def __call__(self, volume, problem=None, data=None):
problem = get_default(problem, self.problem)
coef = nm.zeros((self.dim, self.dim), dtype=self.dtype)
term_mode = self.term_mode
equations, variables = problem.create_evaluable(self.expression,
term_mode=term_mode)
if isinstance(self.set_variables, list):
for ir in range(self.dim):
self.set_variables_default(variables, ir, None, 'row',
self.set_variables, data)
for ic in range(self.dim):
self.set_variables_default(variables, None, ic, 'col',
self.set_variables, data)
val = eval_equations(equations, variables,
term_mode=term_mode)
coef[ir,ic] = val
else:
for ir in range(self.dim):
self.set_variables(variables, ir, None, 'row', **data)
for ic in range(self.dim):
self.set_variables(variables, None, ic, 'col', **data)
val = eval_equations(equations, variables,
term_mode=term_mode)
coef[ir,ic] = val
coef /= self._get_volume(volume)
return coef
def __call__(self, volume, problem=None, data=None):
problem = get_default(problem, self.problem)
coef = nm.zeros((self.dim, self.dim), dtype=self.dtype)
term_mode = self.term_mode
equations, variables = problem.create_evaluable(self.expression,
term_mode=term_mode)
if isinstance(self.set_variables, list):
for ir in range(self.dim):
self.set_variables_default(variables, ir, None, 'row',
self.set_variables, data)
for ic in range(self.dim):
self.set_variables_default(variables, None, ic, 'col',
self.set_variables, data)
val = eval_equations(equations,
variables,
term_mode=term_mode)
coef[ir, ic] = val
else:
for ir in range(self.dim):
self.set_variables(variables, ir, None, 'row', **data)
for ic in range(self.dim):
self.set_variables(variables, None, ic, 'col', **data)
val = eval_equations(equations,
variables,
term_mode=term_mode)
coef[ir, ic] = val
coef /= self._get_volume(volume)
return coef
def get_coef(self, row, col, volume, problem, data):
problem = get_default(problem, self.problem)
term_mode = self.term_mode
equations, variables = problem.create_evaluable(self.expression,
term_mode=term_mode)
coef = nm.zeros((len(row), len(col)), dtype=self.dtype)
for ir, (irr, icr) in enumerate(row):
if isinstance(self.set_variables, list):
self.set_variables_default(variables, irr, icr, 'row',
self.set_variables, data)
else:
self.set_variables(variables, irr, icr, 'row', **data)
for ic, (irc, icc) in enumerate(col):
if isinstance(self.set_variables, list):
self.set_variables_default(variables, irc, icc, 'col',
self.set_variables, data)
else:
self.set_variables(variables, irc, icc, 'col', **data)
val = eval_equations(equations, variables, term_mode=term_mode)
coef[ir, ic] = val
coef /= self._get_volume(volume)
return coef
def get_coef(self, row, col, volume, problem, data):
problem = get_default(problem, self.problem)
term_mode = self.term_mode
equations, variables = problem.create_evaluable(self.expression,
term_mode=term_mode)
coef = nm.zeros((len(row), len(col)), dtype=self.dtype)
for ir, (irr, icr) in enumerate(row):
if isinstance(self.set_variables, list):
self.set_variables_default(variables, irr, icr, 'row',
self.set_variables, data)
else:
self.set_variables(variables, irr, icr, 'row', **data)
for ic, (irc, icc) in enumerate(col):
if isinstance(self.set_variables, list):
self.set_variables_default(variables, irc, icc, 'col',
self.set_variables, data)
else:
self.set_variables(variables, irc, icc, 'col', **data)
val = eval_equations(equations, variables, term_mode=term_mode)
coef[ir, ic] = val
coef /= self._get_volume(volume)
return coef
def __call__(self, volume, problem=None, data=None):
problem = get_default(problem, self.problem)
dim, sym = problem.get_dim(get_sym=True)
filename = self.set_variables(None, 0, 0, 'filename', **data)
ts = TimeStepper(*HDF5MeshIO(filename).read_time_stepper())
coef = nm.zeros((ts.n_step, sym), dtype=self.dtype)
term_mode = self.term_mode
