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Added: Regression tests using the SPR equation solver
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../0445-properties.csv |
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../Annulus2D.xinp -spr | ||
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Input file: Annulus2D.xinp | ||
Equation solver: 1 | ||
Number of Gauss points: 4 | ||
Parsing input file Annulus2D.xinp | ||
Parsing <geometry> | ||
Parsing <patchfile> | ||
Reading data file annulus.g2 | ||
Reading patch 1 | ||
Parsing <raiseorder> | ||
Parsing <refine> | ||
Parsing <topologysets> | ||
Topology sets: fixed end (1,1,1D) | ||
fixed point (1,3,0D) | ||
inner curve (1,4,1D) | ||
pulled end (1,2,1D) | ||
Raising order of P1 0 1 | ||
Refining P1 7 1 | ||
Parsing <boundaryconditions> | ||
Parsing <dirichlet> | ||
Dirichlet code 12: (fixed) | ||
Parsing <dirichlet> | ||
Dirichlet code 2: (fixed) | ||
Parsing <dirichlet> | ||
Dirichlet code 1: (fixed) | ||
Parsing <neumann> | ||
Neumann code 1000000 direction 2: 1e+10 | ||
Parsing <elasticity> | ||
Material code 0: 2.068e+11 0.29 7820 | ||
Parsing input file succeeded. | ||
Equation solver: 1 | ||
Number of Gauss points: 4 | ||
Problem definition: | ||
Elasticity: 2D, gravity = 0 0 | ||
LinIsotropic: plane stress, E = 2.068e+11, nu = 0.29, rho = 7820 | ||
Resolving Dirichlet boundary conditions | ||
Constraining P1 V3 in direction(s) 12 | ||
Constraining P1 E1 in direction(s) 2 | ||
Constraining P1 E4 in direction(s) 1 (local projected) | ||
>>> SAM model summary <<< | ||
Number of elements 32 | ||
Number of nodes 94 | ||
Number of dofs 188 | ||
Number of constraints 36 | ||
Number of unknowns 129 | ||
Assembling interior matrix terms for P1 | ||
Assembling Neumann matrix terms for boundary 2 on P1 | ||
Solving the equation system ... | ||
>>> Solution summary <<< | ||
L2-norm : 0.44475 | ||
Max X-displacement : 0.69500 | ||
Max Y-displacement : 1.22735 | ||
Projecting secondary solution ... | ||
Greville point projection | ||
Energy norm |u^h| = a(u^h,u^h)^0.5 : 145174 | ||
External energy ((f,u^h)+(t,u^h)^0.5 : 145174 | ||
>>> Error estimates based on Greville point projection <<< | ||
Energy norm |u^r| = a(u^r,u^r)^0.5 : 144766 | ||
Error norm a(e,e)^0.5, e=u^r-u^h : 1266.18 | ||
relative error (% of |u^r|) : 0.874634 | ||
L2-norm |s^r| = (s^r,s^r)^0.5 : 5.74485e+10 | ||
L2-error (e,e)^0.5, e=s^r-s^h : 5.79253e+08 | ||
relative error (% of |s^r|) : 1.0083 |
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../Annulus3D.xinp -spr | ||
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Input file: Annulus3D.xinp | ||
Equation solver: 1 | ||
Number of Gauss points: 4 | ||
Parsing input file Annulus3D.xinp | ||
Parsing <geometry> | ||
Parsing <patchfile> | ||
Reading data file annulus3D.g2 | ||
Reading patch 1 | ||
Parsing <raiseorder> | ||
Parsing <refine> | ||
Parsing <topologysets> | ||
Topology sets: back surface (1,1,1D) (1,5,-1D) (1,6,-1D) (1,5,-2D) | ||
fixed edge (1,11,1D) | ||
fixed end (1,1,2D) | ||
inner edge (1,2,1D) | ||
inner surface (1,4,2D) | ||
