ESPResSo
Extensible Simulation Package for Research on Soft Matter Systems
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pressure_cabana.hpp
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1/*
2 * Copyright (C) 2026 The ESPResSo project
3 *
4 * This file is part of ESPResSo.
5 *
6 * ESPResSo is free software: you can redistribute it and/or modify
7 * it under the terms of the GNU General Public License as published by
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9 * (at your option) any later version.
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13 * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
14 * GNU General Public License for more details.
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16 * You should have received a copy of the GNU General Public License
17 * along with this program. If not, see <http://www.gnu.org/licenses/>.
18 */
19
20#pragma once
21
22#include <config/config.hpp>
23
24#include "BoxGeometry.hpp"
25#include "Observable_stat.hpp"
26#include "Particle.hpp"
27#include "aosoa_pack.hpp"
30#include "exclusions.hpp"
31#include "forces_inline.hpp"
33#include "pressure_inline.hpp"
35
36#ifdef ESPRESSO_DPD
37#include "dpd.hpp"
38#endif
39
40#include <utils/Vector.hpp>
41#include <utils/index.hpp>
43
44#include <Cabana_Core.hpp>
45
46#include <omp.h>
47
48#include <cstddef>
49#include <span>
50#include <vector>
51
53 std::size_t n_bonded;
54 std::size_t n_types;
55 std::size_t off_bonded = 0;
56 std::size_t off_nb_inter;
57 std::size_t off_nb_intra;
58 std::size_t off_coulomb;
59 std::size_t off_dipolar;
60 std::size_t off_dpd;
61 std::size_t total;
62
63 PressureBinLayout(std::size_t n_bonded_, std::size_t n_types_)
65 auto const n_nb = n_types * (n_types + 1) / 2;
70 off_dpd = off_dipolar + 1;
71 total = off_dpd + 1;
72 }
73
75 std::size_t tensor_offset(std::size_t bin, std::size_t k) const {
76 return bin * 9 + k;
77 }
78
80 std::size_t nb_inter_idx(int t1, int t2) const {
81 return off_nb_inter +
82 Utils::lower_triangular(std::max(t1, t2), std::min(t1, t2));
83 }
84
86 std::size_t nb_intra_idx(int t1, int t2) const {
87 return off_nb_intra +
88 Utils::lower_triangular(std::max(t1, t2), std::min(t1, t2));
89 }
90
91 KOKKOS_INLINE_FUNCTION std::size_t coulomb_idx() const { return off_coulomb; }
92 KOKKOS_INLINE_FUNCTION std::size_t dipolar_idx() const { return off_dipolar; }
93 KOKKOS_INLINE_FUNCTION std::size_t dpd_idx() const { return off_dpd; }
94 KOKKOS_INLINE_FUNCTION std::size_t bonded_idx(int b) const {
95 return off_bonded + static_cast<std::size_t>(b);
96 }
97};
98
100 using execution_space = Kokkos::HostSpace;
108#ifdef ESPRESSO_DPD
110#endif
111 std::vector<Particle *> const &unique_particles;
112 Kokkos::View<double **, Kokkos::LayoutRight, execution_space> local_pressure;
115 Kokkos::View<int *, Kokkos::LayoutRight, execution_space> mol_id_view;
118
147
148 ESPRESSO_ATTR_ALWAYS_INLINE inline void operator()(std::size_t i,
149 std::size_t j) const {
150 auto const pos1 = aosoa.get_vector_at(aosoa.position, i);
151 auto const pos2 = aosoa.get_vector_at(aosoa.position, j);
