def create_evaluables(self):
variables = self.dpb.create_variables().as_dict()
possible_mat_names = get_expression_arg_names(self.obj_fun_term)
materials = self.dpb.create_materials(possible_mat_names).as_dict()
aux = self.dpb.create_evaluable(self.obj_fun_term,
try_equations=False,
var_dict=variables,
**materials)
self.of_equations, self.of_variables = aux
possible_mat_names = get_expression_arg_names(self.sens_terms)
materials = self.apb.create_materials(possible_mat_names).as_dict()
aux = self.apb.create_evaluable(self.sens_terms,
try_equations=False,
var_dict=variables,
**materials)
self.ofg_equations, self.ofg_variables = aux
def create_evaluable(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', var_dict=None, extra_args=None,
verbose=True, **kwargs):
"""
Create evaluable object (equations and corresponding variables)
from the `expression` string. Convenience function calling
:func:`create_evaluable()
<sfepy.fem.evaluate.create_evaluable()>` with defaults provided
by the ProblemDefinition instance `self`.
The evaluable can be repeatedly evaluated by calling
:func:`eval_equations() <sfepy.fem.evaluate.eval_equations()>`,
e.g. for different values of variables.
Parameters
----------
expression : str
The expression to evaluate.
try_equations : bool
Try to get variables from `self.equations`. If this fails,
variables can either be provided in `var_dict`, as keyword
arguments, or are created automatically according to the
expression.
auto_init : bool
Set values of all variables to all zeros.
preserve_caches : bool
If True, do not invalidate evaluate caches of variables.
copy_materials : bool
Work with a copy of `self.equations.materials` instead of
reusing them. Safe but can be slow.
integrals : Integrals instance, optional
The integrals to be used. Automatically created as needed if
not given.
ebcs : Conditions instance, optional
The essential (Dirichlet) boundary conditions for 'weak'
mode. If not given, `self.ebcs` are used.
epbcs : Conditions instance, optional
The periodic boundary conditions for 'weak'
mode. If not given, `self.epbcs` are used.
lcbcs : Conditions instance, optional
The linear combination boundary conditions for 'weak'
mode. If not given, `self.lcbcs` are used.
ts : TimeStepper instance, optional
The time stepper. If not given, `self.ts` is used.
functions : Functions instance, optional
The user functions for boundary conditions, materials
etc. If not given, `self.functions` are used.
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.
var_dict : dict, optional
The variables (dictionary of (variable name) : (Variable
instance)) to be used in the expression. Use this if the
name of a variable conflicts with one of the parameters of
this method.
extra_args : dict, optional
Extra arguments to be passed to terms in the expression.
verbose : bool
If False, reduce verbosity.
**kwargs : keyword arguments
Additional variables can be passed as keyword arguments, see
`var_dict`.
Returns
-------
equations : Equations instance
The equations that can be evaluated.
variables : Variables instance
The corresponding variables. Set their values and use
:func:`eval_equations() <sfepy.fem.evaluate.eval_equations()>`.
Examples
--------
`problem` is ProblemDefinition instance.
>>> out = problem.create_evaluable('dq_state_in_volume_qp.i1.Omega(u)')
>>> equations, variables = out
`vec` is a vector of coefficients compatible with the field
of 'u' - let's use all ones.
>>> vec = nm.ones((variables['u'].n_dof,), dtype=nm.float64)
>>> variables['u'].data_from_any(vec)
>>> vec_qp = eval_equations(equations, variables, mode='qp')
Try another vector:
>>> vec = 3 * nm.ones((variables['u'].n_dof,), dtype=nm.float64)
>>> variables['u'].data_from_any(vec)
>>> vec_qp = eval_equations(equations, variables, mode='qp')
"""
from sfepy.fem.equations import get_expression_arg_names
variables = get_default(var_dict, {})
if try_equations and self.equations is not None:
# Make a copy, so that possible variable caches are preserved.
for key, var in self.equations.variables.as_dict().iteritems():
if key in variables:
continue
var = var.copy(name=key)
if not preserve_caches:
var.clear_evaluate_cache()
variables[key] = var
elif var_dict is None:
possible_var_names = get_expression_arg_names(expression)
variables = self.create_variables(possible_var_names)
materials = self.get_materials()
if materials is not None:
if copy_materials:
materials = materials.semideep_copy()
else:
materials = Materials(objs=materials._objs)
else:
possible_mat_names = get_expression_arg_names(expression)
materials = self.create_materials(possible_mat_names)
_kwargs = copy(kwargs)
for key, val in kwargs.iteritems():
if isinstance(val, Variable):
if val.name != key:
msg = 'inconsistent variable name! (%s == %s)' \
% (val.name, key)
raise ValueError(msg)
variables[val.name] = val
_kwargs.pop(key)
elif isinstance(val, Material):
if val.name != key:
msg = 'inconsistent material name! (%s == %s)' \
% (val.name, key)
raise ValueError(msg)
materials[val.name] = val
_kwargs.pop(key)
kwargs = _kwargs
ebcs = get_default(ebcs, self.ebcs)
epbcs = get_default(epbcs, self.epbcs)
lcbcs = get_default(lcbcs, self.lcbcs)
ts = get_default(ts, self.get_timestepper())
functions = get_default(functions, self.functions)
integrals = get_default(integrals, self.get_integrals())
out = create_evaluable(expression, self.fields, materials,
variables.itervalues(), integrals,
ebcs=ebcs, epbcs=epbcs, lcbcs=lcbcs,
ts=ts, functions=functions,
auto_init=auto_init,
mode=mode, extra_args=extra_args, verbose=verbose,
kwargs=kwargs)
if copy_materials:
equations = out[0]
equations.time_update_materials(self.ts, self, verbose=verbose)
return out
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 create_evaluable(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',
var_dict=None,
strip_variables=True,
extra_args=None,
verbose=True,
**kwargs):
"""
Create evaluable object (equations and corresponding variables)
from the `expression` string. Convenience function calling
:func:`create_evaluable()
<sfepy.fem.evaluate.create_evaluable()>` with defaults provided
by the ProblemDefinition instance `self`.
