OpenPisco.Optim.Criteria.PhyMecaCriteria module#

OpenPisco.Optim.Criteria.PhyMecaCriteria.CheckIntegrity(GUI=False)[source]#

OpenPisco.Optim.Criteria.PhyMecaCriteria.CreateTopoCriteriaNodalTargetDisp(ops)[source]#

OpenPisco.Optim.Criteria.PhyMecaCriteria.CreateTopoCriteriaVonMises(ops)[source]#: <Constraint type=”VonMises” name=”VonMises” useProblem=”1” UpperBound=”0.1*11387960” CriteriaOffZone=”13” > <useMethod type=”Regionalization” submethod=”Interlacing” numberOfRegions=”3”/> </Constraint>

OpenPisco.Optim.Criteria.PhyMecaCriteria.HookeIsoModified(E, nu, dim)[source]#

class OpenPisco.Optim.Criteria.PhyMecaCriteria.TopoCriteriaNodalTargetDisp(other=None)[source]#

Bases: PhysicalCriteriaBase

GetCriteriaSolution(i)[source]#

classmethod GetCriteriaSolution(self, i)[source]#

Retrieve the solution of index i. The index i should be smaller than the total number of solutions :param int i : index of the current solution :return: solution :rtype: ndarray

GetCriteriaSolutionName(i)[source]#

classmethod GetCriteriaSolutionName(self, i)[source]#

Retrieve the name of the solution of index i. The index i should be smaller than the total number of solutions :param int i : index of the current solution :return: solution name :rtype: str

GetNumberOfSolutions()[source]#

classmethod GetNumberOfSolutions(self)[source]#

Retrieve the number of solutions of the current criterion :return: number of solutions :rtype: int

SetAuxiliaryQuantities(levelSet)[source]#

UpdateValues(levelSet)[source]#: J(Omega) = (int_{nTag} |u*dir -u0|^2 dx)

class OpenPisco.Optim.Criteria.PhyMecaCriteria.TopoCriteriaVonMises(other=None)[source]#

Bases: SemiInfiniteCriteriaBase

ComputeAdjointLoad(sigma, materialFields)[source]#

ComputeComputationalElementFilter()[source]#

ComputeComputationalElementFilter(levelSet)[source]#

Compute computational support, to be redefined according to criteria

ComputeLocalValues()[source]#: Compute specific local values, to be redefined according to criteria

ComputeObjective()[source]#

ComputeSensitivity(levelSet)[source]#

sigma(u) = A*e(u)

-div(sigma(p)) = div( A*j’(sigma(u)) // Omega: p = 0 // Gamma_D

(sigma(p))*n = -A*j’(sigma(u)*n // Gamma_N U Gamma

equivalent to

int_Omega { sigma(p) : epsi (v) } = - int_Omega { A*j’(sigma(u) : epsi(v) }

CreateAdjointProblemDictProperties()[source]#