/home/runner/work/amr-wind/amr-wind/amr-wind/wind_energy/actuator/disk/disk_spreading.H Source File

AMR-Wind API: /home/runner/work/amr-wind/amr-wind/amr-wind/wind_energy/actuator/disk/disk_spreading.H Source File
AMR-Wind API v0.1.0
CFD solver for wind plant simulations
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disk_spreading.H
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1#ifndef DISK_SPREADING_H
2#define DISK_SPREADING_H
3
4#include "AMReX_REAL.H"
8
9using namespace amrex::literals;
10
12
21template <typename T>
23{
24public:
25 using OwnerType = T;
26
28 const T& actObj,
29 const int lev,
30 const amrex::MFIter& mfi,
31 const amrex::Geometry& geom)
32 {
33 (this->*m_function)(actObj, lev, mfi, geom);
34 }
35
37 void operator=(const SpreadingFunction&) = delete;
38
40 const T& actObj,
41 const int,
42 const amrex::MFIter&,
43 const amrex::Geometry&);
44
46 const T& actObj,
47 const int lev,
48 const amrex::MFIter& mfi,
49 const amrex::Geometry& geom)
50 {
51 const auto& bx = mfi.tilebox();
52
53 const auto bxa = amr_wind::utils::realbox_to_box(
54 actObj.m_data.info().bound_box, geom);
55 const auto& bxi = bx & bxa;
56 if (bxi.isEmpty()) {
57 return;
58 }
59
60 const auto& sarr = actObj.m_act_src(lev).array(mfi);
61 const auto& problo = geom.ProbLoArray();
62 const auto& dx = geom.CellSizeArray();
63
64 const auto& data = actObj.m_data.meta();
65
66 const vs::Vector epsilon = vs::Vector::one() * data.epsilon;
67 const vs::Vector m_normal(data.normal_vec);
68 const auto* pos = actObj.m_pos.data();
69 const auto* force = actObj.m_force.data();
70 const int npts = data.num_force_pts;
71 const int nForceTheta = data.num_force_theta_pts;
72 const auto dTheta = ::amr_wind::utils::two_pi() / nForceTheta;
73
74 amrex::ParallelFor(bx, [=] AMREX_GPU_DEVICE(int i, int j, int k) {
75 const vs::Vector cc{
76 problo[0] + ((i + 0.5_rt) * dx[0]),
77 problo[1] + ((j + 0.5_rt) * dx[1]),
78 problo[2] + ((k + 0.5_rt) * dx[2]),
79 };
80
81 amrex::RealArray src_force = {0.0_rt};
82 for (int ip = 0; ip < npts; ++ip) {
83 const auto& pforce = force[ip] / nForceTheta;
84 const auto pLoc = pos[ip];
85
86 for (int it = 0; it < nForceTheta; ++it) {
87 const amrex::Real angle =
88 ::amr_wind::utils::degrees(it * dTheta);
89 const auto rotMatrix = vs::quaternion(m_normal, angle);
90 const auto diskPoint = pLoc & rotMatrix;
91 const auto distance = diskPoint - cc;
92 const auto projection_weight =
93 utils::gaussian3d(distance, epsilon);
94
95 src_force[0] += projection_weight * pforce.x();
96 src_force[1] += projection_weight * pforce.y();
97 src_force[2] += projection_weight * pforce.z();
98 }
99 }
100
101 sarr(i, j, k, 0) += src_force[0];
102 sarr(i, j, k, 1) += src_force[1];
103 sarr(i, j, k, 2) += src_force[2];
104 });
105 }
106
108 const T& actObj,
109 const int lev,
110 const amrex::MFIter& mfi,
111 const amrex::Geometry& geom)
112 {
113 const auto& bx = mfi.tilebox();
114
115 const auto bxa = amr_wind::utils::realbox_to_box(
116 actObj.m_data.info().bound_box, geom);
117 const auto& bxi = bx & bxa;
118 if (bxi.isEmpty()) {
119 return;
120 }
121
122 const auto& sarr = actObj.m_act_src(lev).array(mfi);
123 const auto& problo = geom.ProbLoArray();
124 const auto& dx = geom.CellSizeArray();
