def postpro_test(f, g, m, cam, U, res):
if PLOT:
plt.figure()
m.Plot()
plt.plot(m.pgx, m.pgy, 'k.')
plt.title('Mesh and Integration Points')
plt.figure()
m.Plot(edgecolor='#CCCCCC')
m.Plot(U, 30, facecolor='r')
px.PlotMeshImage(f, m, cam)
px.PlotMeshImage(g, m, cam, U)
m.PlotContourDispl(U, s=30)
m.PlotContourStrain(U)
m.PlotResidualMap(res, cam, 1e5)
m.VTKMesh('unitary_test_0')
m.VTKSol('unitary_test_1', U)
# Visualization of the mesh using Matplotlib
m.Plot()
# Or Visualization of the mesh using Paraview
m.VTKMesh('dic_composite/Mesh')
#%% ============================================================================
# Pre-processing ==============================================================
# ==============================================================================
# Build the connectivity table
m.Connectivity()
# Build the quadrature rule; compute FE basis functions and derivatives
m.DICIntegration(cam)
# Plot Mesh on the reference image
px.PlotMeshImage(f,m,cam)
# Open reference image
imdef = imagefile % imnums[-2]
g = px.Image(imdef).Load()
# Multiscale initialization of the displacement
U0=px.MultiscaleInit(m,f,g,cam,3)
m.Plot(U0,30)
#%% ============================================================================
# Classic Modified Gauss Newton ===============================================
# ==============================================================================
U=U0.copy()
dic=px.DICEngine()
H=dic.ComputeLHS(f,m,cam)
m = px.ReadMeshGMSH('gmsh_t3_mm.msh')
m.Plot()
#%% CAMERA MODEL
do_calibration = False
if do_calibration:
ls = px.LSCalibrator(f, m)
ls.NewCircle()
ls.NewLine()
ls.NewLine()
ls.FineTuning()
cam = ls.Calibration()
else:
# reuse previous calibration parameters
cam = px.Camera(np.array([-10.509228, -51.082099, 6.440112, -1.573678]))
px.PlotMeshImage(f, m, cam)
#%%
m.Connectivity()
m.DICIntegration(cam)
m.DICIntegrationFast(cam)
U = px.MultiscaleInit(f, g, m, cam, scales=[3, 2, 1])
U, res = px.Correlate(f, g, m, cam, U0=U)
m.PlotContourDispl(U, s=30)
Example 5:
Other element types.
"""
import numpy as np
import pyxel as px
import matplotlib.pyplot as plt
f = px.Image('zoom-0053_1.tif').Load()
g = px.Image('zoom-0070_1.tif').Load()
# f.SelectROI()
roi = np.array([[537, 24], [850, 488]])
m = dict()
m[0], cam = px.MeshFromROI(roi, 50, f, typel=2) # tri3
m[1], _ = px.MeshFromROI(roi, 50, f, typel=3) # qua4
m[2], _ = px.MeshFromROI(roi, 50, f, typel=9) # tri6
m[3], _ = px.MeshFromROI(roi, 50, f, typel=10) # qua9
m[4], _ = px.MeshFromROI(roi, 50, f, typel=16) # qua8
for k in m.keys():
px.PlotMeshImage(f, m[k], cam)
m[k].Connectivity()
m[k].DICIntegration(cam)
U = px.MultiscaleInit(f, g, m[k], cam, scales=[3, 2, 1], l0=30)
U, res = px.Correlate(f, g, m[k], cam, U0=U)
plt.figure()
m[k].Plot(edgecolor='#CCCCCC')
m[k].Plot(U, 30)