equations, variables = problem.create_evaluable(self.expression,
term_mode=term_mode)
self.set_variables(variables, None, None, 'col', **data)
for ii, (ir, ic) in enumerate(iter_sym(dim)):
filename = self.set_variables(None, ir, ic, 'filename', **data)
io = HDF5MeshIO(filename)
for step, time in ts:
self.set_variables(variables, io, step, 'row', **data)
val = eval_equations(equations, variables,
term_mode=term_mode)
coef[step,ii] = val
coef /= self._get_volume(volume)
return coef
def __call__(self, volume, problem=None, data=None):
problem = get_default(problem, self.problem)
filename = self.set_variables(None, None, None, 'filename', **data)
io = HDF5MeshIO(filename)
ts = TimeStepper(*io.read_time_stepper())
coef = nm.zeros((ts.n_step, 1), dtype=self.dtype)
term_mode = self.term_mode
equations, variables = problem.create_evaluable(self.expression,
term_mode=term_mode)
self.set_variables(variables, None, None, 'col', **data)
for step, time in ts:
self.set_variables(variables, io, step, 'row', **data)
val = eval_equations(equations, variables,
term_mode=term_mode)
coef[step] = val
coef /= self._get_volume(volume)
return coef
def __call__(self, volume, problem=None, data=None):
problem = get_default(problem, self.problem)
filename = self.set_variables(None, None, None, 'filename', **data)
io = HDF5MeshIO(filename)
ts = TimeStepper(*io.read_time_stepper())
coef = nm.zeros((ts.n_step, 1), dtype=self.dtype)
term_mode = self.term_mode
equations, variables = problem.create_evaluable(self.expression,
term_mode=term_mode)
self.set_variables(variables, None, None, 'col', **data)
for step, time in ts:
self.set_variables(variables, io, step, 'row', **data)
val = eval_equations(equations, variables,
term_mode=term_mode)
coef[step] = val
coef /= self._get_volume(volume)
return coef
def compute_eigenmomenta(em_equation, var_name, problem, eig_vectors,
transform=None):
"""
Compute the eigenmomenta corresponding to given eigenvectors.
"""
n_dof, n_eigs = eig_vectors.shape
equations, variables = problem.create_evaluable(em_equation)
var = variables[var_name]
n_c = var.n_components
eigenmomenta = nm.empty((n_eigs, n_c), dtype=nm.float64)
for ii in range(n_eigs):
if transform is None:
vec_phi, is_zero = eig_vectors[:,ii], False
else:
vec_phi, is_zero = transform(eig_vectors[:,ii], (n_dof / n_c, n_c))
if is_zero:
eigenmomenta[ii, :] = 0.0
else:
var.set_data(vec_phi.copy())
val = eval_equations(equations, variables)
eigenmomenta[ii, :] = val
return eigenmomenta
def __call__(self, volume, problem=None, data=None):
problem = get_default(problem, self.problem)
dim, sym = problem.get_dim(get_sym=True)
coef = nm.zeros((sym, sym), dtype=self.dtype)
term_mode = self.term_mode
equations, variables = problem.create_evaluable(self.expression,
term_mode=term_mode)
for ir, (irr, icr) in enumerate(iter_sym(dim)):
if isinstance(self.set_variables, list):
self.set_variables_default(variables, irr, icr, 'row',
self.set_variables, data)
else:
self.set_variables(variables, irr, icr, 'row', **data)
for ic, (irc, icc) in enumerate(iter_sym(dim)):
if isinstance(self.set_variables, list):
self.set_variables_default(variables, irc, icc, 'col',
self.set_variables, data)
else:
self.set_variables(variables, irc, icc, 'col', **data)
val = eval_equations(equations, variables,
term_mode=term_mode)
coef[ir,ic] = val
coef /= self._get_volume(volume)
return coef
def __call__(self, volume, problem=None, data=None):
problem = get_default(problem, self.problem)
term_mode = self.term_mode
equations, variables = problem.create_evaluable(self.expression,
term_mode=term_mode)
return eval_equations(equations, variables, term_mode=term_mode)
def compute_eigenmomenta(em_equation, var_name, problem, eig_vectors,
transform=None):
"""
Compute the eigenmomenta corresponding to given eigenvectors.
