MacroStrainLagrangianForm.cpp

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#include "MacroStrainLagrangianForm.hpp"
#include <polyfem/assembler/MacroStrain.hpp>
 
namespace polyfem::solver
{
    MacroStrainLagrangianForm::MacroStrainLagrangianForm(const assembler::MacroStrainValue &macro_strain_constraint)
        : macro_strain_constraint_(macro_strain_constraint)
    {
        lagr_mults_.setZero(macro_strain_constraint_.get_fixed_entry().size());
    }
    MacroStrainLagrangianForm::MacroStrainLagrangianForm(const assembler::MacroStrainValue &macro_strain_constraint) {…}
 
    double MacroStrainLagrangianForm::value_unweighted(const Eigen::VectorXd &x) const
    {
        const Eigen::VectorXi indices = macro_strain_constraint_.get_fixed_entry().array() + (x.size() - macro_strain_constraint_.dim() * macro_strain_constraint_.dim());
        const double larg = lagr_mults_.transpose() * (x(indices) - values);
        const double pen = (x(indices) - values).squaredNorm() / 2.0;
 
        return L_weight() * larg + A_weight() * pen;
    }
    double MacroStrainLagrangianForm::value_unweighted(const Eigen::VectorXd &x) const {…}
 
    void MacroStrainLagrangianForm::first_derivative_unweighted(const Eigen::VectorXd &x, Eigen::VectorXd &gradv) const
    {
        const Eigen::VectorXi indices = macro_strain_constraint_.get_fixed_entry().array() + (x.size() - macro_strain_constraint_.dim() * macro_strain_constraint_.dim());
        gradv.setZero(x.size());
        gradv(indices) = L_weight() * lagr_mults_ + A_weight() * (x(indices) - values);
    }
    void MacroStrainLagrangianForm::first_derivative_unweighted(const Eigen::VectorXd &x, Eigen::VectorXd &gradv) const {…}
 
    void MacroStrainLagrangianForm::second_derivative_unweighted(const Eigen::VectorXd &x, StiffnessMatrix &hessian) const
    {
        const Eigen::VectorXi indices = macro_strain_constraint_.get_fixed_entry().array() + (x.size() - macro_strain_constraint_.dim() * macro_strain_constraint_.dim());
        hessian.resize(x.size(), x.size());
        hessian.setZero();
        for (int i = 0; i < indices.size(); i++)
            hessian.coeffRef(indices(i), indices(i)) += A_weight();
    }
    void MacroStrainLagrangianForm::second_derivative_unweighted(const Eigen::VectorXd &x, StiffnessMatrix &hessian) const {…}
 
    void MacroStrainLagrangianForm::update_quantities(const double t, const Eigen::VectorXd &)
    {
        values = utils::flatten(macro_strain_constraint_.eval(t));
        values = values(macro_strain_constraint_.get_fixed_entry().array()).eval();
    }
    void MacroStrainLagrangianForm::update_quantities(const double t, const Eigen::VectorXd &) {…}
 
    double MacroStrainLagrangianForm::compute_error(const Eigen::VectorXd &x) const
    {
        const Eigen::VectorXi indices = macro_strain_constraint_.get_fixed_entry().array() + (x.size() - macro_strain_constraint_.dim() * macro_strain_constraint_.dim());
        return (x(indices).array() - values.array()).matrix().squaredNorm();
    }
    double MacroStrainLagrangianForm::compute_error(const Eigen::VectorXd &x) const {…}
 
    void MacroStrainLagrangianForm::update_lagrangian(const Eigen::VectorXd &x, const double k_al)
    {
        k_al_ = k_al;
 
        const Eigen::VectorXi indices = macro_strain_constraint_.get_fixed_entry().array() + (x.size() - macro_strain_constraint_.dim() * macro_strain_constraint_.dim());
        lagr_mults_ += k_al * (x(indices) - values);
    }
    void MacroStrainLagrangianForm::update_lagrangian(const Eigen::VectorXd &x, const double k_al) {…}
} // namespace polyfem::solver