boxSize = 30 # Max size of the domain with randomized particles. Computationally expensive to set it high.
inclusions = rveToolbox.generateSphericalInclusions(density, boxSize, averageRadius*2/3, averageRadius*4/3, averageRadius*0.05, 3, seed)
sys.exit()
# Debugging code (testing to see that chosen sizes work well):
#rveToolbox.plotSphericalInclusions(inclusions, boxSize, 3, True)
#rveSize = 10;
#rvePosition = array([0,0,0])
#rveInclusions = rveToolbox.getInclusionsInBox(rvePosition, rveSize, inclusions)
#rveToolbox.plotSphericalInclusions(rveInclusions, boxSize, 3, True)
rvePosition = array([0,0,0])
rveSize = 1;
nelem = 5*rveSize; # 5 elements per unit cell
rveInclusions = rveToolbox.getInclusionsInBox(rvePosition, rveSize, inclusions)
n = nelem*2 + 1;
X, Y, Z = mgrid[0:rveSize:n*1j, 0:rveSize:n*1j, 0:rveSize:n*1j ]
# Convenient numbering of nodes (keeping track of all 27 nodes for the fixed grid is almost impossible otherwise).
nX, nY, nZ = mgrid[0:n, 0:n, 0:n ].astype(int)
nC = nX + nY*n + nZ*n*n + 1; # + 1 because of oofems numbering
# Create elements
elem = zeros([nelem*nelem*nelem, 27]).astype(int)
emat = zeros([nelem*nelem*nelem]).astype(int)
for ez in range(0,nelem):
for ey in range(0,nelem):
for ex in range(0,nelem):
e = ex + ey*nelem + ez*nelem*nelem
def printRVE(rveSampleNumber, rveSize, rvePosition):
nelem = 5 * rveSize
# 5 elements per unit cell
rveInclusions = rveToolbox.getInclusionsInBox(rvePosition, rveSize,
inclusions)
print('%d inclusions in RVE' % len(rveInclusions))
n = nelem * 2 + 1
X, Y, Z = mgrid[rvePosition[0]:(rvePosition[0] + rveSize):n * 1j,
rvePosition[1]:(rvePosition[1] + rveSize):n * 1j,
rvePosition[2]:(rvePosition[2] + rveSize):n * 1j]
# Convenient numbering of nodes (keeping track of all 27 nodes for the fixed grid is almost impossible otherwise).
nX, nY, nZ = mgrid[0:n, 0:n, 0:n].astype(int)
nC = nX + nY * n + nZ * n * n + 1
# + 1 because of oofems numbering
# Create elements
elem = zeros([nelem * nelem * nelem, 27]).astype(int)
emat = zeros([nelem * nelem * nelem]).astype(int)
for ez in range(0, nelem):
for ey in range(0, nelem):
for ex in range(0, nelem):
e = ex + ey * nelem + ez * nelem * nelem
elem[e, 0] = nC[0 + ex * 2, 0 + ey * 2, 2 + ez * 2]
elem[e, 1] = nC[0 + ex * 2, 2 + ey * 2, 2 + ez * 2]
elem[e, 2] = nC[2 + ex * 2, 2 + ey * 2, 2 + ez * 2]
elem[e, 3] = nC[2 + ex * 2, 0 + ey * 2, 2 + ez * 2]
elem[e, 4] = nC[0 + ex * 2, 0 + ey * 2, 0 + ez * 2]
elem[e, 5] = nC[0 + ex * 2, 2 + ey * 2, 0 + ez * 2]
elem[e, 6] = nC[2 + ex * 2, 2 + ey * 2, 0 + ez * 2]
elem[e, 7] = nC[2 + ex * 2, 0 + ey * 2, 0 + ez * 2]
elem[e, 8] = nC[0 + ex * 2, 1 + ey * 2, 2 + ez * 2]
elem[e, 9] = nC[1 + ex * 2, 2 + ey * 2, 2 + ez * 2]
elem[e, 10] = nC[2 + ex * 2, 1 + ey * 2, 2 + ez * 2]
elem[e, 11] = nC[1 + ex * 2, 0 + ey * 2, 2 + ez * 2]
elem[e, 12] = nC[0 + ex * 2, 1 + ey * 2, 0 + ez * 2]
elem[e, 13] = nC[1 + ex * 2, 2 + ey * 2, 0 + ez * 2]
elem[e, 14] = nC[2 + ex * 2, 1 + ey * 2, 0 + ez * 2]
elem[e, 15] = nC[1 + ex * 2, 0 + ey * 2, 0 + ez * 2]
elem[e, 16] = nC[0 + ex * 2, 0 + ey * 2, 1 + ez * 2]
elem[e, 17] = nC[0 + ex * 2, 2 + ey * 2, 1 + ez * 2]
elem[e, 18] = nC[2 + ex * 2, 2 + ey * 2, 1 + ez * 2]
elem[e, 19] = nC[2 + ex * 2, 0 + ey * 2, 1 + ez * 2]
elem[e, 20] = nC[1 + ex * 2, 1 + ey * 2, 2 + ez * 2]
elem[e, 21] = nC[1 + ex * 2, 1 + ey * 2, 0 + ez * 2]
elem[e, 22] = nC[0 + ex * 2, 1 + ey * 2, 1 + ez * 2]
elem[e, 23] = nC[1 + ex * 2, 2 + ey * 2, 1 + ez * 2]
elem[e, 24] = nC[2 + ex * 2, 1 + ey * 2, 1 + ez * 2]
elem[e, 25] = nC[1 + ex * 2, 0 + ey * 2, 1 + ez * 2]
elem[e, 26] = nC[1 + ex * 2, 1 + ey * 2, 1 + ez * 2]
# Check if center coordinate is within some sphere:
emat[e] = 1
ccoord = array([
X[1 + ex * 2, 1 + ey * 2,
1 + ez * 2], Y[1 + ex * 2, 1 + ey * 2, 1 + ez * 2],
Z[1 + ex * 2, 1 + ey * 2, 1 + ez * 2]
])
for inc in rveInclusions:
if linalg.norm(ccoord - inc[1]) <= inc[0]:
emat[e] = 2
break
# Write the input file
fname = 'hexstokes_size%d_sample%d' % (rveSize, rveSampleNumber)
f = open(fname + '.in', 'w')
print(fname + '.out', file=f)