The evaluable can be repeatedly evaluated by calling
:func:`eval_equations() <sfepy.fem.evaluate.eval_equations()>`,
e.g. for different values of variables.
Parameters
----------
expression : str
The expression to evaluate.
try_equations : bool
Try to get variables from `self.equations`. If this fails,
variables can either be provided in `var_dict`, as keyword
arguments, or are created automatically according to the
expression.
auto_init : bool
Set values of all variables to all zeros.
preserve_caches : bool
If True, do not invalidate evaluate caches of variables.
copy_materials : bool
Work with a copy of `self.equations.materials` instead of
reusing them. Safe but can be slow.
integrals : Integrals instance, optional
The integrals to be used. Automatically created as needed if
not given.
ebcs : Conditions instance, optional
The essential (Dirichlet) boundary conditions for 'weak'
mode. If not given, `self.ebcs` are used.
epbcs : Conditions instance, optional
The periodic boundary conditions for 'weak'
mode. If not given, `self.epbcs` are used.
lcbcs : Conditions instance, optional
The linear combination boundary conditions for 'weak'
mode. If not given, `self.lcbcs` are used.
ts : TimeStepper instance, optional
The time stepper. If not given, `self.ts` is used.
functions : Functions instance, optional
The user functions for boundary conditions, materials
etc. If not given, `self.functions` are used.
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.
var_dict : dict, optional
The variables (dictionary of (variable name) : (Variable instance))
to be used in the expression. Use this if the name of a variable
conflicts with one of the parameters of this method.
strip_variables : bool
If False, the variables in `var_dict` or `kwargs` not present in
the expression are added to the actual variables as a context.
extra_args : dict, optional
Extra arguments to be passed to terms in the expression.
verbose : bool
If False, reduce verbosity.
**kwargs : keyword arguments
Additional variables can be passed as keyword arguments, see
`var_dict`.
Returns
-------
equations : Equations instance
The equations that can be evaluated.
variables : Variables instance
The corresponding variables. Set their values and use
:func:`eval_equations() <sfepy.fem.evaluate.eval_equations()>`.
Examples
--------
`problem` is ProblemDefinition instance.
>>> out = problem.create_evaluable('dq_state_in_volume_qp.i1.Omega(u)')
>>> equations, variables = out
`vec` is a vector of coefficients compatible with the field
of 'u' - let's use all ones.
>>> vec = nm.ones((variables['u'].n_dof,), dtype=nm.float64)
>>> variables['u'].set_data(vec)
>>> vec_qp = eval_equations(equations, variables, mode='qp')
Try another vector:
>>> vec = 3 * nm.ones((variables['u'].n_dof,), dtype=nm.float64)
>>> variables['u'].set_data(vec)
>>> vec_qp = eval_equations(equations, variables, mode='qp')
"""
from sfepy.fem.equations import get_expression_arg_names
variables = get_default(var_dict, {})
var_context = get_default(var_dict, {})
if try_equations and self.equations is not None:
# Make a copy, so that possible variable caches are preserved.
for key, var in self.equations.variables.as_dict().iteritems():
if key in variables:
continue
var = var.copy(name=key)
if not preserve_caches:
var.clear_evaluate_cache()
variables[key] = var
elif var_dict is None:
possible_var_names = get_expression_arg_names(expression)
variables = self.create_variables(possible_var_names)
materials = self.get_materials()
if materials is not None:
if copy_materials:
materials = materials.semideep_copy()
else:
materials = Materials(objs=materials._objs)
else:
possible_mat_names = get_expression_arg_names(expression)
materials = self.create_materials(possible_mat_names)
_kwargs = copy(kwargs)
for key, val in kwargs.iteritems():
if isinstance(val, Variable):
if val.name != key:
msg = 'inconsistent variable name! (%s == %s)' \
% (val.name, key)
raise ValueError(msg)
var_context[val.name] = variables[val.name] = val
_kwargs.pop(key)
elif isinstance(val, Material):
if val.name != key:
msg = 'inconsistent material name! (%s == %s)' \
% (val.name, key)
raise ValueError(msg)
materials[val.name] = val
_kwargs.pop(key)
kwargs = _kwargs
ebcs = get_default(ebcs, self.ebcs)
epbcs = get_default(epbcs, self.epbcs)
lcbcs = get_default(lcbcs, self.lcbcs)
ts = get_default(ts, self.get_timestepper())
functions = get_default(functions, self.functions)
integrals = get_default(integrals, self.get_integrals())
out = create_evaluable(expression,
self.fields,
materials,
variables.itervalues(),
integrals,
ebcs=ebcs,
epbcs=epbcs,
lcbcs=lcbcs,
ts=ts,
functions=functions,
auto_init=auto_init,
mode=mode,
extra_args=extra_args,
verbose=verbose,
kwargs=kwargs)
if not strip_variables:
variables = out[1]
variables.extend([
var for var in var_context.itervalues() if var not in variables
])
equations = out[0]
mode = 'update' if not copy_materials else 'normal'
equations.time_update_materials(self.ts,
mode=mode,
problem=self,
verbose=verbose)
return out
