Here is a list of all documented functions and subroutines with links to the fortran module structure documentation

- e -

• e : sll_t_singular_mapping_analytic_czarny
• e1 : sll_t_penta_diagonal_solver
• e2 : sll_t_penta_diagonal_solver
• e_0 : sll_t_maxwell_2d_diga , sll_t_maxwell_2d_fdtd , sll_t_maxwell_2d_periodic_plan_cartesian_par , sll_t_maxwell_2d_pstd , sll_t_maxwell_3d_pstd , sll_maxwell_solver
• e_acc : sll_t_electric_field_accumulator , sll_t_electric_field_accumulator_cs
• edge : cell_type
• efield1 : sll_t_pic_poisson_2d
• efield2 : sll_t_pic_poisson_2d
• efield_dofs : sll_t_pic_poisson_2d , sll_t_time_propagator_pic_vm_1d2v_boris , sll_t_time_propagator_pic_vm_1d2v_cef , sll_t_time_propagator_pic_vm_1d2v_ecsim2o , sll_t_time_propagator_pic_vm_1d2v_ecsim , sll_t_time_propagator_pic_vm_1d2v_helper , sll_t_time_propagator_pic_vm_1d2v_hs , sll_t_time_propagator_pic_vm_1d2v_hs_trafo , sll_t_time_propagator_pic_vm_1d2v_momentum , sll_t_time_propagator_pic_vm_1d2v_subcyc , sll_t_time_propagator_pic_vm_1d2v_trafo_helper , sll_t_time_propagator_pic_vm_1d2v_zigsub , sll_t_time_propagator_pic_vm_2d3v_hs , sll_t_time_propagator_pic_vm_3d3v_cef , sll_t_time_propagator_pic_vm_3d3v_cef_trafo , sll_t_time_propagator_pic_vm_3d3v_helper , sll_t_time_propagator_pic_vm_3d3v_hs , sll_t_time_propagator_pic_vm_3d3v_hs_trafo , sll_t_time_propagator_pic_vm_3d3v_trafo_helper
• efield_dofs_local : sll_t_time_propagator_pic_vm_1d2v_ecsim2o , sll_t_time_propagator_pic_vm_1d2v_ecsim
• efield_dofs_mid : sll_t_time_propagator_pic_vm_1d2v_boris
• efield_dofs_new : sll_t_time_propagator_pic_vm_1d2v_helper , sll_t_time_propagator_pic_vm_1d2v_trafo_helper , sll_t_time_propagator_pic_vm_3d3v_helper , sll_t_time_propagator_pic_vm_3d3v_trafo_helper
• efield_dofs_work : sll_t_time_propagator_pic_vm_1d2v_helper , sll_t_time_propagator_pic_vm_1d2v_trafo_helper , sll_t_time_propagator_pic_vm_3d3v_cl_helper , sll_t_time_propagator_pic_vm_3d3v_helper , sll_t_time_propagator_pic_vm_3d3v_trafo_helper
• efield_filter : sll_t_time_propagator_pic_vm_1d2v_helper , sll_t_time_propagator_pic_vm_1d2v_hs , sll_t_time_propagator_pic_vm_1d2v_momentum , sll_t_time_propagator_pic_vm_1d2v_subcyc , sll_t_time_propagator_pic_vm_3d3v_helper , sll_t_time_propagator_pic_vm_3d3v_hs
• efield_to_val : sll_t_time_propagator_pic_vm_1d2v_helper , sll_t_time_propagator_pic_vm_1d2v_hs , sll_t_time_propagator_pic_vm_1d2v_momentum
• eig_values_1 : sll_t_linear_solver_spline_mass_2d_fft
• eig_values_2 : sll_t_linear_solver_spline_mass_2d_fft
• eig_values_d1 : sll_t_poisson_2d_fem_fft , sll_t_poisson_3d_fem_fft , sll_t_preconditioner_curl_solver_fft
• eig_values_d1t : sll_t_preconditioner_curl_solver_fft
