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.. _ssc: | ||
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============================================== | ||
Static Synchronous Compensator (SSC) | ||
============================================== | ||
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We implement the FACTS devices based on the following source: | ||
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A. Panosyan, "Modeling of advanced power transmission system controllers", | ||
Ph.D. dissertation, Gottfried Wilhelm Leibniz Universität Hannover, 2010. | ||
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The Static Synchronous Compensator (SSC), also known as STATCOM, is a shunt connected Flexible AC Transmission System | ||
(FACTS) controller. It connects an AC system to a Voltage Source Converter (VSC) through a coupling transformer. | ||
The SSC is used for reactive shunt compensation. Since the VSC is not connected to a power source, there is no active | ||
power exchange between the SSC and the AC system. Consequently, the SSC can only control the voltage magnitude of | ||
the AC system. | ||
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.. seealso:: | ||
:ref:`Unit Systems and Conventions <conventions>` | ||
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We demonstrate the use-case of this device in the | ||
pandapower tutorial: `FACTS <https://github.com/e2nIEE/pandapower/blob/develop/tutorials/FACTS.ipynb>`_. | ||
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Create Function | ||
===================== | ||
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.. autofunction:: pandapower.create.create_ssc | ||
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Input Parameters | ||
===================== | ||
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*net.ssc* | ||
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.. tabularcolumns:: |p{0.10\linewidth}|p{0.10\linewidth}|p{0.25\linewidth}|p{0.4\linewidth}| | ||
.. csv-table:: | ||
:file: ssc_par.csv | ||
:delim: ; | ||
:widths: 10, 10, 25, 40 | ||
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\*necessary for executing a power flow calculation. | ||
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Electric Model | ||
================= | ||
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.. image:: ssc.png | ||
:width: 12em | ||
:alt: alternate Text | ||
:align: center | ||
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The SSC is a VSC-based shunt-connected FACTS controller and can thus be modeled as a single-terminal active component. | ||
The corresponding terminal-admittance equation is given as: | ||
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.. math:: | ||
:nowrap: | ||
\begin{align*} | ||
\underline{Y}_{T} (\underline{U}_{1} - \underline{U}_{VSC}) = \underline{I}_{1} | ||
\end{align*} | ||
Where :math:`\underline{Y}_{T}` = 1/:math:`\underline{Z}_{T}` is the admittance of the lossless-assumed coupling transformer between | ||
the VSC and the ac system. :math:`\underline{U}_{VSC}` stands for the VSC output Voltage. | ||
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Result Parameters | ||
========================== | ||
*net.res_ssc* | ||
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.. tabularcolumns:: |p{0.10\linewidth}|p{0.10\linewidth}|p{0.40\linewidth}| | ||
.. csv-table:: | ||
:file: ssc_res.csv | ||
:delim: ; | ||
:widths: 10, 10, 40 |
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**Parameter**;**Datatype**;**Value Range**;**Explanation** | ||
name;string;;name of the SSC | ||
bus*;integer;;index of bus where the SSC is connected | ||
r_ohm*;float;:math:`\geq` 0;resistance of the coupling transformer component of SSC | ||
x_ohm*;float;:math:`\leq` 0;reactance of the coupling transformer component of SSC | ||
set_vm_pu*;float;;set-point for the bus voltage magnitude at the connection bus | ||
vm_internal_pu*;float;;The voltage magnitude of the voltage source converter VSC at the SSC component. | ||
va_internal_degree*;float;;The voltage angle of the voltage source converter VSC at the SSC component. | ||
controllable*;boolean;True / False;whether the element is considered as actively controlling or as a fixed shunt impedance | ||
in_service*;boolean;True / False;specifies if the SSC is in service. |
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**Parameter**;**Datatype**;**Explanation** | ||
q_mvar;float;shunt reactive power consumption of ssc [MVAr] | ||
vm_internal_pu;float;voltage magnitude at ssc internal bus [pu] | ||
va_internal_degree;float;voltage angle at ssc internal bus [degree] | ||
vm_pu;float;voltage magnitude at ssc bus [pu] | ||
va_degree;float;voltage angle at ssc bus [degree] |
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