print('Hex grid for incompressible stokes flow', file=f)
print(
'StokesFlow nsteps 1 rtolf 1e-6 lstype 3 smtype 7 nonlinform 1 nmodules 0',
file=f)
#print('Nonlinearstatic nsteps 1 rtolf 1e-6 lstype 3 smtype 7 controlmode 1 nmodules 1', file=f)
#print('VTKXML tstep_all domain_all primvars 2 4 5 cellvars 1 46', file=f)
#print('VTKXML tstep_all domain_all primvars 1 1 cellvars 2 46 4', file=f)
print('Domain 3dIncompFlow', file=f)
#print('Domain 3d', file=f)
print('OutputManager', file=f)
print('ndofman',
n * n * n,
'nelem',
nelem * nelem * nelem,
'ncrosssect 1 nmat 2 nbc 4 nic 0 nltf 1 nset 4',
file=f)
# Nodes:
for nz in range(0, n):
for ny in range(0, n):
for nx in range(0, n):
node = nx + ny * n + nz * n * n + 1
print('Node',
node,
'coords 3',
X[nx, ny, nz],
Y[nx, ny, nz],
Z[nx, ny, nz],
file=f)
# Elements:
for ez in range(0, nelem):
for ey in range(0, nelem):
for ex in range(0, nelem):
e = ex + ey * nelem + ez * nelem * nelem
q = elem[e]
elname = 'Hexa21Stokes'
#elname = 'Q27Space'
print(elname,
e + 1,
'mat',
emat[e],
'crossSect 1 nodes',
size(q),
q[0],
q[1],
q[2],
q[3],
q[4],
q[5],
q[6],
q[7],
q[8],
q[9],
q[10],
q[11],
q[12],
q[13],
q[14],
q[15],
q[16],
q[17],
q[18],
q[19],
q[20],
q[21],
q[22],
q[23],
q[24],
q[25],
q[26],
file=f)
#print('EmptyCS 1', file=f)
print('SimpleCS 1 thick 0.2', file=f)
print('NewtonianFluid 1 d 1 mu 1', file=f)
print('NewtonianFluid 2 d 1 mu 5', file=f)
#print('IsoLE 1 d 1 E 1 n 0.45 talpha 0', file=f)
#print('IsoLE 2 d 1 E 5 n 0.45 talpha 0', file=f)
#print('MixedGradientPressureNeumann 1 loadTimeFunction 1 set 1 devgradient 6 0 0 0 1 1 1 pressure 0', file=f)
print(
'MixedGradientPressureDirichlet 1 loadTimeFunction 1 set 1 dofs 6 1 2 3 7 8 9 devgradient 6 0 0 0 1 1 1 pressure 0',
file=f)
#print('PrescribedGradient 1 loadTimeFunction 1 set 1 dofs 6 1 2 3 7 8 9 gradient 3 3 {0 0 1; 0 0 0; 1 0 0}', file=f)
print(
'BoundaryCondition 2 d 0.0 loadTimeFunction 1 dofs 6 1 2 3 7 8 9 set 0',
file=f)
print(
'BoundaryCondition 3 d 1.0 loadTimeFunction 1 dofs 6 1 2 3 7 8 9 set 0',
file=f)
print('DeadWeight 4 loadTimeFunction 1 components 3 0 0 -1 set 0', file=f)
print('ConstantFunction 1 f(t) 1.0', file=f)
print('Set 1 elementboundaries', 2 * 6 * nelem * nelem, end=' ', file=f)
ez = 0
for ey in range(0, nelem):
for ex in range(0, nelem):
e = ex + ey * nelem + ez * nelem * nelem + 1
print(e, 2, end=' ', file=f)
ez = nelem - 1
for ey in range(0, nelem):
for ex in range(0, nelem):
e = ex + ey * nelem + ez * nelem * nelem + 1
print(e, 1, end=' ', file=f)
for ez in range(0, nelem):
ey = 0
for ex in range(0, nelem):
e = ex + ey * nelem + ez * nelem * nelem + 1
print(e, 6, end=' ', file=f)
for ez in range(0, nelem):
ey = nelem - 1
for ex in range(0, nelem):
e = ex + ey * nelem + ez * nelem * nelem + 1
print(e, 4, end=' ', file=f)
for ez in range(0, nelem):
for ey in range(0, nelem):
ex = 0
e = ex + ey * nelem + ez * nelem * nelem + 1
print(e, 3, end=' ', file=f)
for ez in range(0, nelem):
for ey in range(0, nelem):
ex = nelem - 1
e = ex + ey * nelem + ez * nelem * nelem + 1
print(e, 5, end=' ', file=f)
print('', file=f)
print('Set 2 elementboundaries', 2 * nelem * nelem, end=' ', file=f)
ez = nelem - 1
for ey in range(0, nelem):
for ex in range(0, nelem):
e = ex + ey * nelem + ez * nelem * nelem + 1
print(e, 1, end=' ', file=f)
print('', file=f)
print('Set 3 nodes 1', nC[nelem][nelem][nelem], file=f)
print('Set 4 elementRanges {(', 1, nelem * nelem * nelem, ')}', file=f)
f.close()
seed)
sys.exit()
# Debugging code (testing to see that chosen sizes work well):
#rveToolbox.plotSphericalInclusions(inclusions, boxSize, 3, True)
#rveSize = 10;
#rvePosition = array([0,0,0])
#rveInclusions = rveToolbox.getInclusionsInBox(rvePosition, rveSize, inclusions)
#rveToolbox.plotSphericalInclusions(rveInclusions, boxSize, 3, True)
rvePosition = array([0, 0, 0])
rveSize = 1
nelem = 5 * rveSize
# 5 elements per unit cell
rveInclusions = rveToolbox.getInclusionsInBox(rvePosition, rveSize, inclusions)
n = nelem * 2 + 1
X, Y, Z = mgrid[0:rveSize:n * 1j, 0:rveSize:n * 1j, 0:rveSize:n * 1j]