• eig_values_d2 : sll_t_poisson_2d_fem_fft , sll_t_poisson_3d_fem_fft , sll_t_preconditioner_curl_solver_fft
• eig_values_d2t : sll_t_preconditioner_curl_solver_fft
• eig_values_d3 : sll_t_poisson_3d_fem_fft , sll_t_preconditioner_curl_solver_fft
• eig_values_d3t : sll_t_preconditioner_curl_solver_fft
• eig_values_dtm1d_1 : sll_t_poisson_2d_fem_fft , sll_t_poisson_3d_fem_fft
• eig_values_dtm1d_2 : sll_t_poisson_2d_fem_fft , sll_t_poisson_3d_fem_fft
• eig_values_dtm1d_3 : sll_t_poisson_3d_fem_fft
• eig_values_mass_0_1 : sll_t_poisson_2d_fem_fft , sll_t_poisson_3d_fem_fft , sll_t_preconditioner_curl_solver_fft
• eig_values_mass_0_2 : sll_t_poisson_2d_fem_fft , sll_t_poisson_3d_fem_fft , sll_t_preconditioner_curl_solver_fft
• eig_values_mass_0_3 : sll_t_poisson_3d_fem_fft , sll_t_preconditioner_curl_solver_fft
• eig_values_mass_1_1 : sll_t_preconditioner_curl_solver_fft
• eig_values_mass_1_2 : sll_t_preconditioner_curl_solver_fft
• eig_values_mass_1_3 : sll_t_preconditioner_curl_solver_fft
• eigenvalues_minv : sll_t_periodic_interp_work
• eigenvalues_s : sll_t_periodic_interp_work
• ek : sll_t_advector_1d_ampere
• electrostatic : sll_t_time_propagator_pic_vm_1d2v_cef , sll_t_time_propagator_pic_vm_1d2v_disgrade , sll_t_time_propagator_pic_vm_1d2v_disgrade_trafo , sll_t_time_propagator_pic_vm_1d2v_disgradec , sll_t_time_propagator_pic_vm_1d2v_disgradec_trafo , sll_t_time_propagator_pic_vm_1d2v_hs , sll_t_time_propagator_pic_vm_1d2v_hs_trafo , sll_t_time_propagator_pic_vm_1d2v_zigsub , sll_t_time_propagator_pic_vm_3d3v_cef , sll_t_time_propagator_pic_vm_3d3v_cef_trafo , sll_t_time_propagator_pic_vm_3d3v_disgrade , sll_t_time_propagator_pic_vm_3d3v_disgrade_trafo , sll_t_time_propagator_pic_vm_3d3v_disgradec , sll_t_time_propagator_pic_vm_3d3v_disgradec_trafo , sll_t_time_propagator_pic_vm_3d3v_hs , sll_t_time_propagator_pic_vm_3d3v_hs_trafo
• element_mat() : sll_t_poisson_2d_fem_sps_weak_form , sll_t_qn_solver_2d_fem_sps_weak_form
• element_rhs() : sll_c_ellipt_2d_fem_sps_weak_form , sll_t_poisson_2d_fem_sps_weak_form , sll_t_qn_solver_2d_fem_sps_weak_form
• empty() : empty
• eps : sll_t_ellipt_2d_cartesian_gradient , sll_t_jacobian_2d_pseudo_cartesian , sll_t_init_landau_2d , sll_t_particle_sampling , sll_t_singular_mapping_analytic_czarny , sll_t_init_tsi_2d
• eps0 : sll_t_poisson_2d_triangular
• epsilon : sll_t_linear_operator_curl_3d , sll_t_linear_operator_curl_cl_3d
• epsilon_0 : sll_t_qn_solver_2d_polar , sll_t_qn_solver_2d_polar_par
• epsnufft : sll_t_nufft_2d
• eta1_cell() : sll_t_cartesian_mesh_1d , sll_t_cartesian_mesh_3d , sll_t_cartesian_mesh_4d , sll_c_mesh_1d_base , sll_c_mesh_2d_base , sll_c_mesh_3d_base , sll_mesh_4d_base
