Intrepid2
Intrepid2_Types.hpp
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1// @HEADER
2// *****************************************************************************
3// Intrepid2 Package
4//
5// Copyright 2007 NTESS and the Intrepid2 contributors.
6// SPDX-License-Identifier: BSD-3-Clause
7// *****************************************************************************
8// @HEADER
9
14
15#ifndef __INTREPID2_TYPES_HPP__
16#define __INTREPID2_TYPES_HPP__
17
18#include <Kokkos_Core.hpp>
19#include <Kokkos_DynRankView.hpp>
20
21#include <stdexcept>
22
23namespace Intrepid2 {
24
25 // use ordinal_type and size_type everywhere (no index type)
26 typedef int ordinal_type;
27 typedef size_t size_type;
28
29 template<typename ValueType>
30 KOKKOS_FORCEINLINE_FUNCTION
31 ValueType epsilon() {
32 return 0;
33 }
34
35 template<>
36 KOKKOS_FORCEINLINE_FUNCTION
37 double epsilon<double>() {
38 typedef union {
39 long long i64;
40 double d64;
41 } dbl_64;
42
43 dbl_64 s;
44 s.d64 = 1;
45 s.i64++;
46 return (s.i64 < 0 ? 1 - s.d64 : s.d64 - 1);
47 }
48
49 template<>
50 KOKKOS_FORCEINLINE_FUNCTION
51 float epsilon<float>() {
52 typedef union {
53 int i32;
54 float f32;
55 } flt_32;
56
57 flt_32 s;
58 s.f32 = 1;
59 s.i32++;
60 return (s.i32 < 0 ? 1 - s.f32 : s.f32 - 1);
61 }
62
63 KOKKOS_FORCEINLINE_FUNCTION
64 double epsilon() {
65 return epsilon<double>();
66 }
67
68 template<typename ValueType>
69 KOKKOS_FORCEINLINE_FUNCTION
70 ValueType tolerence() {
71 return 100.0*epsilon<ValueType>();
72 }
73
74 KOKKOS_FORCEINLINE_FUNCTION
75 double tolerence() {
76 return tolerence<double>();
77 }
78
79 template<typename ValueType>
80 KOKKOS_FORCEINLINE_FUNCTION
81 ValueType threshold() {
82 return 10.0*epsilon<ValueType>();
83 }
84
85 KOKKOS_FORCEINLINE_FUNCTION
86 double threshold() {
87 return threshold<double>();
88 }
89
91 class Parameters {
92 public:
93 // KK: do not chagne max num pts per basis eval bigger than 1.
94 // polylib point and order match needs to be first examined; now if it is set bigger than 1
95 // it creates silent error.
96 //
97 // MP: I tried setting max num pts per basis eval to 2 and everything seems working fine. Leaving it to 1 for now.
98
100 static constexpr ordinal_type MaxNumPtsPerBasisEval= 1;
102 static constexpr ordinal_type MaxOrder = 20;
104 static constexpr ordinal_type MaxIntegrationPoints = 4893;
106 static constexpr ordinal_type MaxCubatureDegreeEdge= 61;
108 static constexpr ordinal_type MaxCubatureDegreeTri = 50;
110 static constexpr ordinal_type MaxCubatureDegreeTet = 20;
112 static constexpr ordinal_type MaxCubatureDegreePyr = 11;
114 static constexpr ordinal_type MaxDimension = 3;
116 static constexpr ordinal_type MaxNewton = 15;
118 static constexpr ordinal_type MaxDerivative = 10;
120 static constexpr ordinal_type MaxTensorComponents = 7;
122 static constexpr ordinal_type MaxVectorComponents = 7;
123
124 // we do not want to use hard-wired epsilon, threshold and tolerence.
125 // static constexpr double Epsilon = 1.0e-16;
126 // static constexpr double Threshold = 1.0e-15;
127 // static constexpr double Tolerence = 1.0e-14;
128 };
129 // const double Parameters::Epsilon = epsilon<double>(); // Platform-dependent machine epsilon.