125
126 const auto& data = actObj.m_data.meta();
127
128 const amrex::Real dR = data.dr;
129 const amrex::Real epsilon = data.epsilon;
130 const vs::Vector m_normal(data.normal_vec);
131 const vs::Vector m_origin(data.center);
132 const auto* pos = actObj.m_pos.data();
133 const auto* force = actObj.m_force.data();
134 const int npts = data.num_force_pts;
135
136 amrex::ParallelFor(bx, [=] AMREX_GPU_DEVICE(int i, int j, int k) {
137 const vs::Vector cc{
138 problo[0] + ((i + 0.5_rt) * dx[0]),
139 problo[1] + ((j + 0.5_rt) * dx[1]),
140 problo[2] + ((k + 0.5_rt) * dx[2]),
141 };
142
143 amrex::RealArray src_force = {0.0_rt};
144 for (int ip = 0; ip < npts; ++ip) {
145 const auto R =
146 utils::delta_pnts_cyl(m_origin, m_normal, m_origin, pos[ip])
147 .x();
148 const auto dist_on_disk =
149 utils::delta_pnts_cyl(m_origin, m_normal, cc, pos[ip]);
150 const auto& pforce = force[ip];
151
152 const amrex::Real weight_R =
153 utils::linear_basis_1d(dist_on_disk.x(), dR);
154 const amrex::Real weight_T =
155 1.0_rt / (::amr_wind::utils::two_pi() * R);
156 const amrex::Real weight_N =
157 utils::gaussian1d(dist_on_disk.z(), epsilon);
158 const auto projection_weight = weight_R * weight_T * weight_N;
159
160 src_force[0] += projection_weight * pforce.x();
161 src_force[1] += projection_weight * pforce.y();
162 src_force[2] += projection_weight * pforce.z();
163 }
164
165 sarr(i, j, k, 0) += src_force[0];
166 sarr(i, j, k, 1) += src_force[1];
167 sarr(i, j, k, 2) += src_force[2];
168 });
169 }
171 const T& actObj,
172 const int lev,
173 const amrex::MFIter& mfi,
174 const amrex::Geometry& geom)
175 {
176 const auto& bx = mfi.tilebox();
177
178 const auto bxa = amr_wind::utils::realbox_to_box(
179 actObj.m_data.info().bound_box, geom);
180 const auto& bxi = bx & bxa;
181 if (bxi.isEmpty()) {
182 return;
183 }
184
185 const auto& sarr = actObj.m_act_src(lev).array(mfi);
186 const auto& problo = geom.ProbLoArray();
187 const auto& dx = geom.CellSizeArray();
188
189 const auto& data = actObj.m_data.meta();
190
191 const amrex::Real dR = data.dr;
192 const amrex::Real dTheta =
193 ::amr_wind::utils::two_pi() / data.num_vel_pts_t;
194 const amrex::Real epsilon = data.epsilon;
195 const vs::Vector m_normal(data.normal_vec);
196 const vs::Vector m_origin(data.center);
197 const auto* pos = actObj.m_pos.data();
198 const auto* force = actObj.m_force.data();
199 const int npts = data.num_force_pts;
200
201 amrex::ParallelFor(bx, [=] AMREX_GPU_DEVICE(int i, int j, int k) {
202 const vs::Vector cc{
203 problo[0] + ((i + 0.5_rt) * dx[0]),
204 problo[1] + ((j + 0.5_rt) * dx[1]),
205 problo[2] + ((k + 0.5_rt) * dx[2]),
206 };
207
208 amrex::RealArray src_force = {0.0_rt};
209 for (int ip = 0; ip < npts; ++ip) {
210 const auto radius =
211 utils::delta_pnts_cyl(m_origin, m_normal, m_origin, pos[ip])
212 .x();
213 const auto dArc = radius * dTheta;
214 const auto dist_on_disk =
215 utils::delta_pnts_cyl(m_origin, m_normal, cc, pos[ip]);
216 const amrex::Real arclength = dist_on_disk.y() * radius;
217 const auto& pforce = force[ip];
218
219 const amrex::Real weight_R =
220 utils::linear_basis_1d(dist_on_disk.x(), dR);
221 const amrex::Real weight_T =
222 utils::linear_basis_1d(arclength, dArc);