• eta1_cell_one_arg() : sll_t_cartesian_mesh_2d , sll_t_hex_mesh_2d , sll_c_mesh_2d_base
• eta1_cell_two_arg() : sll_t_cartesian_mesh_2d , sll_t_hex_mesh_2d , sll_c_mesh_2d_base
• eta1_coords : sll_t_advector_2d_bsl , sll_t_csl_2d_advector , sll_t_integer_oblic_2d_advector
• eta1_interpolator : sll_t_scalar_field_2d
• eta1_max : sll_t_advector_1d_ampere , sll_t_cartesian_mesh_2d , sll_t_cartesian_mesh_3d , sll_t_cartesian_mesh_4d , sll_t_charac_2d_explicit_euler , explicit_euler_conservative_2d_charac_computer , sll_t_charac_2d_verlet , cell_type , sll_t_maxwell_2d_diga , sll_t_maxwell_2d_fdtd , sll_t_maxwell_2d_pstd , sll_maxwell_solver , sll_t_nufft_2d , sll_t_nufft_interpolator_2d , sll_t_poisson_1d_hmf , sll_t_poisson_1d_periodic , sll_t_triangular_mesh_2d
• eta1_min : sll_t_advector_1d_ampere , sll_t_cartesian_mesh_2d , sll_t_cartesian_mesh_3d , sll_t_cartesian_mesh_4d , sll_t_charac_2d_explicit_euler , explicit_euler_conservative_2d_charac_computer , sll_t_charac_2d_verlet , cell_type , sll_t_maxwell_2d_diga , sll_t_maxwell_2d_fdtd , sll_t_maxwell_2d_pstd , sll_maxwell_solver , sll_t_nufft_2d , sll_t_nufft_interpolator_2d , sll_t_poisson_1d_hmf , sll_t_poisson_1d_periodic , sll_t_triangular_mesh_2d
• eta1_node() : sll_t_cartesian_mesh_1d , sll_t_cartesian_mesh_2d , sll_t_cartesian_mesh_3d , sll_t_cartesian_mesh_4d , sll_t_hex_mesh_2d , sll_c_mesh_1d_base , sll_c_mesh_2d_base , sll_c_mesh_3d_base , sll_mesh_4d_base
• eta1_nodes() : sll_t_cartesian_mesh_1d
• eta2_cell() : sll_t_cartesian_mesh_3d , sll_t_cartesian_mesh_4d , sll_c_mesh_2d_base , sll_c_mesh_3d_base , sll_mesh_4d_base
• eta2_cell_one_arg() : sll_t_cartesian_mesh_2d , sll_t_hex_mesh_2d , sll_c_mesh_2d_base
• eta2_cell_two_arg() : sll_t_cartesian_mesh_2d , sll_t_hex_mesh_2d , sll_c_mesh_2d_base
• eta2_coords : sll_t_advector_2d_bsl , sll_t_csl_2d_advector , sll_t_integer_oblic_2d_advector
• eta2_interpolator : sll_t_scalar_field_2d
• eta2_max : sll_t_cartesian_mesh_2d , sll_t_cartesian_mesh_3d , sll_t_cartesian_mesh_4d , sll_t_charac_2d_explicit_euler , explicit_euler_conservative_2d_charac_computer , sll_t_charac_2d_verlet , cell_type , sll_t_maxwell_2d_diga , sll_t_maxwell_2d_fdtd , sll_t_maxwell_2d_pstd , sll_maxwell_solver , sll_t_nufft_2d , sll_t_nufft_interpolator_2d , sll_t_triangular_mesh_2d
• eta2_min : sll_t_cartesian_mesh_2d , sll_t_cartesian_mesh_3d , sll_t_cartesian_mesh_4d , sll_t_charac_2d_explicit_euler , explicit_euler_conservative_2d_charac_computer , sll_t_charac_2d_verlet , cell_type , sll_t_maxwell_2d_diga , sll_t_maxwell_2d_fdtd , sll_t_maxwell_2d_pstd , sll_maxwell_solver , sll_t_nufft_2d , sll_t_nufft_interpolator_2d , sll_t_triangular_mesh_2d