# Convenient numbering of nodes (keeping track of all 27 nodes for the fixed grid is almost impossible otherwise).
nX, nY, nZ = mgrid[0:n, 0:n, 0:n].astype(int)
nC = nX + nY * n + nZ * n * n + 1
# + 1 because of oofems numbering
# Create elements
elem = zeros([nelem * nelem * nelem, 27]).astype(int)
emat = zeros([nelem * nelem * nelem]).astype(int)
for ez in range(0, nelem):
for ey in range(0, nelem):
for ex in range(0, nelem):
def printRVE(folder, name, rveSampleNumber, rveSize, rvePosition, nelem, bctype, k):
# elname, w = 'Hex21Stokes', 3
# elname, w = 'Q27Space', 3
# elname, w = 'LSpace', 2
# elname, w = 'QBrick1HT', 3
elname, w = 'Brick1HT', 2
rveInclusions = rveToolbox.getInclusionsInBox(rvePosition, rveSize, inclusions)
print('Generating RVE {:3d}, {:.1f}, {}, {:.0f}, {} inclusions in RVE'.format(rveSampleNumber, rveSize, bctype, k, len(rveInclusions)))
n = nelem*(w-1) + 1
#X, Y, Z = np.mgrid[-rveSize*0.5:rveSize*0.5:n*1j,
#-rveSize*0.5:rveSize*0.5:n*1j,
#-rveSize*0.5:rveSize*0.5:n*1j]
# Convenient numbering of nodes (keeping track of all 27 nodes for the fixed grid is almost impossible otherwise).
#nX, nY, nZ = np.mgrid[0:n, 0:n, 0:n].astype(int)
#nC = nX + nY*n + nZ*n*n + 1 # type: np.ndarray
# Create elements
#eX, eY, eZ = np.mgrid[0:nelem, 0:nelem, 0:nelem].astype(int)
#e = eX + eY*nelem + eZ*nelem*nelem
#elem = np.zeros([nelem*nelem*nelem, w**3]).astype(int)
#if w == 3:
#elem[e, 0] = nC[0+eX*2, 0+eY*2, 2+eZ*2]
#elem[e, 1] = nC[0+eX*2, 2+eY*2, 2+eZ*2]
#elem[e, 2] = nC[2+eX*2, 2+eY*2, 2+eZ*2]
#elem[e, 3] = nC[2+eX*2, 0+eY*2, 2+eZ*2]
#elem[e, 4] = nC[0+eX*2, 0+eY*2, 0+eZ*2]
#elem[e, 5] = nC[0+eX*2, 2+eY*2, 0+eZ*2]
#elem[e, 6] = nC[2+eX*2, 2+eY*2, 0+eZ*2]
#elem[e, 7] = nC[2+eX*2, 0+eY*2, 0+eZ*2]
#elem[e, 8] = nC[0+eX*2, 1+eY*2, 2+eZ*2]
#elem[e, 9] = nC[1+eX*2, 2+eY*2, 2+eZ*2]
#elem[e, 10] = nC[2+eX*2, 1+eY*2, 2+eZ*2]
#elem[e, 11] = nC[1+eX*2, 0+eY*2, 2+eZ*2]
#elem[e, 12] = nC[0+eX*2, 1+eY*2, 0+eZ*2]
#elem[e, 13] = nC[1+eX*2, 2+eY*2, 0+eZ*2]
#elem[e, 14] = nC[2+eX*2, 1+eY*2, 0+eZ*2]
#elem[e, 15] = nC[1+eX*2, 0+eY*2, 0+eZ*2]
#elem[e, 16] = nC[0+eX*2, 0+eY*2, 1+eZ*2]
#elem[e, 17] = nC[0+eX*2, 2+eY*2, 1+eZ*2]
#elem[e, 18] = nC[2+eX*2, 2+eY*2, 1+eZ*2]
#elem[e, 19] = nC[2+eX*2, 0+eY*2, 1+eZ*2]
#elem[e, 20] = nC[1+eX*2, 1+eY*2, 2+eZ*2]
#elem[e, 21] = nC[1+eX*2, 1+eY*2, 0+eZ*2]
#elem[e, 22] = nC[0+eX*2, 1+eY*2, 1+eZ*2]
#elem[e, 23] = nC[1+eX*2, 2+eY*2, 1+eZ*2]
#elem[e, 24] = nC[2+eX*2, 1+eY*2, 1+eZ*2]
#elem[e, 25] = nC[1+eX*2, 0+eY*2, 1+eZ*2]
#elem[e, 26] = nC[1+eX*2, 1+eY*2, 1+eZ*2]
#else:
#elem[e, 0] = nC[0+eX, 0+eY, 1+eZ]
#elem[e, 1] = nC[0+eX, 1+eY, 1+eZ]
#elem[e, 2] = nC[1+eX, 1+eY, 1+eZ]
#elem[e, 3] = nC[1+eX, 0+eY, 1+eZ]
#elem[e, 4] = nC[0+eX, 0+eY, 0+eZ]
#elem[e, 5] = nC[0+eX, 1+eY, 0+eZ]
#elem[e, 6] = nC[1+eX, 1+eY, 0+eZ]
#elem[e, 7] = nC[1+eX, 0+eY, 0+eZ]
# Generate sets:
#xp = [] # x+
#for ez in range(0, nelem):
#for ey in range(0, nelem):
#ex = nelem-1
#e = ex + ey*nelem + ez*nelem*nelem + 1
#xp.append([e, 5])
#xm = [] # x-
#for ez in range(0, nelem):
#for ey in range(0, nelem):
#ex = 0
#e = ex + ey*nelem + ez*nelem*nelem + 1
#xm.append([e, 3])
#yp = [] # y+
#for ez in range(0, nelem):
#ey = nelem-1
#for ex in range(0, nelem):
#e = ex + ey*nelem + ez*nelem*nelem + 1
#yp.append([e, 4])
#ym = [] # y-
#for ez in range(0, nelem):
#ey = 0
#for ex in range(0, nelem):
#e = ex + ey*nelem + ez*nelem*nelem + 1
#ym.append([e, 6])
#zp = [] # z+
#ez = nelem-1
#for ey in range(0, nelem):
#for ex in range(0, nelem):
#e = ex + ey*nelem + ez*nelem*nelem + 1
#zp.append([e, 1])
#zm = [] # z-
#ez = 0
#for ey in range(0, nelem):
#for ex in range(0, nelem):
#e = ex + ey*nelem + ez*nelem*nelem + 1
#zm.append([e, 2])
ccoord = np.mgrid[(0.5*rveSize/nelem + rvePosition[0]):(rvePosition[0]+rveSize-0.5*rveSize/nelem):nelem*1j,
(0.5*rveSize/nelem + rvePosition[1]):(rvePosition[1]+rveSize-0.5*rveSize/nelem):nelem*1j,
