DOLFINx 0.11.0.0
DOLFINx C++
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assemble_expression_impl.h
1// Copyright (C) 2025 Garth N. Wells
2//
3// This file is part of DOLFINx (https://www.fenicsproject.org)
4//
5// SPDX-License-Identifier: LGPL-3.0-or-later
6
7#pragma once
8
9#include "Expression.h"
10#include "FunctionSpace.h"
11#include "traits.h"
12#include "utils.h"
13#include <algorithm>
14#include <basix/mdspan.hpp>
15#include <dolfinx/common/IndexMap.h>
16#include <dolfinx/mesh/Geometry.h>
17#include <dolfinx/mesh/Mesh.h>
18#include <dolfinx/mesh/Topology.h>
19#include <memory>
20#include <vector>
21
22namespace dolfinx::fem::impl
23{
61template <dolfinx::scalar T, std::floating_point U>
63 std::span<T> values, fem::FEkernel<T> auto fn,
64 std::array<std::size_t, 2> Xshape, std::size_t value_size,
65 std::size_t num_argument_dofs,
66 md::mdspan<const std::int32_t, md::dextents<std::size_t, 2>> x_dofmap,
67 std::span<const scalar_value_t<T>> x,
68 md::mdspan<const T, md::dextents<std::size_t, 2>> coeffs,
69 std::span<const T> constants, fem::MDSpan2 auto entities,
70 std::span<const std::uint32_t> cell_info,
72{
73 static_assert(entities.rank() == 1 or entities.rank() == 2);
74
75 // Create data structures used in evaluation
76 std::vector<U> coord_dofs(3 * x_dofmap.extent(1));
77
78 // Iterate over cells and 'assemble' into values
79 int size0 = Xshape[0] * value_size;
80 std::vector<T> values_local(size0 * num_argument_dofs, 0);
81 std::size_t offset = values_local.size();
82 for (std::size_t e = 0; e < entities.extent(0); ++e)
83 {
84 std::ranges::fill(values_local, 0);
85 if constexpr (entities.rank() == 1)
86 {
87 std::int32_t entity = entities(e);
88 auto x_dofs = md::submdspan(x_dofmap, entity, md::full_extent);
89 for (std::size_t i = 0; i < x_dofs.size(); ++i)
90 {
91 std::copy_n(std::next(x.begin(), 3 * x_dofs[i]), 3,
92 std::next(coord_dofs.begin(), 3 * i));
93 }
94 fn(values_local.data(), &coeffs(e, 0), constants.data(),
95 coord_dofs.data(), nullptr, nullptr, nullptr);
96
97 P0(values_local, cell_info, entity, size0);
98 }
99 else
100 {
101 std::int32_t entity = entities(e, 0);
102 auto x_dofs = md::submdspan(x_dofmap, entity, md::full_extent);
103 for (std::size_t i = 0; i < x_dofs.size(); ++i)
104 {
105 std::copy_n(std::next(x.begin(), 3 * x_dofs[i]), 3,
106 std::next(coord_dofs.begin(), 3 * i));
107 }
108 fn(values_local.data(), &coeffs(e, 0), constants.data(),
109 coord_dofs.data(), &entities(e, 1), nullptr, nullptr);
110
111 P0(values_local, cell_info, entity, size0);
112 }
113
114 for (std::size_t j = 0; j < values_local.size(); ++j)
115 values[e * offset + j] = values_local[j];
116 }
117}
118
151template <dolfinx::scalar T, std::floating_point U>
153 std::span<T> values, fem::FEkernel<T> auto fn,
154 std::array<std::size_t, 2> Xshape, std::size_t value_size,
155 md::mdspan<const T, md::dextents<std::size_t, 2>> coeffs,
156 std::span<const T> constants, const mesh::Mesh<U>& mesh,
157 fem::MDSpan2 auto entities,
158 std::optional<
159 std::pair<std::reference_wrapper<const FiniteElement<U>>, std::size_t>>
160 element)
161{
162 std::function<void(std::span<T>, std::span<const std::uint32_t>, std::int32_t,
163 int)>
164 post_dof_transform
165 = [](std::span<T>, std::span<const std::uint32_t>, std::int32_t, int)
166 {
167 // Do nothing
168 };
169
170 std::shared_ptr<const mesh::Topology> topology = mesh.topology();
171 assert(topology);
172 std::size_t num_argument_dofs = 1;
173 std::span<const std::uint32_t> cell_info;
174 if (element)
175 {
176 num_argument_dofs = element->second;
177 if (element->first.get().needs_dof_transformations())
178 {
179 mesh.topology_mutable()->create_entity_permutations();
180 cell_info = std::span(topology->get_cell_permutation_info());
181 post_dof_transform
182 = element->first.get().template dof_transformation_right_fn<T>(
184 }
185 }
186
187 tabulate_expression<T, U>(values, fn, Xshape, value_size, num_argument_dofs,
188 mesh.geometry().dofmap(), mesh.geometry().x(),
189 coeffs, constants, entities, cell_info,
190 post_dof_transform);
191}
192} // namespace dolfinx::fem::impl
Model of a finite element.
Definition FiniteElement.h:57
A Mesh consists of a set of connected and numbered mesh topological entities, and geometry data.
Definition Mesh.h:23
DOF transform kernel concept.
Definition traits.h:21
Finite element cell kernel concept.
Definition traits.h:30
Concept for mdspan of rank 1 or 2.
Definition traits.h:36
Functions supporting finite element method operations.
void tabulate_expression(std::span< T > values, const fem::Expression< T, U > &e, md::mdspan< const T, md::dextents< std::size_t, 2 > > coeffs, std::span< const T > constants, const mesh::Mesh< U > &mesh, fem::MDSpan2 auto entities, std::optional< std::pair< std::reference_wrapper< const FiniteElement< U > >, std::size_t > > element)
Evaluate an Expression on cells or facets.
Definition assembler.h:64
@ transpose
Transpose.
Definition FiniteElement.h:28
Mesh data structures and algorithms on meshes.
Definition DofMap.h:32