152 auto const d = box_geo.get_mi_vector(pos1, pos2);
153 auto const dist = d.norm();
155 return;
156
157 auto const t1 = aosoa.type(i);
158 auto const t2 = aosoa.type(j);
159 auto const &ia_params = nonbonded_ias.get_ia_param(t1, t2);
160 auto const tid = omp_get_thread_num();
161
162 // --- Non-bonded virial ---
163 if (dist <= ia_params.max_cut) {
164 bool skip = false;
165#ifdef ESPRESSO_EXCLUSIONS
167 skip =
169 }
170#endif
171 if (not skip) {
173
174#ifdef ESPRESSO_GAY_BERNE
176 auto const dir1 = aosoa.get_vector_at(aosoa.director, i);
177 auto const dir2 = aosoa.get_vector_at(aosoa.director, j);
179 }
180#endif
181#ifdef ESPRESSO_THOLE
182 if (thole_active(ia_params, coulomb_f_kernel != nullptr)) {
186 }
187#endif
188
189 auto const stress = Utils::flatten(Utils::tensor_product(d, f));
190 auto const bin = (mol_id_view(i) == mol_id_view(j))
193 for (std::size_t k = 0; k < 9; ++k)
195
196#ifdef ESPRESSO_DPD
198 auto const pid1 = aosoa.id(i);
199 auto const pid2 = aosoa.id(j);
200 auto const noise_vec = (ia_params.dpd.radial.pref > 0.0 ||
201 ia_params.dpd.trans.pref > 0.0)
202 ? dpd_noise(*dpd, pid1, pid2)
203 : Utils::Vector3d{};
204 auto const vel1 = aosoa.get_vector_at(aosoa.velocity, i);
205 auto const vel2 = aosoa.get_vector_at(aosoa.velocity, j);
206 auto const v21 = box_geo.velocity_difference(pos1, pos2, vel1, vel2);
207 auto const dist2 = d.norm2();
208 // f_r/f_t: dissipative force from radial/transverse DPD channel
209 auto const f_r =
211 auto const f_t =
213 auto const P = Utils::tensor_product(d / dist2, d);
214 auto const f_d = P * (f_r - f_t) + f_t;
215 auto const s = Utils::flatten(Utils::tensor_product(d, f_d));
216 for (std::size_t k = 0; k < 9; ++k)
218 s[k];
219 }
220#endif
221 }
222 }
223
224#ifdef ESPRESSO_ELECTROSTATICS
225 if (coulomb_p_kernel != nullptr) {
226 auto const q1 = aosoa.charge(i), q2 = aosoa.charge(j);
227 if (q1 != 0. and q2 != 0.) {
228 auto const p_c = Utils::flatten((*coulomb_p_kernel)(q1 * q2, d, dist));
229 for (std::size_t k = 0; k < 9; ++k)
231 p_c[k];
232 }
233 }
234#endif
235
236#ifdef ESPRESSO_DIPOLES
237 if (dipoles_p_kernel != nullptr) {
238 auto const d1d2 = aosoa.dipm(i) * aosoa.dipm(j);
239 if (d1d2 != 0.) {
240 auto const dir1 = aosoa.get_vector_at(aosoa.director, i);
241 auto const dir2 = aosoa.get_vector_at(aosoa.director, j);
242 auto const dist2 = d.norm2();
243 auto const p_d = Utils::flatten((*dipoles_p_kernel)(
244 d1d2, aosoa.dipm(i) * dir1, aosoa.dipm(j) * dir2, d, dist, dist2));
245 for (std::size_t k = 0; k < 9; ++k)
247 p_d[k];
248 }
249 }
250#endif
251 }
252};
253
255 Kokkos::View<double **, Kokkos::LayoutRight, Kokkos::HostSpace> const
256 &local_pressure,
257 PressureBinLayout const &layout, Observable_stat &obs,
258 [[maybe_unused]] BondedInteractionsMap const &bonded_ias, int n_types) {
259 auto const nthreads = local_pressure.extent(0);
260 auto host =
261 Kokkos::create_mirror_view_and_copy(Kokkos::HostSpace{}, local_pressure);
262
263 auto sum_tensor = [&](std::size_t bin, std::span<double> dest) {
264 for (std::size_t k = 0; k < 9; ++k) {
