": [
- {
- "cell_type": "markdown",
- "metadata": {},
- "source": [
- "\n",
- " \n",
- "\n",
- "\n",
- "[ ](051_Phenology_model.ipynb)\n"
- ]
- },
{
"cell_type": "markdown",
"metadata": {},
@@ -718,14 +707,6 @@
" |`np.sqrt(a)` | square root of values in array `a` ||\n",
" |`np.sin(a)` | sine of values in array `a`, assumed `a` values in radians etc.|"
]
- },
- {
- "cell_type": "markdown",
- "metadata": {},
- "source": [
- "[ ](051_Phenology_model.ipynb)\n",
- "\n"
- ]
}
],
"metadata": {
diff --git a/notebooks_lab/bin 2 b/notebooks_lab/bin 2
deleted file mode 120000
index 19f285ac..00000000
--- a/notebooks_lab/bin 2
+++ /dev/null
@@ -1 +0,0 @@
-../bin
\ No newline at end of file
diff --git a/notebooks_lab/copy 2 b/notebooks_lab/copy 2
deleted file mode 120000
index 6244af80..00000000
--- a/notebooks_lab/copy 2
+++ /dev/null
@@ -1 +0,0 @@
-../copy
\ No newline at end of file
diff --git a/notebooks_lab/data 2 b/notebooks_lab/data 2
deleted file mode 120000
index 4909e06e..00000000
--- a/notebooks_lab/data 2
+++ /dev/null
@@ -1 +0,0 @@
-../data
\ No newline at end of file
diff --git a/notebooks_lab/geog0111 2 b/notebooks_lab/geog0111 2
deleted file mode 120000
index 42cdcf85..00000000
--- a/notebooks_lab/geog0111 2
+++ /dev/null
@@ -1 +0,0 @@
-../geog0111
\ No newline at end of file
diff --git a/notebooks_lab/images 2 b/notebooks_lab/images 2
deleted file mode 120000
index 5e675731..00000000
--- a/notebooks_lab/images 2
+++ /dev/null
@@ -1 +0,0 @@
-../images
\ No newline at end of file
diff --git a/notebooks_lab/work/bin 2 b/notebooks_lab/work/bin 2
deleted file mode 120000
index 19f285ac..00000000
--- a/notebooks_lab/work/bin 2
+++ /dev/null
@@ -1 +0,0 @@
-../bin
\ No newline at end of file
diff --git a/notebooks_lab/work/data 2 b/notebooks_lab/work/data 2
deleted file mode 120000
index 4909e06e..00000000
--- a/notebooks_lab/work/data 2
+++ /dev/null
@@ -1 +0,0 @@
-../data
\ No newline at end of file
diff --git a/notebooks_lab/work/geog0111 2 b/notebooks_lab/work/geog0111 2
deleted file mode 120000
index 42cdcf85..00000000
--- a/notebooks_lab/work/geog0111 2
+++ /dev/null
@@ -1 +0,0 @@
-../geog0111
\ No newline at end of file
diff --git a/notebooks_lab/work/images 2 b/notebooks_lab/work/images 2
deleted file mode 120000
index 5e675731..00000000
--- a/notebooks_lab/work/images 2
+++ /dev/null
@@ -1 +0,0 @@
-../images
\ No newline at end of file
diff --git a/store_nb/DEV_scripts.ipynb b/store_nb/DEV_scripts.ipynb
index 2b3309f4..5a0ee176 100644
--- a/store_nb/DEV_scripts.ipynb
+++ b/store_nb/DEV_scripts.ipynb
@@ -115,9 +115,7 @@
"this is portable.\n",
"\n",
"In addition, it puts a link in from `~/$repo` to `$repo` for convenience (unless this \n",
- "already exists). It also puts a link in from `$UCLDATA` to `data/ucl` (default `${HOME}/geog0111/work`)\n",
- "so that a system-wide data directory can be put in, and referred to asd `data/ucl` from\n",
- "scripts.\n",
+ "already exists).\n",
"\n",
"This is called [`bin/setup.sh`](bin/setup.sh), but may be run independently to fix any broken links.\n",
"\n",