(0.5*rveSize/nelem + rvePosition[2]):(rvePosition[2]+rveSize-0.5*rveSize/nelem):nelem*1j]
ccoord = np.transpose([ccoord[0].flatten('F'), ccoord[1].flatten('F'), ccoord[2].flatten('F')])
emat = np.ones([nelem*nelem*nelem]).astype(int)
for inc in rveInclusions:
emat[np.linalg.norm(ccoord - inc[1], axis=1) <= inc[0]] = 2
#print("Starting printing to file")
# Write the input file
f = open(folder + '/' + name + '.in', 'w')
print(name+'.out', file=f)
print('Hex grid RVE', file=f)
if elname == 'Hexa21Stokes':
print('StokesFlow nsteps 1 rtolf 1e-6 lstype 3 smtype 7 nonlinform 1 nmodules 0', file=f)
print('VTKXML tstep_all domain_all primvars 2 4 5 cellvars 1 103', file=f)
elif elname == 'LSpace' or elname == 'Q27Space':
print('StaticStructural nsteps 1 rtolf 1e-6 lstype 3 smtype 7 nmodules 1', file=f)
print('VTKXML tstep_all domain_all primvars 1 1 cellvars 3 103 1 4', file=f)
else:
print('StationaryProblem nsteps 1 rtolf 1e-6 lstype 3 smtype 7 nmodules 1', file=f)
print('VTKXML tstep_all domain_all primvars 1 6 cellvars 3 103 56 41', file=f)
print('Domain 3d', file=f)
print('OutputManager', file=f)
print('ndofman', n*n*n, 'nelem', nelem*nelem*nelem, 'ncrosssect 2 nmat 2 nbc 2 nic 0 nltf 1 nset 12 nsd 3', file=f)
# Nodes:
#for nz in range(n):
#for ny in range(n):
#for nx in range(n):
#node = nx + ny * n + nz * n * n + 1
#print('Node', node, 'coords 3', X[nx, ny, nz], Y[nx, ny, nz], Z[nx, ny, nz], file=f)
## Elements:
#for ez in range(nelem):
#for ey in range(nelem):
#for ex in range(nelem):
#e = ex + ey*nelem + ez*nelem*nelem
#q = elem[e]
#print(elname, e+1, ' nodes', len(q), *q, file=f)
print('@include "hex.grid"', file=f)
#print('Set 1 elementboundaries', 2*nelem*nelem, ' '.join([str(a) + ' ' + str(b) for a, b in xm]), file=f)
#print('Set 2 elementboundaries', 2*nelem*nelem, ' '.join([str(a) + ' ' + str(b) for a, b in ym]), file=f)
#print('Set 3 elementboundaries', 2*nelem*nelem, ' '.join([str(a) + ' ' + str(b) for a, b in zm]), file=f)
#print('Set 4 elementboundaries', 2*nelem*nelem, ' '.join([str(a) + ' ' + str(b) for a, b in xp]), file=f)
#print('Set 5 elementboundaries', 2*nelem*nelem, ' '.join([str(a) + ' ' + str(b) for a, b in yp]), file=f)
#print('Set 6 elementboundaries', 2*nelem*nelem, ' '.join([str(a) + ' ' + str(b) for a, b in zp]), file=f)
#print('Set 7 nodes 1', (n*n*n + n*n + n) // 2, file=f)
#tot = np.concatenate([xm, ym, zm, xp, yp, zp])
#print('Set 8 elementboundaries', 6*2*nelem*nelem, ' '.join([str(a) + ' ' + str(b) for a, b in tot]), file=f)
#tot = np.concatenate([xp, yp, zp])
#print('Set 9 elementboundaries', 3*2*nelem*nelem, ' '.join([str(a) + ' ' + str(b) for a, b in tot]), file=f)
#tot = np.concatenate([xm, ym, zm])
#print('Set 10 elementboundaries', 3*2*nelem*nelem, ' '.join([str(a) + ' ' + str(b) for a, b in tot]), file=f)
print('Set 11 elements', np.count_nonzero(emat == 1), ' '.join([str(a+1) for a in np.nonzero(emat == 1)[0]]), file=f)
print('Set 12 elements', np.count_nonzero(emat == 2), ' '.join([str(a+1) for a in np.nonzero(emat == 2)[0]]), file=f)
if elname == 'Hexa21Stokes':
print('FluidCS 1 mat 1 set 11', file=f)
print('FluidCS 1 mat 2 set 12', file=f)
print('NewtonianFluid 1 d 1 mu 1', file=f)
print('NewtonianFluid 2 d {} mu 1'.format(k), file=f)
elif elname == 'LSpace' or elname == 'Q27Space':
print('SimpleCS 1 material 1 set 11', file=f)
print('SimpleCS 1 material 2 set 12', file=f)
print('IsoLE 1 d 1 E 1 n 0.3 talpha 0', file=f)
print('IsoLE 2 d 1 E {} n 0.3 talpha 0'.format(k), file=f)
else:
print('SimpleTransportCS 1 mat 1 set 11', file=f)
print('SimpleTransportCS 2 mat 2 set 12', file=f)
print('IsoHeat 1 d 1 k 1 c 0', file=f)
print('IsoHeat 2 d 1 k {} c 0'.format(k), file=f)
if bctype == 'd' or bctype == 'md':