265 double s = 0.;
266 for (std::size_t t = 0; t < nthreads; ++t)
267 s += host(t, layout.tensor_offset(bin, k));
268 dest[k] += s;
269 }
270 };
271
272 for (int b = 0; b < int(layout.n_bonded); ++b)
273 sum_tensor(layout.bonded_idx(b), obs.bonded_contribution(b));
274
275 for (int t1 = 0; t1 < n_types; ++t1)
276 for (int t2 = 0; t2 <= t1; ++t2)
277 sum_tensor(layout.nb_inter_idx(t1, t2),
278 obs.non_bonded_inter_contribution(t1, t2));
279
280 for (int t1 = 0; t1 < n_types; ++t1)
281 for (int t2 = 0; t2 <= t1; ++t2)
282 sum_tensor(layout.nb_intra_idx(t1, t2),
283 obs.non_bonded_intra_contribution(t1, t2));
284
285 if (!obs.coulomb.empty())
286 sum_tensor(layout.coulomb_idx(), obs.coulomb.subspan(0, 9));
287 if (!obs.dipolar.empty())
288 sum_tensor(layout.dipolar_idx(), obs.dipolar.subspan(0, 9));
289 if (!obs.dpd.empty())
290 sum_tensor(layout.dpd_idx(), obs.dpd);
291}
Vector implementation and trait types for boost qvm interoperability.
#define ESPRESSO_ATTR_ALWAYS_INLINE
Data structures for bonded interactions.
container for bonded interactions.
ESPRESSO_ATTR_ALWAYS_INLINE Utils::Vector3< T > get_mi_vector(Utils::Vector3< T > const &a, Utils::Vector3< T > const &b) const
Get the minimum-image vector between two coordinates.
Utils::Vector3d velocity_difference(Utils::Vector3d const &x, Utils::Vector3d const &y, Utils::Vector3d const &u, Utils::Vector3d const &v) const
Calculate the velocity difference including the Lees-Edwards velocity.
auto & get_ia_param(int i, int j)
Get interaction parameters between particle types i and j.
Observable for the pressure and energy.
constexpr T norm2() const
Definition Vector.hpp:159
cudaStream_t stream[1]
CUDA streams for parallel computing on CPU and GPU.
Utils::Vector3d dpd_pair_force(Utils::Vector3d const &p1_position, Utils::Vector3d const &p1_velocity, int p1_id, Utils::Vector3d const &p2_position, Utils::Vector3d const &p2_velocity, int p2_id, DPDThermostat const &dpd, BoxGeometry const &box_geo, IA_parameters const &ia_params, Utils::Vector3d const &d, double dist, double dist2)
Definition dpd.cpp:75
Utils::Vector3d dpd_noise(DPDThermostat const &dpd, int pid1, int pid2)
Return a random uniform 3D vector with the Philox thermostat.
Definition dpd.cpp:54
Routines to use DPD as thermostat or pair force .
bool do_nonbonded(Particle const &p1, Particle const &p2)
Determine if the non-bonded interactions between p1 and p2 should be calculated.
Force calculation.
ParticleForce calc_non_central_force(Particle const &p1, Particle const &p2, IA_parameters const &ia_params, Utils::Vector3d const &d, double const dist)
ESPRESSO_ATTR_ALWAYS_INLINE Utils::Vector3d calc_central_radial_force(IA_parameters const &ia_params, Utils::Vector3d const &d, double const dist)
void flatten(Range const &v, OutputIterator out)
Flatten a range of ranges.
Definition flatten.hpp:56
DEVICE_QUALIFIER T lower_triangular(T i, T j)
Linear index into a lower triangular matrix.
Definition index.hpp:86
Matrix< T, N, M > tensor_product(const Vector< T, N > &x, const Vector< T, M > &y)
STL namespace.
