Commit 2f2ec880 authored by florez's avatar florez
Browse files

wall with rips

parent 973adb6c
%% Cell type:code id:59a9f2d7-aadb-4d96-9b19-0cfcf7c950dc tags:
%% Cell type:code id:3a4b7e63-10d0-4af2-bc97-5360ea402ff5 tags:
``` python
import numpy as np
import akantu as aka
```
%% Cell type:code id:91261137-56d5-49b9-b386-dfb54d40da2a tags:
``` python
import subprocess
ret = subprocess.run("gmsh -3 -order 1 -o cyl_03_mohit.msh cyl_03_mohit.geo", shell=True)
if ret.returncode:
print("Beware, gmsh could not run: mesh is not regenerated")
else:
print("Mesh generated")
```
%%%% Output: stream
Mesh generated
%% Cell type:code id:c1339e28-e6b1-4155-b25e-f3b848025838 tags:
``` python
material_file = """
material elastic [
name = steel
rho = 1 # density
E = 1 # young's modulus
rho = 7800 # density
E = 210e6 # young's modulus
nu = 0.3 # poisson's ratio
]"""
# writing the material file
open('material.dat', 'w').write(material_file)
#reading the material file
material_file = 'material.dat'
```
%% Cell type:code id:30c1bb68-80b2-41ea-9aa6-a08daf741c9b tags:
``` python
mesh = aka.Mesh(3)
mesh.read('cyl_02.msh')
aka.parseInput(material_file)
spatial_dimension = 3
mesh = aka.Mesh(spatial_dimension)
mesh.read('cyl_03_mohit.msh')
model = aka.SolidMechanicsModel(mesh)
model.initFull(_analysis_method=aka._static)
```
%% Cell type:code id:23cdc1b2-692e-4457-a454-89d49722e94a tags:
``` python
mesh.createBoundaryGroupFromGeometry()
aka.parseInput(material_file)
```
%% Cell type:code id:a1d797dd-c63c-4b8b-9aaa-5d00947a414a tags:
%% Cell type:code id:9bb306b5-2e9c-4b3e-aaeb-347e7a1ee5f8 tags:
``` python
for dir in [aka._x, aka._y, aka._z]:
model.applyBC(aka.FixedValue(0, dir), "bottom")
model.applyBC(aka.FixedValue(0.0, dir), "bottom")
# trac = np.eye(3)
trac = [0, 0, 1]
trac = [0, 0, 1e6]
model.applyBC(aka.FromTraction(trac), "top")
np.set_printoptions(threshold=10)
model.getExternalForce()
```
%% Cell type:code id:4d56ac9e-37db-48d3-8366-f8f8cb000bb6 tags:
``` python
steel = model.getMaterial('steel')
steel
```
%%%% Output: execute_result
array([[0.00000000e+00, 0.00000000e+00, 0.00000000e+00],
[0.00000000e+00, 0.00000000e+00, 1.00506689e-05],
[0.00000000e+00, 0.00000000e+00, 0.00000000e+00],
...,
[0.00000000e+00, 0.00000000e+00, 2.04378535e-03],
[0.00000000e+00, 0.00000000e+00, 2.01312308e-03],
[0.00000000e+00, 0.00000000e+00, 2.40760514e-03]])
<py11_akantu.Material at 0x7f9c53837030>
%% Cell type:code id:e26678ea-2a60-44fb-8956-6ce84db4174f tags:
%% Cell type:code id:845b08f6-cda8-4a72-8fa0-f1ba47fb432f tags:
``` python
solver = model.getNonLinearSolver()
solver.set("max_iterations", 2)
solver.set("threshold", 1e-10)
solver.set("max_iterations", 6)
solver.set("threshold", 1e-8)
solver.set("convergence_type", aka.SolveConvergenceCriteria.residual)
model.solveStep()
```
%%%% Output: error
%% Cell type:code id:5a37bde3-b92c-401b-9429-c76b9beddb05 tags:
``` python
conn = mesh.getConnectivity(aka._tetrahedron_4)
stress_field = model.getMaterial(0).getStress(aka._tetrahedron_4)
```
%% Cell type:code id:60a70c37-31bf-48bf-a4ac-8333abd62e93 tags:
``` python
# specify what field to output into paraview files
model.setBaseName("cylinder")
model.addDumpFieldVector("displacement")
model.addDumpFieldVector("external_force")
model.addDumpField("strain")
model.addDumpField("stress")
model.addDumpField("blocked_dofs")
model.dump()
```
%% Cell type:code id:ac9c3e33-7117-4809-a433-3e7fef3a3344 tags:
``` python
import pyvista as pv
p = pv.Plotter(off_screen=False, notebook=False)
p.background_color = 'white'
cyl_msh = pv.read(f'paraview/cylinder_{1:04d}.pvtu')
cyl_msh.set_active_scalars('displacement')
cyl_warped = cyl_msh.warp_by_vector('displacement')
cyl_warped.set_active_scalars('displacement')
cyl_warped.plot()
```
%%%% Output: display_data
![](data:image/png;base64,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)
---------------------------------------------------------------------------
Exception Traceback (most recent call last)
<ipython-input-6-68da59902414> in <module>
4 solver.set("convergence_type", aka.SolveConvergenceCriteria.residual)
5
----> 6 model.solveStep()
%%%% Output: execute_result
[(11.76918721474053, 11.773988933099506, 16.8785422055756),
(-0.002860101117820313, 0.0019416172411571564, 5.106494889717247),
(0.0, 0.0, 1.0)]
%% Cell type:code id:738e4f52-bea5-4ae3-9454-2456af57c208 tags:
Exception: akantu::debug::CriticalError : Error in mumps during solve process, check mumps user guide INFO(1) = -3 [/tmp/app/spack-stage/spack-stage-akantu-master-t5tv2fws2j5an4dr4sqytng27g7b3fyr/spack-src/src/solver/sparse_solver_mumps.cc:445]
``` python
```
......
......@@ -3,9 +3,10 @@ SetFactory("OpenCASCADE");
//+
Cylinder(1) = {0, 0, 0, 0, 0, 1, 0.5, 2*Pi};
//+
Surface Loop(2) = {1, 2, 3};
//Surface Loop(2) = {1, 2, 3};
//+
Volume(2) = {2};
//Volume(2) = {2};
Physical Surface("bottom") = {3};
Physical Surface("top") = {2};
Physical Volume("steel") = {1};
\ No newline at end of file
%% Cell type:code id:3a4b7e63-10d0-4af2-bc97-5360ea402ff5 tags:
``` python
import numpy as np
import akantu as aka
```
%% Cell type:code id:91261137-56d5-49b9-b386-dfb54d40da2a tags:
``` python
# import subprocess
# ret = subprocess.run("gmsh -3 -order 1 -o out.msh in.geo", shell=True)
# if ret.returncode:
# print("Beware, gmsh could not run: mesh is not regenerated")
# else:
# print("Mesh generated")
```
%% Cell type:code id:c1339e28-e6b1-4155-b25e-f3b848025838 tags:
``` python
material_file = """
material elastic [
name = steel
rho = 7800 # density
E = 210e6 # young's modulus
nu = 0.3 # poisson's ratio
]"""
# writing the material file
open('material.dat', 'w').write(material_file)
#reading the material file
material_file = 'material.dat'
```