130 // const double Parameters::Threshold = 10.0*epsilon<double>(); // Tolerance for various cell inclusion tests
131 // const double Parameters::Tolerence = 100.0*epsilon<double>(); // General purpose tolerance in, e.g., internal Newton's method to invert ref to phys maps
132
133 // ===================================================================
134 // Enum classes
135 // - Enum, String (char*) helper, valid
136 // - can be used on device and inside of kernel for debugging purpose
137 // - let's decorate kokkos inline
138
142 enum EPolyType {
143 POLYTYPE_GAUSS=0,
144 POLYTYPE_GAUSS_RADAU_LEFT,
145 POLYTYPE_GAUSS_RADAU_RIGHT,
146 POLYTYPE_GAUSS_LOBATTO,
147 POLYTYPE_MAX
148 };
149
150 KOKKOS_INLINE_FUNCTION
151 const char* EPolyTypeToString(const EPolyType polytype) {
152 switch(polytype) {
153 case POLYTYPE_GAUSS: return "Gauss";
154 case POLYTYPE_GAUSS_RADAU_LEFT: return "GaussRadauLeft";
155 case POLYTYPE_GAUSS_RADAU_RIGHT: return "GaussRadauRight";
156 case POLYTYPE_GAUSS_LOBATTO: return "GaussRadauLobatto";
157 case POLYTYPE_MAX: return "Max PolyType";
158 }
159 return "INVALID EPolyType";
160 }
161
167 KOKKOS_FORCEINLINE_FUNCTION
168 bool isValidPolyType(const EPolyType polytype){
169 return( polytype == POLYTYPE_GAUSS ||
170 polytype == POLYTYPE_GAUSS_RADAU_LEFT ||
171 polytype == POLYTYPE_GAUSS_RADAU_RIGHT ||
172 polytype == POLYTYPE_GAUSS_LOBATTO );
173 }
174
175
179 enum ECoordinates{
180 COORDINATES_CARTESIAN=0,
181 COORDINATES_POLAR,
182 COORDINATES_CYLINDRICAL,
183 COORDINATES_SPHERICAL,
184 COORDINATES_MAX
185 };
186
187 KOKKOS_INLINE_FUNCTION
188 const char* ECoordinatesToString(const ECoordinates coords) {
189 switch(coords) {
190 case COORDINATES_CARTESIAN: return "Cartesian";
191 case COORDINATES_POLAR: return "Polar";
192 case COORDINATES_CYLINDRICAL: return "Cylindrical";
193 case COORDINATES_SPHERICAL: return "Spherical";
194 case COORDINATES_MAX: return "Max. Coordinates";
195 }
196 return "INVALID ECoordinates";
197 }
198
204 KOKKOS_FORCEINLINE_FUNCTION
205 bool isValidCoordinate(const ECoordinates coordinateType){
206 return( coordinateType == COORDINATES_CARTESIAN ||
207 coordinateType == COORDINATES_POLAR ||
208 coordinateType == COORDINATES_CYLINDRICAL ||
209 coordinateType == COORDINATES_SPHERICAL );
210 }
211
215 enum ENorm{
216 NORM_ONE = 0,
217 NORM_TWO,
218 NORM_INF,
219 NORM_FRO, // Frobenius matrix norm
220 NORM_MAX
221 };
222
223 KOKKOS_INLINE_FUNCTION
224 const char* ENormToString(const ENorm norm) {
225 switch(norm) {
226 case NORM_ONE: return "1-Norm";
227 case NORM_TWO: return "2-Norm";
228 case NORM_INF: return "Infinity Norm";
229 case NORM_FRO: return "Frobenius Norm";
230 case NORM_MAX: return "Max. Norm";
231 }
232 return "INVALID ENorm";
233 }
234
240 KOKKOS_FORCEINLINE_FUNCTION
241 bool isValidNorm(const ENorm normType){
242 return( normType == NORM_ONE ||
243 normType == NORM_TWO ||
244 normType == NORM_INF ||
245 normType == NORM_FRO ||
246 normType == NORM_MAX );
247 }
248
254 enum EOperator : int {
255 OPERATOR_VALUE = 0,
256 OPERATOR_GRAD, // 1
257 OPERATOR_CURL, // 2
258 OPERATOR_DIV, // 3
259 OPERATOR_D1, // 4
260 OPERATOR_D2, // 5
261 OPERATOR_D3, // 6
262 OPERATOR_D4, // 7
263 OPERATOR_D5, // 8
264 OPERATOR_D6, // 9
265 OPERATOR_D7, // 10
266 OPERATOR_D8, // 11
267 OPERATOR_D9, // 12
268 OPERATOR_D10, // 13
269 OPERATOR_Dn, // 14
270 OPERATOR_MAX = OPERATOR_Dn // 14
271 };
272
273 KOKKOS_INLINE_FUNCTION