Various procedures concerning interactions between particles.
static void reduce_cabana_pressure(Kokkos::View< double **, Kokkos::LayoutRight, Kokkos::HostSpace > const &local_pressure, PressureBinLayout const &layout, Observable_stat &obs, BondedInteractionsMap const &bonded_ias, int n_types)
ESPRESSO_ATTR_ALWAYS_INLINE KOKKOS_INLINE_FUNCTION bool gay_berne_active(double dist, IA_parameters const &ia_params)
KOKKOS_INLINE_FUNCTION bool thole_active(IA_parameters const &ia_params, bool has_coulomb_kernel)
ESPRESSO_ATTR_ALWAYS_INLINE KOKKOS_INLINE_FUNCTION bool dpd_active(IA_parameters const &ia_params, int thermo_switch)
DEVICE_QUALIFIER bool has_exclusion(std::size_t i) const
PositionViewType position
DEVICE_QUALIFIER Utils::Vector< T, N > get_vector_at(Kokkos::View< T *[N], array_layout, Kokkos::HostSpace > const &view, std::size_t i) const
DirectorViewType director
VelocityViewType velocity
Solver::ShortRangeForceKernel kernel_type
Solver::ShortRangePressureKernel kernel_type
Thermostat for dissipative particle dynamics.
Solver::ShortRangePressureKernel kernel_type
KOKKOS_INLINE_FUNCTION std::size_t dpd_idx() const
KOKKOS_INLINE_FUNCTION std::size_t tensor_offset(std::size_t bin, std::size_t k) const
KOKKOS_INLINE_FUNCTION std::size_t coulomb_idx() const
KOKKOS_INLINE_FUNCTION std::size_t nb_intra_idx(int t1, int t2) const
KOKKOS_INLINE_FUNCTION std::size_t bonded_idx(int b) const
PressureBinLayout(std::size_t n_bonded_, std::size_t n_types_)
KOKKOS_INLINE_FUNCTION std::size_t dipolar_idx() const
KOKKOS_INLINE_FUNCTION std::size_t nb_inter_idx(int t1, int t2) const
Coulomb::ShortRangePressureKernel::kernel_type const * coulomb_p_kernel
Coulomb::Solver const & coulomb
PressureKernel(BondedInteractionsMap const &bonded_ias_, InteractionsNonBonded const &nonbonded_ias_, Coulomb::Solver const &coulomb_, Coulomb::ShortRangeForceKernel::kernel_type const *coulomb_f_kernel_, Coulomb::ShortRangePressureKernel::kernel_type const *coulomb_p_kernel_, Dipoles::ShortRangePressureKernel::kernel_type const *dipoles_p_kernel_, BoxGeometry const &box_geo_, DPDThermostat const *dpd_, std::vector< Particle * > const &unique_particles_, Kokkos::View< double **, Kokkos::LayoutRight, execution_space > const &local_pressure_, PressureBinLayout layout_, CellStructure::AoSoA_pack const &aosoa_, Kokkos::View< int *, execution_space > mol_id_view_, double system_max_cutoff_, int thermo_switch_)
InteractionsNonBonded const & nonbonded_ias
PressureBinLayout layout
ESPRESSO_ATTR_ALWAYS_INLINE void operator()(std::size_t i, std::size_t j) const
std::vector< Particle * > const & unique_particles
Dipoles::ShortRangePressureKernel::kernel_type const * dipoles_p_kernel
BondedInteractionsMap const & bonded_ias
Coulomb::ShortRangeForceKernel::kernel_type const * coulomb_f_kernel
CellStructure::AoSoA_pack const & aosoa
Kokkos::View< int *, Kokkos::LayoutRight, execution_space > mol_id_view
BoxGeometry const & box_geo
Kokkos::View< double **, Kokkos::LayoutRight, execution_space > local_pressure
DPDThermostat const * dpd
Kokkos::HostSpace execution_space
Utils::Vector3d thole_pair_force(Particle const &p1, Particle const &p2, IA_parameters const &ia_params, Utils::Vector3d const &d, double dist, BondedInteractionsMap const &bonded_ias, Coulomb::ShortRangeForceKernel::kernel_type const *kernel)
Calculate Thole force.
Definition thole.hpp:45