add_contribution add_contribution Element2 Element2 evaluate evaluate local_to_global m_normals m_side_lengths mark_col_invalid mark_row_invalid n_sides nodal_values nodal_values normal reset side_length

evaluate() [2/2] template<typename T > void pism::fem::Element2::evaluate ( const T *  x, T *  vals, T *  dx, T *  dy  ) inline Given nodal values, compute the values and partial derivatives at the quadrature points. Output arrays should have enough elements to hold values at all quadrature points.` Definition at line 195 of file Element.hh. References pism::fem::Germ::dx, pism::fem::Germ::dy, pism::k, pism::fem::Element::m_germs, pism::fem::Element::m_n_chi, pism::fem::Element::m_Nq, and pism::fem::Germ::val. Referenced by pism::inverse::IP_SSAHardavForwardProblem::apply_jacobian_design(), pism::inverse::IP_SSATaucForwardProblem::apply_jacobian_design(), pism::inverse::IP_SSAHardavForwardProblem::apply_jacobian_design_transpose(), pism::inverse::IP_SSATaucForwardProblem::apply_jacobian_design_transpose(), pism::stressbalance::SSAFEM::compute_local_function(), pism::stressbalance::SSAFEM::compute_local_jacobian(), pism::inverse::IP_H1NormFunctional2S::dot(), pism::inverse::IPGroundedIceH1NormFunctional2S::dot(), pism::inverse::IP_L2NormFunctional2S::dot(), pism::inverse::IP_L2NormFunctional2V::dot(), pism::inverse::IP_H1NormFunctional2S::gradientAt(), pism::inverse::IP_L2NormFunctional2S::gradientAt(), pism::inverse::IPGroundedIceH1NormFunctional2S::gradientAt(), pism::inverse::IPTotalVariationFunctional2S::gradientAt(), pism::inverse::IP_L2NormFunctional2V::gradientAt(), pism::inverse::IP_H1NormFunctional2S::valueAt(), pism::inverse::IP_L2NormFunctional2S::valueAt(), pism::inverse::IPGroundedIceH1NormFunctional2S::valueAt(), pism::inverse::IPTotalVariationFunctional2S::valueAt(), and pism::inverse::IP_L2NormFunctional2V::valueAt().