%% Cell type:code id:30c1bb68-80b2-41ea-9aa6-a08daf741c9b tags:
``` python
aka.parseInput(material_file)
spatial_dimension = 3
mesh = aka.Mesh(spatial_dimension)
mesh.read('cube.msh')
model = aka.SolidMechanicsModel(mesh)
model.initFull(_analysis_method=aka._static)
```
%% Cell type:code id:9bb306b5-2e9c-4b3e-aaeb-347e7a1ee5f8 tags:
``` python
for dir in [aka._x, aka._y, aka._z]:
model.applyBC(aka.FixedValue(0.0, dir), "bottom")
# trac = np.eye(3)
trac = [0, 0, 1e8]
model.applyBC(aka.FromTraction(trac), "top")
np.set_printoptions(threshold=10)
```
%% Cell type:code id:4d56ac9e-37db-48d3-8366-f8f8cb000bb6 tags:
``` python
steel = model.getMaterial('steel')
steel
```
%%%% Output: execute_result
<py11_akantu.Material at 0x7f6b84a29670>
%% Cell type:code id:845b08f6-cda8-4a72-8fa0-f1ba47fb432f tags:
``` python
solver = model.getNonLinearSolver()
solver.set("max_iterations", 6)
solver.set("threshold", 1e-8)
solver.set("convergence_type", aka.SolveConvergenceCriteria.residual)
model.solveStep()
```
%% Cell type:code id:2a96374a-1ade-42cf-8024-69c1dd27f02e tags:
``` python
mesh.getConnectivity(aka._tetrahedron_4)
stress_field = model.getMaterial(0).getStress(aka._tetrahedron_4)
np.set_printoptions(threshold=100)
stress_field
mesh.getNbNodes()
```
%%%% Output: execute_result
14
%% Cell type:code id:23e23201-534c-4b3b-8121-6f8504b57243 tags:
``` python
np.argmax(stress_field,0)
np.size(stress_field,0)
stress_normal = stress_field[:,(0,4,8)]
np.size(stress_normal,0)
```
%%%% Output: execute_result
24
%% Cell type:code id:60a70c37-31bf-48bf-a4ac-8333abd62e93 tags:
``` python
# specify what field to output into paraview files
model.setBaseName("cube")
model.addDumpFieldVector("displacement")
model.addDumpFieldVector("external_force")
model.addDumpField("strain")
model.addDumpField("stress")
model.addDumpField("blocked_dofs")
model.dump()
```
%% Cell type:code id:ac9c3e33-7117-4809-a433-3e7fef3a3344 tags:
``` python
import pyvista as pv
p = pv.Plotter(off_screen=False, notebook=False)
p.background_color = 'white'
cyl_msh = pv.read(f'paraview/cube_{0:04d}.pvtu')
cyl_msh.set_active_scalars('displacement')
cyl_warped = cyl_msh.warp_by_vector('displacement')
cyl_warped.set_active_scalars('displacement')
cyl_warped.plot()
```
%%%% Output: display_data
![](data:image/png;base64,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)
%%%% Output: execute_result
[(2.754554231723738, 2.754554231723738, 2.9766984554233167),
(0.5, 0.5, 0.7221442236995788),
(0.0, 0.0, 1.0)]
%% Cell type:code id:738e4f52-bea5-4ae3-9454-2456af57c208 tags:
``` python
```
//+
SetFactory("OpenCASCADE");
Box(1) = {0, 0, 0, 1, 1, 1};
//+
Physical Surface("top") = {6};
//+
Physical Surface("bottom") = {5};
Physical Surface("top") = {6};
Physical Volume("cube") = {1};
box1[] = Point{1};
Printf("this is text %g", box1[2]);
Mesh.MeshSizeMin = 1;
Mesh.MeshSizeMax = 1;
Mesh.SaveAll = 1;