# print('PrescribedGradient 1 loadTimeFunction 1 set 1 dofs 6 1 2 3 7 8 9 gradient 3 3 {0 0 1; 0 0 0; 1 0 0}', file=f)
# print('MixedGradientPressureDirichlet 1 loadTimeFunction 1 set 1 dofs 6 1 2 3 7 8 9 devgradient 6 0 0 0 1 1 1 pressure 0', file=f)
if bctype == 'md':
print('TMGradDirichlet 1 loadTimeFunction 1 centercoords 3 0 0 0 gradient 3 0 0 1 dofs 1 10 set 8 surfsets 6 1 2 3 4 5 6 usexi', file=f)
else:
print('TMGradDirichlet 1 loadTimeFunction 1 centercoords 3 0 0 0 gradient 3 0 0 1 dofs 1 10 set 8', file=f)
print('BoundaryCondition 2 loadTimeFunction 1 values 1 0 dofs 1 10 set 0', file=f)
elif bctype == 'n' or bctype == 'mn':
# print('MixedGradientPressureNeumann 1 loadTimeFunction 1 set 1 devgradient 6 0 0 0 1 1 1 pressure 0', file=f)
if bctype == 'mn':
print('TMGradNeumann 1 loadTimeFunction 1 centercoords 3 0 0 0 gradient 3 0 0 1 dofs 1 10 surfsets 6 1 2 3 4 5 6 useeta', file=f)
else:
print('TMGradNeumann 1 loadTimeFunction 1 centercoords 3 0 0 0 gradient 3 0 0 1 dofs 1 10 surfsets 6 1 2 3 4 5 6', file=f)
print('BoundaryCondition 2 loadTimeFunction 1 values 1 0 dofs 1 10 set 0', file=f)
elif bctype == 'p':
print('TMGradPeriodic 1 loadTimeFunction 1 centercoords 3 0 0 0 gradient 3 0 0 1 jump 3 {0} {0} {0} dofs 1 10 set 9 masterset 10'.format(rveSize), file=f)
print('BoundaryCondition 2 loadTimeFunction 1 values 1 0 dofs 1 10 set 0', file=f)
else:
print('BoundaryCondition 1 loadTimeFunction 1 values 1 0 dofs 1 10 set 1', file=f)
print('BoundaryCondition 2 loadTimeFunction 1 values 1 1 dofs 1 10 set 4', file=f)
print('ConstantFunction 1 f(t) 1.0', file=f)
f.close()
def printRVE(rveSampleNumber, rveSize, rvePosition):
nelem = 5*rveSize; # 5 elements per unit cell
rveInclusions = rveToolbox.getInclusionsInBox(rvePosition, rveSize, inclusions)
print('%d inclusions in RVE'%len(rveInclusions))
n = nelem*2 + 1;
X, Y, Z = mgrid[rvePosition[0]:(rvePosition[0]+rveSize):n*1j,
rvePosition[1]:(rvePosition[1]+rveSize):n*1j,
rvePosition[2]:(rvePosition[2]+rveSize):n*1j ]
# Convenient numbering of nodes (keeping track of all 27 nodes for the fixed grid is almost impossible otherwise).
nX, nY, nZ = mgrid[0:n, 0:n, 0:n ].astype(int)
nC = nX + nY*n + nZ*n*n + 1; # + 1 because of oofems numbering
# Create elements
elem = zeros([nelem*nelem*nelem, 27]).astype(int)
emat = zeros([nelem*nelem*nelem]).astype(int)
for ez in range(0,nelem):
for ey in range(0,nelem):
for ex in range(0,nelem):
e = ex + ey*nelem + ez*nelem*nelem
elem[e, 0] = nC[0+ex*2,0+ey*2,2+ez*2]
elem[e, 1] = nC[0+ex*2,2+ey*2,2+ez*2]
elem[e, 2] = nC[2+ex*2,2+ey*2,2+ez*2]
elem[e, 3] = nC[2+ex*2,0+ey*2,2+ez*2]
elem[e, 4] = nC[0+ex*2,0+ey*2,0+ez*2]
elem[e, 5] = nC[0+ex*2,2+ey*2,0+ez*2]
elem[e, 6] = nC[2+ex*2,2+ey*2,0+ez*2]
elem[e, 7] = nC[2+ex*2,0+ey*2,0+ez*2]
elem[e, 8] = nC[0+ex*2,1+ey*2,2+ez*2]
elem[e, 9] = nC[1+ex*2,2+ey*2,2+ez*2]
elem[e,10] = nC[2+ex*2,1+ey*2,2+ez*2]
elem[e,11] = nC[1+ex*2,0+ey*2,2+ez*2]
elem[e,12] = nC[0+ex*2,1+ey*2,0+ez*2]
elem[e,13] = nC[1+ex*2,2+ey*2,0+ez*2]
elem[e,14] = nC[2+ex*2,1+ey*2,0+ez*2]
elem[e,15] = nC[1+ex*2,0+ey*2,0+ez*2]
elem[e,16] = nC[0+ex*2,0+ey*2,1+ez*2]
elem[e,17] = nC[0+ex*2,2+ey*2,1+ez*2]
elem[e,18] = nC[2+ex*2,2+ey*2,1+ez*2]
elem[e,19] = nC[2+ex*2,0+ey*2,1+ez*2]
elem[e,20] = nC[1+ex*2,1+ey*2,2+ez*2]
elem[e,21] = nC[1+ex*2,1+ey*2,0+ez*2]
elem[e,22] = nC[0+ex*2,1+ey*2,1+ez*2]
elem[e,23] = nC[1+ex*2,2+ey*2,1+ez*2]
elem[e,24] = nC[2+ex*2,1+ey*2,1+ez*2]
elem[e,25] = nC[1+ex*2,0+ey*2,1+ez*2]
elem[e,26] = nC[1+ex*2,1+ey*2,1+ez*2]
# Check if center coordinate is within some sphere:
emat[e] = 1
ccoord = array([
X[1+ex*2,1+ey*2,1+ez*2],
Y[1+ex*2,1+ey*2,1+ez*2],
Z[1+ex*2,1+ey*2,1+ez*2]
])
for inc in rveInclusions:
if linalg.norm(ccoord - inc[1]) <= inc[0]:
emat[e] = 2
break
# Write the input file
fname = 'hexstokes_size%d_sample%d'%(rveSize,rveSampleNumber);
f = open(fname+'.in','w')
print(fname+'.out', file=f)
print('Hex grid for incompressible stokes flow', file=f)
