def recovery_le( pb, corrs, macro ):
out = {}
dim = corrs['corrs_le']['u_00'].shape[1]
mic_u = - compute_micro_u( corrs['corrs_le'], macro['strain'], 'u', dim )
mic_p = - compute_micro_u( corrs['corrs_le'], macro['strain'], 'p', dim )
out['u_mic'] = Struct( name = 'output_data',
mode = 'vertex', data = mic_u,
var_name = 'u', dofs = None )
out['p_mic'] = Struct( name = 'output_data',
mode = 'cell', data = mic_p[:,nm.newaxis,
:,nm.newaxis],
var_name = 'p', dofs = None )
stress_Y, strain_Y = compute_stress_strain_u( pb, 'i1', 'Y', 'mat.D', 'u', mic_u )
stress_Y += compute_mac_stress_part( pb, 'i1', 'Y', 'mat.D', 'u', macro['strain'] )
add_stress_p( stress_Y, pb, 'i1', 'Y', 'p', mic_p )
strain = macro['strain'] + strain_Y
out['cauchy_strain'] = Struct( name = 'output_data',
mode = 'cell', data = strain,
dofs = None )
out['cauchy_stress'] = Struct( name = 'output_data',
mode = 'cell', data = stress_Y,
dofs = None )
return out
def recovery_le(pb, corrs, macro):
out = {}
dim = corrs['corrs_le']['u_00'].shape[1]
mic_u = - compute_micro_u(corrs['corrs_le'], macro['strain'], 'u', dim)
mic_p = - compute_micro_u(corrs['corrs_le'], macro['strain'], 'p', dim)
out['u_mic'] = Struct(name='output_data',
mode='vertex', data=mic_u,
var_name='u', dofs=None)
out['p_mic'] = Struct(name='output_data',
mode='cell', data=mic_p[:, nm.newaxis,
:, nm.newaxis],
var_name='p', dofs=None)
stress_Y, strain_Y = \
compute_stress_strain_u(pb, 'i', 'Y', 'mat.D', 'u', mic_u)
stress_Y += \
compute_mac_stress_part(pb, 'i', 'Y', 'mat.D', 'u', macro['strain'])
add_stress_p(stress_Y, pb, 'i', 'Y', 'p', mic_p)
strain = macro['strain'] + strain_Y
out['cauchy_strain'] = Struct(name='output_data',
mode='cell', data=strain,
dofs=None)
out['cauchy_stress'] = Struct(name='output_data',
mode='cell', data=stress_Y,
dofs=None)
return out
def recovery_le( pb, corrs, macro ):
out = {}
dim = corrs['corrs_le']['u_00'].shape[1]
mic_u = - compute_micro_u( corrs['corrs_le'], macro['strain'], 'u', dim )
out['u_mic'] = Struct( name = 'output_data',
mode = 'vertex', data = mic_u,
var_name = 'u', dofs = None )
stress_Ym, strain_Ym = compute_stress_strain_u( pb, 'i1', 'Ym', 'matrix.D', 'u', mic_u )
stress_Ym += compute_mac_stress_part( pb, 'i1', 'Ym', 'matrix.D', 'u', macro['strain'] )
stress_Yc, strain_Yc = compute_stress_strain_u( pb, 'i1', 'Yc', 'reinf.D', 'u', mic_u )
stress_Yc += compute_mac_stress_part( pb, 'i1', 'Yc', 'reinf.D', 'u', macro['strain'] )
strain = macro['strain'] + strain_Ym + strain_Yc
out['cauchy_strain'] = Struct( name = 'output_data',
mode = 'cell', data = strain,
dofs = None )
out['cauchy_stress'] = Struct( name = 'output_data',
mode = 'cell', data = stress_Ym + stress_Yc,
dofs = None )
return out
def recovery_le(pb, corrs, macro):
out = {}
dim = corrs["corrs_le"]["u_00"].shape[1]
mic_u = -compute_micro_u(corrs["corrs_le"], macro["strain"], "u", dim)
out["u_mic"] = Struct(name="output_data", mode="vertex", data=mic_u, var_name="u", dofs=None)
stress_Y, strain_Y = compute_stress_strain_u(pb, "i", "Y", "mat.D", "u", mic_u)
stress_Y += compute_mac_stress_part(pb, "i", "Y", "mat.D", "u", macro["strain"])
strain = macro["strain"] + strain_Y
out["cauchy_strain"] = Struct(name="output_data", mode="cell", data=strain, dofs=None)
out["cauchy_stress"] = Struct(name="output_data", mode="cell", data=stress_Y, dofs=None)
return out