"""
n_dof, n_eigs = eig_vectors.shape
equations, variables = problem.create_evaluable(em_equation)
var = variables[var_name]
n_c = var.n_components
eigenmomenta = nm.empty((n_eigs, n_c), dtype=nm.float64)
for ii in xrange(n_eigs):
if transform is None:
vec_phi, is_zero = eig_vectors[:,ii], False
else:
vec_phi, is_zero = transform(eig_vectors[:,ii], (n_dof / n_c, n_c))
if is_zero:
eigenmomenta[ii, :] = 0.0
else:
var.set_data(vec_phi.copy())
val = eval_equations(equations, variables)
eigenmomenta[ii, :] = val
return eigenmomenta
def __call__(self, volume, problem=None, data=None):
problem = get_default(problem, self.problem)
dim, sym = problem.get_dim(get_sym=True)
nc = sym if self.is_sym else dim**2
coef = nm.zeros((nc, nc), dtype=self.dtype)
term_mode = self.term_mode
equations, variables = problem.create_evaluable(self.expression,
term_mode=term_mode)
for ir, (irr, icr) in enumerate(self.iter_sym(dim)):
if isinstance(self.set_variables, list):
self.set_variables_default(variables, irr, icr, 'row',
self.set_variables, data)
else:
self.set_variables(variables, irr, icr, 'row', **data)
for ic, (irc, icc) in enumerate(self.iter_sym(dim)):
if isinstance(self.set_variables, list):
self.set_variables_default(variables, irc, icc, 'col',
self.set_variables, data)
else:
self.set_variables(variables, irc, icc, 'col', **data)
val = eval_equations(equations, variables, term_mode=term_mode)
coef[ir, ic] = val
coef /= self._get_volume(volume)
return coef
def __call__(self, volume, problem=None, data=None):
problem = get_default(problem, self.problem)
term_mode = self.term_mode
equations, variables = problem.create_evaluable(self.expression,
term_mode=term_mode)
return eval_equations(equations, variables, term_mode=term_mode)
def __call__(self, volume, problem=None, data=None):
problem = get_default(problem, self.problem)
dim, sym = problem.get_dim(get_sym=True)
filename = self.set_variables(None, 0, 0, 'filename', **data)
ts = TimeStepper(*HDF5MeshIO(filename).read_time_stepper())
coef = nm.zeros((ts.n_step, sym), dtype=self.dtype)
term_mode = self.term_mode
equations, variables = problem.create_evaluable(self.expression,
term_mode=term_mode)
self.set_variables(variables, None, None, 'col', **data)
for ii, (ir, ic) in enumerate(iter_sym(dim)):
filename = self.set_variables(None, ir, ic, 'filename', **data)
io = HDF5MeshIO(filename)
for step, time in ts:
self.set_variables(variables, io, step, 'row', **data)
val = eval_equations(equations, variables,
term_mode=term_mode)
coef[step,ii] = val
coef /= self._get_volume(volume)
return coef
def evaluate(self, expression, try_equations=True, auto_init=False,
preserve_caches=False, copy_materials=True, integrals=None,
ebcs=None, epbcs=None, lcbcs=None,
ts=None, functions=None,
mode='eval', dw_mode='vector', term_mode=None,
var_dict=None, strip_variables=True, ret_variables=False,
verbose=True, extra_args=None, **kwargs):
"""
Evaluate an expression, convenience wrapper of
:func:`Problem.create_evaluable` and
:func:`eval_equations() <sfepy.discrete.evaluate.eval_equations>`.
Parameters
----------
dw_mode : 'vector' or 'matrix'
The assembling mode for 'weak' evaluation mode.
term_mode : str
The term call mode - some terms support different call modes
and depending on the call mode different values are
returned.
ret_variables : bool
If True, return the variables that were created to evaluate
the expression.
other : arguments
See docstrings of :func:`Problem.create_evaluable()`.
Returns
-------
out : array
The result of the evaluation.
variables : Variables instance
The variables that were created to evaluate
the expression. Only provided if `ret_variables` is True.