print('StokesFlow nsteps 1 rtolf 1e-6 lstype 3 smtype 7 nonlinform 1 nmodules 0', file=f)
#print('Nonlinearstatic nsteps 1 rtolf 1e-6 lstype 3 smtype 7 controlmode 1 nmodules 1', file=f)
#print('VTKXML tstep_all domain_all primvars 2 4 5 cellvars 1 46', file=f)
#print('VTKXML tstep_all domain_all primvars 1 1 cellvars 2 46 4', file=f)
print('Domain 3dIncompFlow', file=f)
#print('Domain 3d', file=f)
print('OutputManager', file=f)
print('ndofman', n*n*n, 'nelem', nelem*nelem*nelem, 'ncrosssect 1 nmat 2 nbc 4 nic 0 nltf 1 nset 4', file=f)
# Nodes:
for nz in range(0,n):
for ny in range(0,n):
for nx in range(0,n):
node = nx + ny * n + nz * n * n + 1
print('Node', node, 'coords 3', X[nx,ny,nz], Y[nx,ny,nz], Z[nx,ny,nz], file=f)
# Elements:
for ez in range(0,nelem):
for ey in range(0,nelem):
for ex in range(0,nelem):
e = ex + ey*nelem + ez*nelem*nelem
q = elem[e];
elname = 'Hexa21Stokes'
#elname = 'Q27Space'
print(elname, e+1, 'mat', emat[e], 'crossSect 1 nodes',size(q),
q[0],q[1],q[2],q[3],q[4],q[5],q[6],q[7],q[8],q[9],q[10],q[11],q[12],q[13],q[14],q[15],q[16],
q[17],q[18],q[19],q[20],q[21],q[22],q[23],q[24],q[25],q[26],
file=f)
#print('EmptyCS 1', file=f)
print('SimpleCS 1 thick 0.2', file=f)
print('NewtonianFluid 1 d 1 mu 1', file=f)
print('NewtonianFluid 2 d 1 mu 5', file=f)
#print('IsoLE 1 d 1 E 1 n 0.45 talpha 0', file=f)
#print('IsoLE 2 d 1 E 5 n 0.45 talpha 0', file=f)
#print('MixedGradientPressureNeumann 1 loadTimeFunction 1 set 1 devgradient 6 0 0 0 1 1 1 pressure 0', file=f)
print('MixedGradientPressureDirichlet 1 loadTimeFunction 1 set 1 dofs 6 1 2 3 7 8 9 devgradient 6 0 0 0 1 1 1 pressure 0', file=f)
#print('PrescribedGradient 1 loadTimeFunction 1 set 1 dofs 6 1 2 3 7 8 9 gradient 3 3 {0 0 1; 0 0 0; 1 0 0}', file=f)
print('BoundaryCondition 2 d 0.0 loadTimeFunction 1 dofs 6 1 2 3 7 8 9 set 0', file=f)
print('BoundaryCondition 3 d 1.0 loadTimeFunction 1 dofs 6 1 2 3 7 8 9 set 0', file=f)
print('DeadWeight 4 loadTimeFunction 1 components 3 0 0 -1 set 0', file=f)
print('ConstantFunction 1 f(t) 1.0', file=f)
print('Set 1 elementboundaries', 2*6*nelem*nelem, end=' ', file=f)
ez = 0
for ey in range(0,nelem):
for ex in range(0,nelem):
e = ex + ey*nelem + ez*nelem*nelem + 1
print(e, 2, end=' ', file=f)
ez = nelem-1
for ey in range(0,nelem):
for ex in range(0,nelem):
e = ex + ey*nelem + ez*nelem*nelem + 1
print(e, 1, end=' ', file=f)
for ez in range(0,nelem):
ey = 0
for ex in range(0,nelem):
e = ex + ey*nelem + ez*nelem*nelem + 1
print(e, 6, end=' ', file=f)
for ez in range(0,nelem):
ey = nelem-1
for ex in range(0,nelem):
e = ex + ey*nelem + ez*nelem*nelem + 1
print(e, 4, end=' ', file=f)
for ez in range(0,nelem):
for ey in range(0,nelem):
ex = 0
e = ex + ey*nelem + ez*nelem*nelem + 1
print(e, 3, end=' ', file=f)
for ez in range(0,nelem):
for ey in range(0,nelem):
ex = nelem-1
e = ex + ey*nelem + ez*nelem*nelem + 1
print(e, 5, end=' ', file=f)
print('', file=f)
print('Set 2 elementboundaries', 2*nelem*nelem, end=' ', file=f)
ez = nelem-1
for ey in range(0,nelem):
for ex in range(0,nelem):
e = ex + ey*nelem + ez*nelem*nelem + 1
print(e, 1, end=' ', file=f)
print('', file=f)
print('Set 3 nodes 1', nC[nelem][nelem][nelem], file=f)
print('Set 4 elementRanges {(', 1, nelem*nelem*nelem,')}', file=f)
f.close()
def printRVE(folder, name, rveSampleNumber, rveSize, rvePosition, nelem,
bctype, k):
# elname, w = 'Hex21Stokes', 3
# elname, w = 'Q27Space', 3
# elname, w = 'LSpace', 2
# elname, w = 'QBrick1HT', 3
elname, w = 'Brick1HT', 2
rveInclusions = rveToolbox.getInclusionsInBox(rvePosition, rveSize,
inclusions)
print('Generating RVE {:3d}, {:.1f}, {}, {:.0f}, {} inclusions in RVE'.
format(rveSampleNumber, rveSize, bctype, k, len(rveInclusions)))
n = nelem * (w - 1) + 1
#X, Y, Z = np.mgrid[-rveSize*0.5:rveSize*0.5:n*1j,
#-rveSize*0.5:rveSize*0.5:n*1j,
#-rveSize*0.5:rveSize*0.5:n*1j]