pulled end (1,2,2D) | ||
Raising order of P1 0 1 1 | ||
Refining P1 7 1 1 | ||
Parsing <boundaryconditions> | ||
Parsing <dirichlet> | ||
Dirichlet code 3: (fixed) | ||
Parsing <dirichlet> | ||
Dirichlet code 123: (fixed) | ||
Parsing <dirichlet> | ||
Dirichlet code 2: (fixed) | ||
Parsing <dirichlet> | ||
Dirichlet code 1: (fixed) | ||
Parsing <dirichlet> | ||
Dirichlet code 1000003: (fixed) | ||
Parsing <neumann> | ||
Neumann code 1000000 direction 2: 1e+10 | ||
Parsing <elasticity> | ||
Material code 0: 2.068e+11 0.29 7820 | ||
Parsing input file succeeded. | ||
Equation solver: 1 | ||
Number of Gauss points: 4 | ||
Problem definition: | ||
Elasticity: 3D, gravity = 0 0 0 | ||
LinIsotropic: E = 2.068e+11, nu = 0.29, rho = 7820 | ||
Resolving Dirichlet boundary conditions | ||
Constraining P1 E1 in direction(s) 3 | ||
Constraining P1 E5 in direction(s) 3 | ||
Constraining P1 E6 in direction(s) 3 | ||
Constraining P1 E11 in direction(s) 123 | ||
Constraining P1 E2 in direction(s) 1 | ||
Constraining P1 F5 in direction(s) 3 | ||
Constraining P1 F1 in direction(s) 2 | ||
Constraining P1 F-4 in direction(s) 3 (local projected) | ||
>>> SAM model summary <<< | ||
Number of elements 64 | ||
Number of nodes 376 | ||
Number of dofs 1128 | ||
Number of D-dofs 912 | ||
Number of X-dofs 216 | ||
Number of constraints 216 | ||
Number of unknowns 741 | ||
Assembling interior matrix terms for P1 | ||
Assembling Neumann matrix terms for boundary 2 on P1 | ||
Solving the equation system ... | ||
>>> Solution summary <<< | ||
L2-norm : 0.300821 | ||
Max X-displacement : 0.59306 node 370 | ||
Max Y-displacement : 1.0174 node 376 | ||
Max Z-displacement : 0.0223644 node 359 | ||
Projecting secondary solution ... | ||
Greville point projection | ||
Energy norm |u^h| = a(u^h,u^h)^0.5 : 132214 | ||
External energy ((f,u^h)+(t,u^h)^0.5 : 132214 | ||
>>> Error estimates based on Greville point projection <<< | ||
Energy norm |u^r| = a(u^r,u^r)^0.5 : 131734 | ||
Error norm a(e,e)^0.5, e=u^r-u^h : 1218.15 | ||
relative error (% of |u^r|) : 0.924711 | ||
L2-norm |s^r| = (s^r,s^r)^0.5 : 6.00616e+10 | ||
L2-error (e,e)^0.5, e=s^r-s^h : 6.53109e+08 | ||
relative error (% of |s^r|) : 1.0874 |
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../AnnulusWithTemp2D.xinp -2Dpstrain -spr | ||
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Input file: AnnulusWithTemp2D.xinp | ||
Equation solver: 1 | ||
Number of Gauss points: 4 | ||
Parsing input file AnnulusWithTemp2D.xinp | ||
Parsing <geometry> | ||
Parsing <patchfile> | ||
Reading data file quartulus.g2 | ||
Reading patch 1 | ||
Parsing <raiseorder> | ||
Parsing <refine> | ||
Parsing <topologysets> | ||
Topology sets: Bottom (1,1,1D) | ||
Left (1,2,1D) | ||
Parsing <patchfile> | ||
Parsing <raiseorder> | ||
Raising order of P1 1 1 | ||
Parsing <refine> | ||
Refining P1 15 15 | ||
Parsing <topologysets> | ||
Parsing <elasticity> | ||
Parsing <dirichlet> | ||
Dirichlet code 1: (fixed) | ||
Parsing <dirichlet> | ||
Dirichlet code 2: (fixed) | ||
Material code 0: 2e+11 0.3 7850 1.2e-05 | ||