"""
aux = self.create_evaluable(expression,
try_equations=try_equations,
auto_init=auto_init,
preserve_caches=preserve_caches,
copy_materials=copy_materials,
integrals=integrals,
ebcs=ebcs, epbcs=epbcs, lcbcs=lcbcs,
ts=ts, functions=functions,
mode=mode, var_dict=var_dict,
strip_variables=strip_variables,
extra_args=extra_args,
verbose=verbose, **kwargs)
equations, variables = aux
out = eval_equations(equations, variables,
preserve_caches=preserve_caches,
mode=mode, dw_mode=dw_mode, term_mode=term_mode)
if ret_variables:
out = (out, variables)
return out
def evaluate(self, expression, try_equations=True, auto_init=False,
preserve_caches=False, copy_materials=True, integrals=None,
ebcs=None, epbcs=None, lcbcs=None,
ts=None, functions=None,
mode='eval', dw_mode='vector', term_mode=None,
var_dict=None, strip_variables=True, ret_variables=False,
verbose=True, extra_args=None, **kwargs):
"""
Evaluate an expression, convenience wrapper of
:func:`Problem.create_evaluable` and
:func:`eval_equations() <sfepy.discrete.evaluate.eval_equations>`.
Parameters
----------
dw_mode : 'vector' or 'matrix'
The assembling mode for 'weak' evaluation mode.
term_mode : str
The term call mode - some terms support different call modes
and depending on the call mode different values are
returned.
ret_variables : bool
If True, return the variables that were created to evaluate
the expression.
other : arguments
See docstrings of :func:`Problem.create_evaluable()`.
Returns
-------
out : array
The result of the evaluation.
variables : Variables instance
The variables that were created to evaluate
the expression. Only provided if `ret_variables` is True.
"""
aux = self.create_evaluable(expression,
try_equations=try_equations,
auto_init=auto_init,
preserve_caches=preserve_caches,
copy_materials=copy_materials,
integrals=integrals,
ebcs=ebcs, epbcs=epbcs, lcbcs=lcbcs,
ts=ts, functions=functions,
mode=mode, var_dict=var_dict,
strip_variables=strip_variables,
extra_args=extra_args,
verbose=verbose, **kwargs)
equations, variables = aux
out = eval_equations(equations, variables,
preserve_caches=preserve_caches,
mode=mode, dw_mode=dw_mode, term_mode=term_mode)
if ret_variables:
out = (out, variables)
return out
def obj_fun(self, state_dp):
"""
Objective function evaluation for given direct problem state.
"""
var_data = state_dp.get_parts()
var_data = remap_dict(var_data, self.var_map)
self.of_equations.set_data(var_data, ignore_unknown=True)
val = eval_equations(self.of_equations, self.of_variables)
return nm.squeeze(val)
def obj_fun(self, state_dp):
"""
Objective function evaluation for given direct problem state.
"""
var_data = state_dp.get_parts()
var_data = remap_dict(var_data, self.var_map)
self.of_equations.set_data(var_data, ignore_unknown=True)
val = eval_equations(self.of_equations, self.of_variables)
return nm.squeeze( val )
def __call__(self, volume=None, problem=None, data=None):
problem = get_default(problem, self.problem)
vf = {}
for region_name in self.regions:
vkey = 'volume_%s' % region_name
key = 'fraction_%s' % region_name
equations, variables = problem.create_evaluable(self.expression % region_name)
val = eval_equations(equations, variables)
vf[vkey] = nm.asarray(val, dtype=nm.float64)
vf[key] = vf[vkey] / self._get_volume(volume)
return vf
def __call__(self, volume=None, problem=None, data=None):
problem = get_default(problem, self.problem)
vf = {}
for region_name in self.regions:
vkey = 'volume_%s' % region_name
key = 'fraction_%s' % region_name
equations, variables = problem.create_evaluable(self.expression % region_name)
val = eval_equations(equations, variables)
vf[vkey] = nm.asarray(val, dtype=nm.float64)
vf[key] = vf[vkey] / self._get_volume(volume)
return vf
def sensitivity(self, dp_var_data, state_ap, select=None):
"""
Sensitivity of objective function evaluation for given direct
and adjoint problem states.