# Convenient numbering of nodes (keeping track of all 27 nodes for the fixed grid is almost impossible otherwise).
#nX, nY, nZ = np.mgrid[0:n, 0:n, 0:n].astype(int)
#nC = nX + nY*n + nZ*n*n + 1 # type: np.ndarray
# Create elements
#eX, eY, eZ = np.mgrid[0:nelem, 0:nelem, 0:nelem].astype(int)
#e = eX + eY*nelem + eZ*nelem*nelem
#elem = np.zeros([nelem*nelem*nelem, w**3]).astype(int)
#if w == 3:
#elem[e, 0] = nC[0+eX*2, 0+eY*2, 2+eZ*2]
#elem[e, 1] = nC[0+eX*2, 2+eY*2, 2+eZ*2]
#elem[e, 2] = nC[2+eX*2, 2+eY*2, 2+eZ*2]
#elem[e, 3] = nC[2+eX*2, 0+eY*2, 2+eZ*2]
#elem[e, 4] = nC[0+eX*2, 0+eY*2, 0+eZ*2]
#elem[e, 5] = nC[0+eX*2, 2+eY*2, 0+eZ*2]
#elem[e, 6] = nC[2+eX*2, 2+eY*2, 0+eZ*2]
#elem[e, 7] = nC[2+eX*2, 0+eY*2, 0+eZ*2]
#elem[e, 8] = nC[0+eX*2, 1+eY*2, 2+eZ*2]
#elem[e, 9] = nC[1+eX*2, 2+eY*2, 2+eZ*2]
#elem[e, 10] = nC[2+eX*2, 1+eY*2, 2+eZ*2]
#elem[e, 11] = nC[1+eX*2, 0+eY*2, 2+eZ*2]
#elem[e, 12] = nC[0+eX*2, 1+eY*2, 0+eZ*2]
#elem[e, 13] = nC[1+eX*2, 2+eY*2, 0+eZ*2]
#elem[e, 14] = nC[2+eX*2, 1+eY*2, 0+eZ*2]
#elem[e, 15] = nC[1+eX*2, 0+eY*2, 0+eZ*2]
#elem[e, 16] = nC[0+eX*2, 0+eY*2, 1+eZ*2]
#elem[e, 17] = nC[0+eX*2, 2+eY*2, 1+eZ*2]
#elem[e, 18] = nC[2+eX*2, 2+eY*2, 1+eZ*2]
#elem[e, 19] = nC[2+eX*2, 0+eY*2, 1+eZ*2]
#elem[e, 20] = nC[1+eX*2, 1+eY*2, 2+eZ*2]
#elem[e, 21] = nC[1+eX*2, 1+eY*2, 0+eZ*2]
#elem[e, 22] = nC[0+eX*2, 1+eY*2, 1+eZ*2]
#elem[e, 23] = nC[1+eX*2, 2+eY*2, 1+eZ*2]
#elem[e, 24] = nC[2+eX*2, 1+eY*2, 1+eZ*2]
#elem[e, 25] = nC[1+eX*2, 0+eY*2, 1+eZ*2]
#elem[e, 26] = nC[1+eX*2, 1+eY*2, 1+eZ*2]
#else:
#elem[e, 0] = nC[0+eX, 0+eY, 1+eZ]
#elem[e, 1] = nC[0+eX, 1+eY, 1+eZ]
#elem[e, 2] = nC[1+eX, 1+eY, 1+eZ]
#elem[e, 3] = nC[1+eX, 0+eY, 1+eZ]
#elem[e, 4] = nC[0+eX, 0+eY, 0+eZ]
#elem[e, 5] = nC[0+eX, 1+eY, 0+eZ]
#elem[e, 6] = nC[1+eX, 1+eY, 0+eZ]
#elem[e, 7] = nC[1+eX, 0+eY, 0+eZ]
# Generate sets:
#xp = [] # x+
#for ez in range(0, nelem):
#for ey in range(0, nelem):
#ex = nelem-1
#e = ex + ey*nelem + ez*nelem*nelem + 1
#xp.append([e, 5])
#xm = [] # x-
#for ez in range(0, nelem):
#for ey in range(0, nelem):
#ex = 0
#e = ex + ey*nelem + ez*nelem*nelem + 1
#xm.append([e, 3])
#yp = [] # y+
#for ez in range(0, nelem):
#ey = nelem-1
#for ex in range(0, nelem):
#e = ex + ey*nelem + ez*nelem*nelem + 1
#yp.append([e, 4])
#ym = [] # y-
#for ez in range(0, nelem):
#ey = 0
#for ex in range(0, nelem):
#e = ex + ey*nelem + ez*nelem*nelem + 1
#ym.append([e, 6])
#zp = [] # z+
#ez = nelem-1
#for ey in range(0, nelem):
#for ex in range(0, nelem):
#e = ex + ey*nelem + ez*nelem*nelem + 1
#zp.append([e, 1])
#zm = [] # z-
#ez = 0
#for ey in range(0, nelem):
#for ex in range(0, nelem):
#e = ex + ey*nelem + ez*nelem*nelem + 1
#zm.append([e, 2])
ccoord = np.mgrid[(0.5 * rveSize / nelem +
rvePosition[0]):(rvePosition[0] + rveSize -
0.5 * rveSize / nelem):nelem * 1j,
(0.5 * rveSize / nelem +
rvePosition[1]):(rvePosition[1] + rveSize -
0.5 * rveSize / nelem):nelem * 1j,
(0.5 * rveSize / nelem +
rvePosition[2]):(rvePosition[2] + rveSize -
0.5 * rveSize / nelem):nelem * 1j]
ccoord = np.transpose([
ccoord[0].flatten('F'), ccoord[1].flatten('F'), ccoord[2].flatten('F')
])
emat = np.ones([nelem * nelem * nelem]).astype(int)
for inc in rveInclusions:
emat[np.linalg.norm(ccoord - inc[1], axis=1) <= inc[0]] = 2
#print("Starting printing to file")
# Write the input file
f = open(folder + '/' + name + '.in', 'w')
print(name + '.out', file=f)
print('Hex grid RVE', file=f)
if elname == 'Hexa21Stokes':
print(
'StokesFlow nsteps 1 rtolf 1e-6 lstype 3 smtype 7 nonlinform 1 nmodules 0',
file=f)
print('VTKXML tstep_all domain_all primvars 2 4 5 cellvars 1 103',
file=f)
elif elname == 'LSpace' or elname == 'Q27Space':
print(
'StaticStructural nsteps 1 rtolf 1e-6 lstype 3 smtype 7 nmodules 1',
file=f)
print('VTKXML tstep_all domain_all primvars 1 1 cellvars 3 103 1 4',
file=f)
else:
print(
'StationaryProblem nsteps 1 rtolf 1e-6 lstype 3 smtype 7 nmodules 1',
file=f)
print('VTKXML tstep_all domain_all primvars 1 6 cellvars 3 103 56 41',
file=f)
print('Domain 3d', file=f)
print('OutputManager', file=f)
print('ndofman',
n * n * n,
'nelem',
nelem * nelem * nelem,
'ncrosssect 2 nmat 2 nbc 2 nic 0 nltf 1 nset 12 nsd 3',