274 const char* EOperatorToString(const EOperator op) {
275 switch(op) {
276 case OPERATOR_VALUE: return "Value";
277 case OPERATOR_GRAD: return "Grad";
278 case OPERATOR_CURL: return "Curl";
279 case OPERATOR_DIV: return "Div";
280 case OPERATOR_D1: return "D1";
281 case OPERATOR_D2: return "D2";
282 case OPERATOR_D3: return "D3";
283 case OPERATOR_D4: return "D4";
284 case OPERATOR_D5: return "D5";
285 case OPERATOR_D6: return "D6";
286 case OPERATOR_D7: return "D7";
287 case OPERATOR_D8: return "D8";
288 case OPERATOR_D9: return "D9";
289 case OPERATOR_D10: return "D10";
290 case OPERATOR_MAX: return "Dn Operator";
291 }
292 return "INVALID EOperator";
293 }
294
300 KOKKOS_FORCEINLINE_FUNCTION
301 bool isValidOperator(const EOperator operatorType){
302 return ( operatorType == OPERATOR_VALUE ||
303 operatorType == OPERATOR_GRAD ||
304 operatorType == OPERATOR_CURL ||
305 operatorType == OPERATOR_DIV ||
306 operatorType == OPERATOR_D1 ||
307 operatorType == OPERATOR_D2 ||
308 operatorType == OPERATOR_D3 ||
309 operatorType == OPERATOR_D4 ||
310 operatorType == OPERATOR_D5 ||
311 operatorType == OPERATOR_D6 ||
312 operatorType == OPERATOR_D7 ||
313 operatorType == OPERATOR_D8 ||
314 operatorType == OPERATOR_D9 ||
315 operatorType == OPERATOR_D10 );
316 }
317
318
322 enum EFunctionSpace {
323 FUNCTION_SPACE_HGRAD = 0,
324 FUNCTION_SPACE_HCURL = 1,
325 FUNCTION_SPACE_HDIV = 2,
326 FUNCTION_SPACE_HVOL = 3,
327 FUNCTION_SPACE_VECTOR_HGRAD = 4,
328 FUNCTION_SPACE_TENSOR_HGRAD = 5,
329 FUNCTION_SPACE_MAX
330 };
331
332 KOKKOS_INLINE_FUNCTION
333 const char* EFunctionSpaceToString(const EFunctionSpace space) {
334 switch(space) {
335 case FUNCTION_SPACE_HGRAD: return "H(grad)";
336 case FUNCTION_SPACE_HCURL: return "H(curl)";
337 case FUNCTION_SPACE_HDIV: return "H(div)";
338 case FUNCTION_SPACE_HVOL: return "H(vol)";
339 case FUNCTION_SPACE_VECTOR_HGRAD: return "Vector H(grad)";
340 case FUNCTION_SPACE_TENSOR_HGRAD: return "Tensor H(grad)";
341 case FUNCTION_SPACE_MAX: return "Max. Function space";
342 }
343 return "INVALID EFunctionSpace";
344 }
345
351 KOKKOS_FORCEINLINE_FUNCTION
352 bool isValidFunctionSpace(const EFunctionSpace spaceType){
353 return ( spaceType == FUNCTION_SPACE_HGRAD ||
354 spaceType == FUNCTION_SPACE_HCURL ||
355 spaceType == FUNCTION_SPACE_HDIV ||
356 spaceType == FUNCTION_SPACE_HVOL ||
357 spaceType == FUNCTION_SPACE_VECTOR_HGRAD ||
358 spaceType == FUNCTION_SPACE_TENSOR_HGRAD );
359 }
360
369 enum EDiscreteSpace {
370 DISCRETE_SPACE_COMPLETE = 0, // value = 0
371 DISCRETE_SPACE_INCOMPLETE, // value = 1
372 DISCRETE_SPACE_BROKEN, // value = 2
373 DISCRETE_SPACE_MAX // value = 3
374 };
375
376 KOKKOS_INLINE_FUNCTION
377 const char* EDiscreteSpaceToString(const EDiscreteSpace space) {
378 switch(space) {
379 case DISCRETE_SPACE_COMPLETE: return "Complete";
380 case DISCRETE_SPACE_INCOMPLETE: return "Incomplete";
381 case DISCRETE_SPACE_BROKEN: return "Broken";
382 case DISCRETE_SPACE_MAX: return "Max. Rec. Space";
383 }
384 return "INVALID EDiscreteSpace";
385 }
386
392 KOKKOS_FORCEINLINE_FUNCTION
393 bool isValidDiscreteSpace(const EDiscreteSpace spaceType){
394 return ( spaceType == DISCRETE_SPACE_COMPLETE ||
395 spaceType == DISCRETE_SPACE_INCOMPLETE ||
396 spaceType == DISCRETE_SPACE_BROKEN );
397 }
398
402 enum EPointType {
403 POINTTYPE_EQUISPACED = 0, // value = 0
404 POINTTYPE_WARPBLEND,
405 POINTTYPE_GAUSS,
406 POINTTYPE_DEFAULT,