Initial temperature: 273 | ||
Temperature: r=sqrt(x\*x+y\*y); a=0.03; b=0.04; Ti=373.0; To=293.0; Ti+(To-Ti)\*log(r/a)/log(b/a) | ||
Analytical solution: Pipe Ri=0.03 Ro=0.04 Ti=373 To=293 | ||
Parsing input file succeeded. | ||
Equation solver: 1 | ||
Number of Gauss points: 4 | ||
Problem definition: | ||
Elasticity: 2D, gravity = 0 0 | ||
LinIsotropic: E = 2e+11, nu = 0.3, rho = 7850, alpha = 1.2e-05 | ||
Resolving Dirichlet boundary conditions | ||
Constraining P1 E2 in direction(s) 1 | ||
Constraining P1 E1 in direction(s) 2 | ||
>>> SAM model summary <<< | ||
Number of elements 256 | ||
Number of nodes 342 | ||
Number of dofs 684 | ||
Number of unknowns 648 | ||
Number of quadrature points 4096 | ||
Processing integrand associated with code 0 | ||
Assembling interior matrix terms for P1 | ||
Solving the equation system ... | ||
>>> Solution summary <<< | ||
L2-norm : 1.74959e-05 | ||
Max X-displacement : 2.69689e-05 | ||
Max Y-displacement : 2.69689e-05 | ||
Projecting secondary solution ... | ||
Greville point projection | ||
Energy norm |u^h| = a(u^h,u^h)^0.5 : -3.02129 | ||
Exact norm |u| = a(u,u)^0.5 : -3.02129 | ||
Exact error a(e,e)^0.5, e=u-u^h : -0.00144707 | ||
Exact relative error (%) : 0.0478958 | ||
>>> Error estimates based on Greville point projection <<< | ||
Energy norm |u^r| = a(u^r,u^r)^0.5 : -3.02117 | ||
Error norm a(e,e)^0.5, e=u^r-u^h : -0.00217803 | ||
relative error (% of |u|) : 0.0720893 | ||
Exact error a(e,e)^0.5, e=u-u^r : -0.00170025 | ||
relative error (% of |u|) : 0.0562756 | ||
Effectivity index : 1.50513 | ||
L2-norm |s^r| = (s^r,s^r)^0.5 : -1.32478e+06 | ||
L2-error (e,e)^0.5, e=s^r-s^h : -1208.39 | ||
relative error (% of |s^r|) : 0.091214 |
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../Beam+KLcyl-p3.xinp -1D2DKLshell -spr | ||
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Input file: Beam+KLcyl-p3.xinp | ||
Equation solver: 1 | ||
Number of Gauss points: 4 | ||
Spline basis with C1-continuous patch interfaces is used | ||
Evaluation time for property functions: 1 | ||
Solution component output zero tolerance: 1e-06 | ||
1. Coupled linear static solver | ||
Parsing input file Beam+KLcyl-p3.xinp | ||
Parsing <KirchhoffLove> | ||
Parsing <patchfile> | ||
Reading data file halfcyl.g2 | ||
Reading patch 1 | ||
Parsing <raiseorder> | ||
Parsing <refine> | ||
Parsing <topologysets> | ||
Topology sets: P1 (0,0,0D) 3 0 0 | ||
P2 (0,1,0D) 5 0 0 | ||
left (1,3,1D) | ||
plate (1,0,2D) | ||
right (1,4,1D) | ||
Parsing <patchfile> | ||
Parsing <raiseorder> | ||
Raising order of P1 1 1 | ||
Parsing <refine> | ||
Refining P1 3 3 | ||
Parsing <topologysets> | ||
Parsing <rigid> | ||
Slave code 1000000 (P1): Master point index 0 (3 0 0) | ||
Parsing <rigid> | ||
Slave code 2000000 (P2): Master point index 1 (5 0 0) | ||
Material code 0: 2.1e+11 0.3 7850 0.01 | ||
Pressure code 1: 10000 | ||
Parsing <beam> | ||
Parsing <geometry> | ||
Parsing <patches> | ||
Reading inlined patch geometry definition | ||
Reading patch 1 | ||
Reading patch 2 | ||
Parsing <refine> | ||
Parsing <topologysets> | ||