file=f)
# Nodes:
#for nz in range(n):
#for ny in range(n):
#for nx in range(n):
#node = nx + ny * n + nz * n * n + 1
#print('Node', node, 'coords 3', X[nx, ny, nz], Y[nx, ny, nz], Z[nx, ny, nz], file=f)
## Elements:
#for ez in range(nelem):
#for ey in range(nelem):
#for ex in range(nelem):
#e = ex + ey*nelem + ez*nelem*nelem
#q = elem[e]
#print(elname, e+1, ' nodes', len(q), *q, file=f)
print('@include "hex.grid"', file=f)
#print('Set 1 elementboundaries', 2*nelem*nelem, ' '.join([str(a) + ' ' + str(b) for a, b in xm]), file=f)
#print('Set 2 elementboundaries', 2*nelem*nelem, ' '.join([str(a) + ' ' + str(b) for a, b in ym]), file=f)
#print('Set 3 elementboundaries', 2*nelem*nelem, ' '.join([str(a) + ' ' + str(b) for a, b in zm]), file=f)
#print('Set 4 elementboundaries', 2*nelem*nelem, ' '.join([str(a) + ' ' + str(b) for a, b in xp]), file=f)
#print('Set 5 elementboundaries', 2*nelem*nelem, ' '.join([str(a) + ' ' + str(b) for a, b in yp]), file=f)
#print('Set 6 elementboundaries', 2*nelem*nelem, ' '.join([str(a) + ' ' + str(b) for a, b in zp]), file=f)
#print('Set 7 nodes 1', (n*n*n + n*n + n) // 2, file=f)
#tot = np.concatenate([xm, ym, zm, xp, yp, zp])
#print('Set 8 elementboundaries', 6*2*nelem*nelem, ' '.join([str(a) + ' ' + str(b) for a, b in tot]), file=f)
#tot = np.concatenate([xp, yp, zp])
#print('Set 9 elementboundaries', 3*2*nelem*nelem, ' '.join([str(a) + ' ' + str(b) for a, b in tot]), file=f)
#tot = np.concatenate([xm, ym, zm])
#print('Set 10 elementboundaries', 3*2*nelem*nelem, ' '.join([str(a) + ' ' + str(b) for a, b in tot]), file=f)
print('Set 11 elements',
np.count_nonzero(emat == 1),
' '.join([str(a + 1) for a in np.nonzero(emat == 1)[0]]),
file=f)
print('Set 12 elements',
np.count_nonzero(emat == 2),
' '.join([str(a + 1) for a in np.nonzero(emat == 2)[0]]),
file=f)
if elname == 'Hexa21Stokes':
print('FluidCS 1 mat 1 set 11', file=f)
print('FluidCS 1 mat 2 set 12', file=f)
print('NewtonianFluid 1 d 1 mu 1', file=f)
print('NewtonianFluid 2 d {} mu 1'.format(k), file=f)
elif elname == 'LSpace' or elname == 'Q27Space':
print('SimpleCS 1 material 1 set 11', file=f)
print('SimpleCS 1 material 2 set 12', file=f)
print('IsoLE 1 d 1 E 1 n 0.3 talpha 0', file=f)
print('IsoLE 2 d 1 E {} n 0.3 talpha 0'.format(k), file=f)
else:
print('SimpleTransportCS 1 mat 1 set 11', file=f)
print('SimpleTransportCS 2 mat 2 set 12', file=f)
print('IsoHeat 1 d 1 k 1 c 0', file=f)
print('IsoHeat 2 d 1 k {} c 0'.format(k), file=f)
if bctype == 'd' or bctype == 'md':
# print('PrescribedGradient 1 loadTimeFunction 1 set 1 dofs 6 1 2 3 7 8 9 gradient 3 3 {0 0 1; 0 0 0; 1 0 0}', file=f)
# print('MixedGradientPressureDirichlet 1 loadTimeFunction 1 set 1 dofs 6 1 2 3 7 8 9 devgradient 6 0 0 0 1 1 1 pressure 0', file=f)
if bctype == 'md':
print(
'TMGradDirichlet 1 loadTimeFunction 1 centercoords 3 0 0 0 gradient 3 0 0 1 dofs 1 10 set 8 surfsets 6 1 2 3 4 5 6 usexi',
file=f)
else:
print(
'TMGradDirichlet 1 loadTimeFunction 1 centercoords 3 0 0 0 gradient 3 0 0 1 dofs 1 10 set 8',
file=f)
print(
'BoundaryCondition 2 loadTimeFunction 1 values 1 0 dofs 1 10 set 0',
file=f)
elif bctype == 'n' or bctype == 'mn':
# print('MixedGradientPressureNeumann 1 loadTimeFunction 1 set 1 devgradient 6 0 0 0 1 1 1 pressure 0', file=f)
if bctype == 'mn':
print(
'TMGradNeumann 1 loadTimeFunction 1 centercoords 3 0 0 0 gradient 3 0 0 1 dofs 1 10 surfsets 6 1 2 3 4 5 6 useeta',
file=f)
else:
print(
'TMGradNeumann 1 loadTimeFunction 1 centercoords 3 0 0 0 gradient 3 0 0 1 dofs 1 10 surfsets 6 1 2 3 4 5 6',
file=f)
print(
'BoundaryCondition 2 loadTimeFunction 1 values 1 0 dofs 1 10 set 0',
file=f)
elif bctype == 'p':
print(
'TMGradPeriodic 1 loadTimeFunction 1 centercoords 3 0 0 0 gradient 3 0 0 1 jump 3 {0} {0} {0} dofs 1 10 set 9 masterset 10'
.format(rveSize),
file=f)
print(
'BoundaryCondition 2 loadTimeFunction 1 values 1 0 dofs 1 10 set 0',
file=f)
else:
print(
'BoundaryCondition 1 loadTimeFunction 1 values 1 0 dofs 1 10 set 1',
file=f)
print(
'BoundaryCondition 2 loadTimeFunction 1 values 1 1 dofs 1 10 set 4',
file=f)
print('ConstantFunction 1 f(t) 1.0', file=f)
f.close()