• eta2_node() : sll_t_cartesian_mesh_2d , sll_t_cartesian_mesh_3d , sll_t_cartesian_mesh_4d , sll_t_hex_mesh_2d , sll_c_mesh_2d_base , sll_c_mesh_3d_base , sll_mesh_4d_base
• eta3_cell() : sll_t_cartesian_mesh_3d , sll_t_cartesian_mesh_4d , sll_c_mesh_3d_base , sll_mesh_4d_base
• eta3_max : sll_t_cartesian_mesh_3d , sll_t_cartesian_mesh_4d
• eta3_min : sll_t_cartesian_mesh_3d , sll_t_cartesian_mesh_4d
• eta3_node() : sll_t_cartesian_mesh_3d , sll_t_cartesian_mesh_4d , sll_c_mesh_3d_base , sll_mesh_4d_base
• eta4_cell() : sll_mesh_4d_base
• eta4_max : sll_t_cartesian_mesh_4d
• eta4_min : sll_t_cartesian_mesh_4d
• eta4_node() : sll_mesh_4d_base
• eta_coords : sll_t_advector_1d_bsl , csl_1d_advector , csl_periodic_1d_advector
• eta_coords_unit : csl_1d_advector
• eta_coords_unit_back : csl_1d_advector
• eta_in_max : sll_t_nml_mesh_1d_two_grid_cart
• eta_in_min : sll_t_nml_mesh_1d_two_grid_cart
• eta_max : psm_1d_advector , sll_t_advector_1d_spectral , sll_t_cartesian_mesh_1d , sll_t_cartesian_mesh_6d , sll_t_charac_1d_explicit_euler , explicit_euler_conservative_1d_charac_computer , sll_t_trapezoid_1d_charac , sll_t_trapezoid_conservative_1d_charac , sll_t_plan_gyroaverage_polar , gyroaverage_2d_polar_computation , sll_t_hermite_aligned_interpolation_2d , sll_t_hermite_interpolation_1d , sll_t_hermite_interpolation_2d , sll_t_nml_mesh_1d_two_grid_cart , sll_t_nml_mesh_1d_unif_cart , sll_t_qn_2d_polar , sll_t_sparse_grid_interpolator
• eta_min : psm_1d_advector , sll_t_advector_1d_spectral , sll_t_cartesian_mesh_1d , sll_t_cartesian_mesh_6d , sll_t_charac_1d_explicit_euler , explicit_euler_conservative_1d_charac_computer , sll_t_trapezoid_1d_charac , sll_t_trapezoid_conservative_1d_charac , sll_t_plan_gyroaverage_polar , gyroaverage_2d_polar_computation , sll_t_hermite_aligned_interpolation_2d , sll_t_hermite_interpolation_1d , sll_t_hermite_interpolation_2d , sll_t_nml_mesh_1d_landau_cart , sll_t_nml_mesh_1d_two_grid_cart , sll_t_nml_mesh_1d_unif_cart , sll_t_qn_2d_polar , sll_t_sparse_grid_interpolator
• eval() : sll_c_distribution_params_6d , sll_t_delta_parameters_6d , sll_t_landau_diag_parameters_6d , sll_t_landau_prod_parameters_6d , sll_t_landau_sum_df_parameters_6d , sll_t_landau_sum_parameters_6d , sll_t_pslab2_parameters_6d , sll_t_pslab_parameters_6d , sll_t_twogaussian_parameters_6d , sll_t_ellipt_2d_cartesian_gradient , sll_t_jacobian_2d_pseudo_cartesian , sll_t_singular_mapping_analytic_czarny , sll_t_singular_mapping_analytic_target , sll_c_singular_mapping , sll_t_singular_mapping_discrete , sll_t_spline_1d , sll_t_spline_2d
• eval_array() : sll_t_spline_1d , sll_t_spline_2d
• eval_array_deriv() : sll_t_spline_1d
• eval_array_deriv_x1() : sll_t_spline_2d
• eval_array_deriv_x1x2() : sll_t_spline_2d