"""
apb = self.apb
var_data = state_ap.get_parts()
var_data.update(dp_var_data)
self.ofg_equations.set_data(var_data, ignore_unknown=True)
dim = self.sp_boxes.dim
n_mesh_nod = apb.domain.shape.n_nod
if select is None:
idsgs = nm.arange(self.dsg_vars.n_dsg, dtype=nm.int32)
else:
idsgs = select
sa = []
output('computing sensitivity of %d variables...' % idsgs)
shape = (n_mesh_nod, dim)
for ii, nu in enumerate(self.generate_mesh_velocity(shape, idsgs)):
self.ofg_variables['Nu'].set_data(nu.ravel())
## from sfepy.base.ioutils import write_vtk
## cc = nla.norm( vec_nu )
## nun = nu / cc
## out = {'v' : Struct( mode = 'vertex', data = nun,
## ap_name = 'nic', dof_types = (0,1,2) )}
## fd = open( 'anim/pert_%03d.pvtk' % (ii+1), 'w' )
## write_vtk( fd, domain.mesh, out )
## fd.close()
## print ii
val = eval_equations(self.ofg_equations,
self.ofg_variables,
term_mode=1,
preserve_caches=True)
sa.append(val)
output('...done')
vec_sa = nm.array(sa, nm.float64)
return vec_sa
def sensitivity(self, dp_var_data, state_ap, select=None):
"""
Sensitivity of objective function evaluation for given direct
and adjoint problem states.
"""
apb = self.apb
var_data = state_ap.get_parts()
var_data.update(dp_var_data)
self.ofg_equations.set_data(var_data, ignore_unknown=True)
dim = self.sp_boxes.dim
n_mesh_nod = apb.domain.shape.n_nod
if select is None:
idsgs = nm.arange( self.dsg_vars.n_dsg, dtype = nm.int32 )
else:
idsgs = select
sa = []
output('computing sensitivity of %d variables...' % idsgs)
shape = (n_mesh_nod, dim)
for ii, nu in enumerate(self.generate_mesh_velocity(shape, idsgs)):
self.ofg_variables['Nu'].set_data(nu.ravel())
## from sfepy.base.ioutils import write_vtk
## cc = nla.norm( vec_nu )
## nun = nu / cc
## out = {'v' : Struct( mode = 'vertex', data = nun,
## ap_name = 'nic', dof_types = (0,1,2) )}
## fd = open( 'anim/pert_%03d.pvtk' % (ii+1), 'w' )
## write_vtk( fd, domain.mesh, out )
## fd.close()
## print ii
val = eval_equations(self.ofg_equations, self.ofg_variables,
term_mode=1, preserve_caches=True)
sa.append( val )
output('...done')
vec_sa = nm.array( sa, nm.float64 )
return vec_sa
def __call__(self, volume, problem=None, data=None):
problem = get_default(problem, self.problem)
term_mode = self.term_mode
equations, variables = problem.create_evaluable(self.expression,
term_mode=term_mode)
if isinstance(self.set_variables, list):
self.set_variables_default(variables, self.set_variables, data)
else:
self.set_variables(variables, **data)
val = eval_equations(equations, variables, term_mode=term_mode)
coef = val / self._get_volume(volume)
return coef
def eval_equations(
self, names=None, preserve_caches=False, mode="eval", dw_mode="vector", term_mode=None, verbose=True
):
"""
Evaluate (some of) the problem's equations, convenience wrapper of
:func:`eval_equations() <sfepy.discrete.evaluate.eval_equations>`.
Parameters
----------
names : str or sequence of str, optional
Evaluate only equations of the given name(s).
preserve_caches : bool
If True, do not invalidate evaluate caches of variables.
mode : one of 'eval', 'el_avg', 'qp', 'weak'
The evaluation mode - 'weak' means the finite element
assembling, 'qp' requests the values in quadrature points,
'el_avg' element averages and 'eval' means integration over
each term region.
dw_mode : 'vector' or 'matrix'
The assembling mode for 'weak' evaluation mode.
term_mode : str
The term call mode - some terms support different call modes
and depending on the call mode different values are
returned.
verbose : bool
If False, reduce verbosity.