Mesh.ElementOrder = 1;
Mesh 3;
Save "cube.msh";
$MeshFormat
4.1 0 8
$EndMeshFormat
$PhysicalNames
3
2 1 "bottom"
2 2 "top"
3 3 "cube"
$EndPhysicalNames
$Entities
8 12 6 1
1 0 0 1 0
2 0 0 0 0
3 0 1 1 0
4 0 1 0 0
5 1 0 1 0
6 1 0 0 0
7 1 1 1 0
8 1 1 0 0
1 -1e-07 -1e-07 -9.999999994736442e-08 1e-07 1e-07 1.0000001 0 2 2 -1
2 -1e-07 -9.999999994736442e-08 0.9999999000000001 1e-07 1.0000001 1.0000001 0 2 1 -3
3 -1e-07 0.9999999000000001 -9.999999994736442e-08 1e-07 1.0000001 1.0000001 0 2 4 -3
4 -1e-07 -9.999999994736442e-08 -1e-07 1e-07 1.0000001 1e-07 0 2 2 -4
5 0.9999999000000001 -1e-07 -9.999999994736442e-08 1.0000001 1e-07 1.0000001 0 2 6 -5
6 0.9999999000000001 -9.999999994736442e-08 0.9999999000000001 1.0000001 1.0000001 1.0000001 0 2 5 -7
7 0.9999999000000001 0.9999999000000001 -9.999999994736442e-08 1.0000001 1.0000001 1.0000001 0 2 8 -7
8 0.9999999000000001 -9.999999994736442e-08 -1e-07 1.0000001 1.0000001 1e-07 0 2 6 -8
9 -9.999999994736442e-08 -1e-07 -1e-07 1.0000001 1e-07 1e-07 0 2 2 -6
10 -9.999999994736442e-08 -1e-07 0.9999999000000001 1.0000001 1e-07 1.0000001 0 2 1 -5
11 -9.999999994736442e-08 0.9999999000000001 -1e-07 1.0000001 1.0000001 1e-07 0 2 4 -8
12 -9.999999994736442e-08 0.9999999000000001 0.9999999000000001 1.0000001 1.0000001 1.0000001 0 2 3 -7
1 -1e-07 -9.999999994736442e-08 -9.999999994736442e-08 1e-07 1.0000001 1.0000001 0 4 1 2 -3 -4
2 0.9999999000000001 -9.999999994736442e-08 -9.999999994736442e-08 1.0000001 1.0000001 1.0000001 0 4 5 6 -7 -8
3 -9.999999994736442e-08 -1e-07 -9.999999994736442e-08 1.0000001 1e-07 1.0000001 0 4 9 5 -10 -1
4 -9.999999994736442e-08 0.9999999000000001 -9.999999994736442e-08 1.0000001 1.0000001 1.0000001 0 4 11 7 -12 -3
5 -9.999999994736442e-08 -9.999999994736442e-08 -1e-07 1.0000001 1.0000001 1e-07 1 1 4 4 11 -8 -9
6 -9.999999994736442e-08 -9.999999994736442e-08 0.9999999000000001 1.0000001 1.0000001 1.0000001 1 2 4 2 12 -6 -10
1 -9.999999994736442e-08 -9.999999994736442e-08 -9.999999994736442e-08 1.0000001 1.0000001 1.0000001 1 3 6 1 2 3 4 5 6
$EndEntities
$Nodes
27 14 1 14
0 1 0 1
1
0 0 1
0 2 0 1
2
0 0 0
0 3 0 1
3
0 1 1
0 4 0 1
4
0 1 0
0 5 0 1
5
1 0 1
0 6 0 1
6
1 0 0
0 7 0 1
7
1 1 1
0 8 0 1
8
1 1 0
1 1 0 0
1 2 0 0
1 3 0 0
1 4 0 0
1 5 0 0
1 6 0 0
1 7 0 0
1 8 0 0
1 9 0 0
1 10 0 0
1 11 0 0
1 12 0 0
2 1 0 1
9
0 0.5 0.5
2 2 0 1
10
1 0.5 0.5
2 3 0 1
11
0.5 0 0.5
2 4 0 1
12
0.5 1 0.5
2 5 0 1
13
0.5 0.5 0
2 6 0 1
14
0.5 0.5 1
3 1 0 0
$EndNodes
$Elements
27 68 1 68
0 1 15 1
1 1
0 2 15 1
2 2
0 3 15 1
3 3
0 4 15 1
4 4
0 5 15 1
5 5
0 6 15 1
6 6
0 7 15 1
7 7
0 8 15 1
8 8
1 1 1 1
9 2 1
1 2 1 1
10 1 3
1 3 1 1
11 4 3
1 4 1 1
12 2 4
1 5 1 1
13 6 5
1 6 1 1
14 5 7
1 7 1 1
15 8 7
1 8 1 1
16 6 8
1 9 1 1
17 2 6
1 10 1 1
18 1 5
1 11 1 1
19 4 8
1 12 1 1
20 3 7
2 1 2 4
21 2 1 9
22 1 3 9
23 4 2 9
24 3 4 9
2 2 2 4
25 6 10 5
26 5 10 7
27 8 10 6
28 7 10 8
2 3 2 4
29 1 2 11
30 5 1 11