• eval_array_deriv_x2() : sll_t_spline_2d
• eval_basis() : sll_c_bsplines , sll_t_bsplines_non_uniform , sll_t_bsplines_uniform
• eval_basis_and_n_derivs() : sll_c_bsplines , sll_t_bsplines_non_uniform , sll_t_bsplines_uniform
• eval_component_single() : eval_component_single
• eval_counter : sll_t_time_propagator_pic_vm_1d2v_helper
• eval_deriv() : sll_c_bsplines , sll_t_bsplines_non_uniform , sll_t_bsplines_uniform , sll_t_spline_1d
• eval_deriv_x1() : sll_t_spline_2d
• eval_deriv_x1x2() : sll_t_spline_2d
• eval_deriv_x2() : sll_t_spline_2d
• eval_gradient() : sll_t_pif_fieldsolver
• eval_inverse() : sll_c_singular_mapping
• eval_l0() : sll_t_polar_bsplines_2d
• eval_l1() : sll_t_polar_bsplines_2d
• eval_l2() : sll_t_polar_bsplines_2d
• eval_multiple() : eval_multiple
• eval_same : sll_t_particle_mesh_coupling_spline_strong_1d
• eval_single() : eval_single
• eval_solution() : sll_t_pif_fieldsolver
• eval_v() : sll_c_distribution_params_6d , sll_t_landau_prod_parameters_6d , sll_t_landau_sum_parameters_6d , sll_t_pslab_parameters_6d , sll_t_twogaussian_parameters_6d
• eval_v_density() : sll_c_distribution_params , sll_t_params_cos_gaussian , sll_t_params_cos_gaussian_screwpinch , sll_t_params_noise_gaussian
• eval_x_density() : sll_c_distribution_params , sll_t_params_cos_gaussian , sll_t_params_cos_gaussian_screwpinch , sll_t_params_noise_gaussian
• eval_xv_density() : sll_c_distribution_params , sll_t_params_cos_gaussian , sll_t_params_cos_gaussian_screwpinch , sll_t_params_noise_gaussian
• evaluate() : sll_c_particle_mesh_coupling_1d , sll_c_particle_mesh_coupling_3d , sll_t_particle_mesh_coupling_spline_1d , sll_t_particle_mesh_coupling_spline_2d , sll_t_particle_mesh_coupling_spline_2d_feec , sll_t_particle_mesh_coupling_spline_3d_feec , sll_t_particle_mesh_coupling_spline_cl_1d , sll_t_particle_mesh_coupling_spline_cl_3d_feec , sll_t_particle_mesh_coupling_spline_smooth_1d , sll_t_particle_mesh_coupling_spline_strong_1d
• evaluate_field() : sll_c_pic_poisson
• evaluate_field_single() : sll_t_pic_poisson_2d , sll_c_pic_poisson
• evaluate_field_vector() : sll_c_pic_poisson
• evaluate_int() : sll_t_particle_mesh_coupling_spline_1d , sll_t_particle_mesh_coupling_spline_smooth_1d
• evaluate_int_linear_quad() : sll_t_particle_mesh_coupling_spline_1d
• evaluate_int_linear_quad_subnewton() : sll_t_particle_mesh_coupling_spline_1d
• evaluate_int_quad() : sll_t_particle_mesh_coupling_spline_1d
• evaluate_int_subnewton() : sll_t_particle_mesh_coupling_spline_1d
• evaluate_multiple() : sll_c_particle_mesh_coupling_1d , sll_c_particle_mesh_coupling_3d , sll_t_particle_mesh_coupling_spline_1d , sll_t_particle_mesh_coupling_spline_2d , sll_t_particle_mesh_coupling_spline_2d_feec , sll_t_particle_mesh_coupling_spline_3d_feec , sll_t_particle_mesh_coupling_spline_cl_1d , sll_t_particle_mesh_coupling_spline_cl_3d_feec , sll_t_particle_mesh_coupling_spline_strong_1d