Returns
-------
out : dict or result
The evaluation result. In 'weak' mode it is the vector or sparse
matrix, depending on `dw_mode`. Otherwise, it is a dict of results
with equation names as keys or a single result for a single
equation.
"""
return eval_equations(
self.equations,
self.equations.variables,
names=names,
preserve_caches=preserve_caches,
mode=mode,
dw_mode=dw_mode,
term_mode=term_mode,
verbose=verbose,
)
def __call__(self, volume, problem=None, data=None):
problem = get_default(problem, self.problem)
term_mode = self.term_mode
equations, variables = problem.create_evaluable(self.expression,
term_mode=term_mode)
if isinstance(self.set_variables, list):
self.set_variables_default(variables, self.set_variables,
data)
else:
self.set_variables(variables, **data)
val = eval_equations(equations, variables,
term_mode=term_mode)
coef = val / self._get_volume(volume)
return coef
def eval_equations(self, names=None, preserve_caches=False,
mode='eval', dw_mode='vector', term_mode=None,
verbose=True):
"""
Evaluate (some of) the problem's equations, convenience wrapper of
:func:`eval_equations() <sfepy.discrete.evaluate.eval_equations>`.
Parameters
----------
names : str or sequence of str, optional
Evaluate only equations of the given name(s).
preserve_caches : bool
If True, do not invalidate evaluate caches of variables.
mode : one of 'eval', 'el_avg', 'qp', 'weak'
The evaluation mode - 'weak' means the finite element
assembling, 'qp' requests the values in quadrature points,
'el_avg' element averages and 'eval' means integration over
each term region.
dw_mode : 'vector' or 'matrix'
The assembling mode for 'weak' evaluation mode.
term_mode : str
The term call mode - some terms support different call modes
and depending on the call mode different values are
returned.
verbose : bool
If False, reduce verbosity.
Returns
-------
out : dict or result
The evaluation result. In 'weak' mode it is the vector or sparse
matrix, depending on `dw_mode`. Otherwise, it is a dict of results
with equation names as keys or a single result for a single
equation.
"""
return eval_equations(self.equations, self.equations.variables,
names=names, preserve_caches=preserve_caches,
mode=mode, dw_mode=dw_mode, term_mode=term_mode,
verbose=verbose)
def __call__(self, volume, problem=None, data=None):
problem = get_default(problem, self.problem)
dim, sym = problem.get_dim(get_sym=True)
coef = nm.zeros((dim, sym), dtype=self.dtype)
term_mode = self.term_mode
equations, variables = problem.create_evaluable(self.expression,
term_mode=term_mode)
for ir in range(dim):
self.set_variables(variables, ir, None, 'row', **data)
for ic, (irc, icc) in enumerate(iter_sym(dim)):
self.set_variables(variables, irc, icc, 'col', **data)
val = eval_equations(equations, variables, term_mode=term_mode)
coef[ir, ic] = val
coef /= self._get_volume(volume)
return coef
def __call__(self, volume, problem=None, data=None):
problem = get_default(problem, self.problem)
coef = nm.zeros((self.dim, ), dtype=self.dtype)
term_mode = self.term_mode
for ir in range(self.dim):
expression = self.expression % self.expr_pars[ir]
equations, variables = \
problem.create_evaluable(expression, term_mode=term_mode)
if isinstance(self.set_variables, list):
self.set_variables_default(variables, ir, self.set_variables,
data)
else:
self.set_variables(variables, ir, **data)
val = eval_equations(equations, variables, term_mode=term_mode)
coef[ir] = val
coef /= self._get_volume(volume)
return coef
def __call__(self, volume, problem=None, data=None):
problem = get_default(problem, self.problem)
coef = nm.zeros((self.dim,), dtype=self.dtype)
term_mode = self.term_mode
for ir in range(self.dim):
expression = self.expression % self.expr_pars[ir]