223 const amrex::Real weight_N =
224 utils::gaussian1d(dist_on_disk.z(), epsilon);
225 const auto projection_weight = weight_R * weight_T * weight_N;
226
227 src_force[0] += projection_weight * pforce.x();
228 src_force[1] += projection_weight * pforce.y();
229 src_force[2] += projection_weight * pforce.z();
230 }
231
232 sarr(i, j, k, 0) += src_force[0];
233 sarr(i, j, k, 1) += src_force[1];
234 sarr(i, j, k, 2) += src_force[2];
235 });
236 }
237
240 void initialize(const std::string& key)
241 {
242 if (std::is_same_v<UniformCt, typename OwnerType::TraitType>) {
243 if (key == "UniformGaussian") {
245 } else if (key == "LinearBasis") {
247 } else {
248 amrex::Abort("Invalid spreading type");
249 }
250 } else {
252 }
253 }
254};
255} // namespace amr_wind::actuator::ops
256#endif /* DISK_SPREADING_H */
void linear_basis_spreading(const T &actObj, const int lev, const amrex::MFIter &mfi, const amrex::Geometry &geom)
Definition disk_spreading.H:107
SpreadingFunction()
Definition disk_spreading.H:238
void linear_basis_in_theta(const T &actObj, const int lev, const amrex::MFIter &mfi, const amrex::Geometry &geom)
Definition disk_spreading.H:170
void uniform_gaussian_spreading(const T &actObj, const int lev, const amrex::MFIter &mfi, const amrex::Geometry &geom)
Definition disk_spreading.H:45
MyType< ActTrait > OwnerType
Definition disk_spreading.H:25
void initialize(const std::string &key)
Definition disk_spreading.H:240
SpreadingFunction(const SpreadingFunction &)=delete
void operator()(const T &actObj, const int lev, const amrex::MFIter &mfi, const amrex::Geometry &geom)
Definition disk_spreading.H:27
void(SpreadingFunction::* m_function)(const MyType< ActTrait > &actObj, const int, const amrex::MFIter &, const amrex::Geometry &)
Definition disk_spreading.H:39
void operator=(const SpreadingFunction &)=delete
Definition ActSrcLineOp.H:12
AMREX_GPU_HOST_DEVICE AMREX_FORCE_INLINE vs::Vector delta_pnts_cyl(const vs::Vector &origin, const vs::Vector &normal, const vs::Vector &point1, const vs::Vector &point2)
Definition actuator_utils.H:89
AMREX_GPU_DEVICE AMREX_FORCE_INLINE amrex::Real gaussian1d(const amrex::Real &dist, const amrex::Real &eps)
Definition actuator_utils.H:71
AMREX_GPU_DEVICE AMREX_FORCE_INLINE amrex::Real gaussian3d(const vs::Vector &dist, const vs::Vector &eps)
Definition actuator_utils.H:45
AMREX_GPU_DEVICE AMREX_FORCE_INLINE amrex::Real linear_basis_1d(const amrex::Real distance, const amrex::Real dX)
Definition actuator_utils.H:129
AMREX_GPU_HOST_DEVICE AMREX_FORCE_INLINE constexpr amrex::Real two_pi()
Return .
Definition trig_ops.H:19
AMREX_GPU_HOST_DEVICE AMREX_FORCE_INLINE amrex::Real degrees(const amrex::Real rad_val)
Convert from radians to degrees.
Definition trig_ops.H:39
amrex::Box realbox_to_box(const amrex::RealBox &rbx, const amrex::Geometry &geom)
Definition index_operations.cpp:5
AMREX_GPU_HOST_DEVICE AMREX_FORCE_INLINE Tensor quaternion(const Vector &axis, const amrex::Real angle)
Definition tensorI.H:218
VectorT< amrex::Real > Vector
Definition vector.H:145
AMREX_GPU_HOST_DEVICE static AMREX_FORCE_INLINE constexpr VectorT< amrex::Real > one()
Definition vector.H:50
AMREX_GPU_HOST_DEVICE AMREX_FORCE_INLINE T & x() &
Definition vector.H:97