• evaluate_phi() : sll_c_pic_poisson
• evaluate_phi_single() : sll_t_pic_poisson_2d , sll_c_pic_poisson
• evaluate_phi_vector() : sll_c_pic_poisson
• evaluate_pp() : sll_t_particle_mesh_coupling_spline_2d , sll_t_particle_mesh_coupling_spline_2d_feec
• evaluate_rho() : sll_c_pic_poisson
• evaluate_rho_single() : sll_t_pic_poisson_2d , sll_c_pic_poisson
• evaluate_rho_vector() : sll_c_pic_poisson
• evaluate_simple() : sll_t_particle_mesh_coupling_spline_1d
• even_deg1 : sll_t_polar_spline_interpolator_2d
• ex_ij : sll_t_field_accumulator_cs
• ex_ijm1 : sll_t_field_accumulator_cs
• ex_ijp1 : sll_t_field_accumulator_cs
• ex_ijp2 : sll_t_field_accumulator_cs
• ex_im1j : sll_t_field_accumulator_cs
• ex_im1jm1 : sll_t_field_accumulator_cs
• ex_im1jp1 : sll_t_field_accumulator_cs
• ex_im1jp2 : sll_t_field_accumulator_cs
• ex_ip1j : sll_t_field_accumulator_cs
• ex_ip1jm1 : sll_t_field_accumulator_cs
• ex_ip1jp1 : sll_t_field_accumulator_cs
• ex_ip1jp2 : sll_t_field_accumulator_cs
• ex_ip2j : sll_t_field_accumulator_cs
• ex_ip2jm1 : sll_t_field_accumulator_cs
• ex_ip2jp1 : sll_t_field_accumulator_cs
• ex_ip2jp2 : sll_t_field_accumulator_cs
• ex_ne : sll_t_field_accumulator_cell
• ex_nw : sll_t_field_accumulator_cell
• ex_se : sll_t_field_accumulator_cell
• ex_sw : sll_t_field_accumulator_cell
• ex_x1 : sll_t_poisson_3d_periodic_par
• ext_bspl1 : sll_t_polar_spline_interpolator_2d
• ext_gtau : sll_t_polar_spline_interpolator_2d
• ext_interp : sll_t_polar_spline_interpolator_2d
• ext_spline : sll_t_polar_spline_interpolator_2d
• extract_periodic() : sll_t_sparse_grid_interpolator
• exy : sll_t_poisson_2d_periodic_fft
• ey_ij : sll_t_field_accumulator_cs
• ey_ijm1 : sll_t_field_accumulator_cs
• ey_ijp1 : sll_t_field_accumulator_cs
• ey_ijp2 : sll_t_field_accumulator_cs
• ey_im1j : sll_t_field_accumulator_cs
• ey_im1jm1 : sll_t_field_accumulator_cs
• ey_im1jp1 : sll_t_field_accumulator_cs
• ey_im1jp2 : sll_t_field_accumulator_cs
• ey_ip1j : sll_t_field_accumulator_cs
• ey_ip1jm1 : sll_t_field_accumulator_cs
• ey_ip1jp1 : sll_t_field_accumulator_cs
• ey_ip1jp2 : sll_t_field_accumulator_cs
• ey_ip2j : sll_t_field_accumulator_cs
• ey_ip2jm1 : sll_t_field_accumulator_cs
• ey_ip2jp1 : sll_t_field_accumulator_cs
• ey_ip2jp2 : sll_t_field_accumulator_cs
• ey_ne : sll_t_field_accumulator_cell
• ey_nw : sll_t_field_accumulator_cell
• ey_se : sll_t_field_accumulator_cell
• ey_sw : sll_t_field_accumulator_cell
• ey_x2 : sll_t_poisson_3d_periodic_par
• ez_x3 : sll_t_poisson_3d_periodic_par