equations, variables = \
problem.create_evaluable(expression, term_mode=term_mode)
if isinstance(self.set_variables, list):
self.set_variables_default(variables, ir, self.set_variables,
data)
else:
self.set_variables(variables, ir, **data)
val = eval_equations(equations, variables,
term_mode=term_mode)
coef[ir] = val
coef /= self._get_volume(volume)
return coef
def check_custom_sensitivity(self, term_desc, idsg, delta,
dp_var_data, state_ap):
pb = self.apb
domain = pb.domain
possible_mat_names = get_expression_arg_names(term_desc)
materials = self.dpb.create_materials(possible_mat_names).as_dict()
variables = self.ofg_equations.variables
aux = self.dpb.create_evaluable(term_desc,
try_equations=False,
var_dict=variables,
verbose=False,
**materials)
check0_equations, check0_variables = aux
aux = self.dpb.create_evaluable(term_desc,
try_equations=False,
var_dict=variables,
verbose=False,
**materials)
check1_equations, check1_variables = aux
var_data = state_ap.get_parts()
var_data.update(dp_var_data)
check0_equations.set_data(var_data, ignore_unknown=True)
check1_equations.set_data(var_data, ignore_unknown=True)
dim = self.sp_boxes.dim
n_mesh_nod = domain.shape.n_nod
a_grad = []
d_grad = []
coors0 = domain.mesh.coors
for nu in self.generate_mesh_velocity( (n_mesh_nod, dim), [idsg] ):
check1_variables['Nu'].set_data(nu.ravel())
aux = eval_equations(check1_equations, check1_variables,
term_mode=1)
a_grad.append( aux )
coorsp = coors0 + delta * nu
pb.set_mesh_coors( coorsp, update_fields=True )
valp = eval_equations(check0_equations, check0_variables,
term_mode=0)
coorsm = coors0 - delta * nu
pb.set_mesh_coors( coorsm, update_fields=True )
valm = eval_equations(check0_equations, check0_variables,
term_mode=0)
d_grad.append( 0.5 * (valp - valm) / delta )
pb.set_mesh_coors( coors0, update_fields=True )
a_grad = nm.array( a_grad, nm.float64 )
d_grad = nm.array( d_grad, nm.float64 )
output( term_desc + ':' )
output( ' a: %.8e' % a_grad )
output( ' d: %.8e' % d_grad )
output( '-> ratio:', a_grad / d_grad )
pause()
def check_custom_sensitivity(self, term_desc, idsg, delta, dp_var_data,
state_ap):
pb = self.apb
domain = pb.domain
possible_mat_names = get_expression_arg_names(term_desc)
materials = self.dpb.create_materials(possible_mat_names).as_dict()
variables = self.ofg_equations.variables
aux = self.dpb.create_evaluable(term_desc,
try_equations=False,
var_dict=variables,
verbose=False,
**materials)
check0_equations, check0_variables = aux
aux = self.dpb.create_evaluable(term_desc,
try_equations=False,
var_dict=variables,
verbose=False,
**materials)
check1_equations, check1_variables = aux
var_data = state_ap.get_parts()
var_data.update(dp_var_data)
check0_equations.set_data(var_data, ignore_unknown=True)
check1_equations.set_data(var_data, ignore_unknown=True)
dim = self.sp_boxes.dim
n_mesh_nod = domain.shape.n_nod
a_grad = []
d_grad = []
coors0 = domain.mesh.coors
for nu in self.generate_mesh_velocity((n_mesh_nod, dim), [idsg]):
check1_variables['Nu'].set_data(nu.ravel())
aux = eval_equations(check1_equations,
check1_variables,
term_mode=1)
a_grad.append(aux)
coorsp = coors0 + delta * nu
pb.set_mesh_coors(coorsp, update_fields=True)
valp = eval_equations(check0_equations,
check0_variables,
term_mode=0)
coorsm = coors0 - delta * nu
pb.set_mesh_coors(coorsm, update_fields=True)
valm = eval_equations(check0_equations,
check0_variables,
term_mode=0)
d_grad.append(0.5 * (valp - valm) / delta)
pb.set_mesh_coors(coors0, update_fields=True)
a_grad = nm.array(a_grad, nm.float64)
d_grad = nm.array(d_grad, nm.float64)
output(term_desc + ':')
output(' a: %.8e' % a_grad)
output(' d: %.8e' % d_grad)
output('-> ratio:', a_grad / d_grad)
pause()