apply_jacobian_design apply_jacobian_design apply_jacobian_design apply_jacobian_design_transpose apply_jacobian_design_transpose apply_jacobian_design_transpose apply_linearization apply_linearization_transpose assemble_jacobian_state assemble_residual assemble_residual design_param DesignVec DesignVecGhosted get_da init IP_SSAHardavForwardProblem linearize_at m_design_param m_du_global m_du_local m_dzeta_local m_element m_element_index m_fixed_design_locations m_hardav m_J_state m_ksp m_reason m_rebuild_J_state m_stencil_width m_velocity_shared m_zeta set_design set_design_fixed_locations solution StateVec StateVec1 ~IP_SSAHardavForwardProblem

set_design_fixed_locations() virtual void pism::inverse::IP_SSAHardavForwardProblem::set_design_fixed_locations ( array::Scalar &  locations ) inlinevirtual Selects nodes where \(\tau_c\) (more specifically \(\zeta\)) should not be adjusted. The paramter locations should be set to 1 at each node where \(\tau_c\) is fixed. The forward map then effectively treats the design space as the subspace of nodes where locations is 0. Tangent vectors to this subspace, as would be generated by, e.g., \(J_{\rm Design}^t\) are represented as vectors in the full space with entries set to zero in the fixed locations. These can safely be added to preexisting values of \(\zeta\) without changing the entries of \(\zeta\) at the fixed locations. Inversion can be done by setting an initial value of \(\zeta\) having the desired values in the fixed locations, and using set_tauc_fixed_locations() to indicated the nodes that should not be changed. Definition at line 132 of file IP_SSAHardavForwardProblem.hh. References m_fixed_design_locations.