Topology sets: end1 (1,2,0D) | ||
end2 (2,1,0D) | ||
support (1,1,0D) (2,2,0D) | ||
Parsing <patches> | ||
Parsing <refine> | ||
Refining P1 3 | ||
Refining P2 3 | ||
Parsing <topologysets> | ||
Parsing <boundaryconditions> | ||
Parsing <dirichlet> | ||
Dirichlet code 12345: (fixed) | ||
Parsing <material> | ||
Stiffness moduli = 2.1e+11 8.07692e+10, mass density = 7850 | ||
Parsing <properties> | ||
Constant beam properties: | ||
Cross section area = 0.00596903, moments of inertia = 5.40197e-05 2.70098e-05 2.70098e-05 5.40197e-05 | ||
Shear parameters = 0 0 2 2 | ||
Parsing <coupling> | ||
Parsing <connection> | ||
Master point: "P1" (0,0,0D) | ||
Slave point: "end1" (1,2,0D) | ||
Parsing <connection> | ||
Master point: "P2" (0,1,0D) | ||
Slave point: "end2" (2,1,0D) | ||
Parsing <postprocessing> | ||
Parsing <resultpoints> | ||
Parsing <plot_rigid> | ||
Parsing <resultpoints> | ||
Parsing <plot_rigid> | ||
Parsing input file succeeded. | ||
Equation solver: 1 | ||
Number of Gauss points: p (p = polynomial degree of basis) | ||
Spline basis with C1-continuous patch interfaces is used | ||
11. Kirchhoff-Love plate/shell solver | ||
Problem definition: | ||
KirchhoffLoveShell: thickness = 0.01, gravity = 0 | ||
LinIsotropic: plane stress, E = 2.1e+11, nu = 0.3, rho = 7850, alpha = 0 | ||
Resolving Dirichlet boundary conditions | ||
>>> SAM model summary <<< | ||
Number of elements 32 | ||
Number of nodes 80 | ||
Number of dofs 246 | ||
Number of D-dofs 234 | ||
Number of X-dofs 12 | ||
Number of constraints 156 | ||
Number of unknowns 90 | ||
12. Linear Elastic Beam solver | ||
Problem definition: | ||
ElasticBeam: E = 2.1e+11, G = 8.07692e+10, rho = 7850 | ||
A = 0.00596903, Ix = 5.40197e-05, Iy = 2.70098e-05, Iz = 2.70098e-05, It = 5.40197e-05 | ||
Ky = 2, Kz = 2, Sy = 0, Sz = 0 | ||
Resolving Dirichlet boundary conditions | ||
Constraining P1 V1 in direction(s) 12345 | ||
Constraining P2 V2 in direction(s) 12345 | ||
>>> SAM model summary <<< | ||
Number of elements 8 | ||
Number of nodes 10 | ||
Number of dofs 60 | ||
Number of unknowns 50 | ||
13. Coupled linear static solver | ||
Coupling node mapping: | ||
85 -> 79 | ||
86 -> 80 | ||
>>> SAM model summary <<< | ||
Number of elements 40 | ||
Number of nodes 90 | ||
Number of dofs 294 | ||
Number of D-dofs 294 | ||
Number of constraints 156 | ||
Number of unknowns 128 | ||
21. Kirchhoff-Love plate/shell solver | ||
Number of quadrature points 240 | ||
Processing integrand associated with code 0 | ||
Assembling interior matrix terms for P1 | ||
Done. | ||
22. Linear Elastic Beam solver | ||
Number of quadrature points 8 | ||
Processing integrand associated with code 0 | ||
Assembling interior matrix terms for P1 | ||
Assembling interior matrix terms for P2 | ||
Done. | ||
23. Coupled linear static solver | ||
Solving the equation system ... | ||
>>> Solution summary <<< | ||
L2-norm : 0.00780397 | ||
Max X-displacement : 0.000204385 | ||
Max Y-displacement : 0.0159828 | ||
Max Z-displacement : 0.000220573 |
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