407 };
408
409 KOKKOS_INLINE_FUNCTION
410 const char* EPointTypeToString(const EPointType pointType) {
411 switch (pointType) {
412 case POINTTYPE_EQUISPACED: return "Equispaced Points";
413 case POINTTYPE_WARPBLEND: return "WarpBlend Points";
414 case POINTTYPE_GAUSS: return "Gauss Points";
415 case POINTTYPE_DEFAULT: return "Default Points";
416 }
417 return "INVALID EPointType";
418 }
419
424 KOKKOS_FORCEINLINE_FUNCTION
425 bool isValidPointType(const EPointType pointType) {
426 return ( pointType == POINTTYPE_EQUISPACED ||
427 pointType == POINTTYPE_WARPBLEND ||
428 pointType == POINTTYPE_GAUSS );
429 }
430
434 enum EBasis {
435 BASIS_FEM_DEFAULT = 0, // value = 0
436 BASIS_FEM_HIERARCHICAL, // value = 1
437 BASIS_FEM_LAGRANGIAN, // value = 2
438 BASIS_FVD_DEFAULT, // value = 3
439 BASIS_FVD_COVOLUME, // value = 4
440 BASIS_FVD_MIMETIC, // value = 5
441 BASIS_MAX // value = 6
442 };
443
444 KOKKOS_INLINE_FUNCTION
445 const char* EBasisToString(const EBasis basis) {
446 switch(basis) {
447 case BASIS_FEM_DEFAULT: return "FEM Default";
448 case BASIS_FEM_HIERARCHICAL: return "FEM Hierarchical";
449 case BASIS_FEM_LAGRANGIAN: return "FEM FIAT";
450 case BASIS_FVD_DEFAULT: return "FVD Default";
451 case BASIS_FVD_COVOLUME: return "FVD Covolume";
452 case BASIS_FVD_MIMETIC: return "FVD Mimetic";
453 case BASIS_MAX: return "Max. Basis";
454 }
455 return "INVALID EBasis";
456 }
457
463 KOKKOS_FORCEINLINE_FUNCTION
464 bool isValidBasis(const EBasis basisType){
465 return ( basisType == BASIS_FEM_DEFAULT ||
466 basisType == BASIS_FEM_HIERARCHICAL ||
467 basisType == BASIS_FEM_LAGRANGIAN ||
468 basisType == BASIS_FVD_DEFAULT ||
469 basisType == BASIS_FVD_COVOLUME ||
470 basisType == BASIS_FVD_MIMETIC );
471 }
472
473 // /** \enum Intrepid2::ECompEngine
474 // \brief Specifies how operators and functionals are computed internally
475 // (COMP_MANUAL = native C++ implementation, COMP_BLAS = BLAS implementation, etc.).
476 // */
477 // enum ECompEngine {
478 // COMP_CPP = 0,
479 // COMP_BLAS,
480 // COMP_ENGINE_MAX
481 // };
482
483 // KOKKOS_INLINE_FUNCTION
484 // const char* ECompEngineToString(const ECompEngine cEngine) {
485 // switch(cEngine) {
486 // case COMP_CPP: return "Native C++";
487 // case COMP_BLAS: return "BLAS";
488 // case COMP_ENGINE_MAX: return "Max. Comp. Engine";
489 // default: return "INVALID ECompEngine";
490 // }
491 // return "Error";
492 // }
493
494
495 // /** \brief Verifies validity of a computational engine enum
496
497 // \param compEngType [in] - enum of the computational engine
498 // \return 1 if the argument is valid computational engine; 0 otherwise
499 // */
500 // KOKKOS_FORCEINLINE_FUNCTION
501 // bool isValidCompEngine(const ECompEngine compEngType){
502 // //at the moment COMP_BLAS is not a valid CompEngine.
503 // return (compEngType == COMP_CPP);
504 // }
505
506
507} //namespace Intrepid2
508
509#endif
KOKKOS_FORCEINLINE_FUNCTION bool isValidFunctionSpace(const EFunctionSpace spaceType)
Verifies validity of a function space enum.
KOKKOS_FORCEINLINE_FUNCTION bool isValidPointType(const EPointType pointType)
Verifies validity of a point type enum.
KOKKOS_FORCEINLINE_FUNCTION bool isValidPolyType(const EPolyType polytype)
Verifies validity of a PolyType enum.
KOKKOS_FORCEINLINE_FUNCTION bool isValidNorm(const ENorm normType)
Verifies validity of a Norm enum.
KOKKOS_FORCEINLINE_FUNCTION bool isValidBasis(const EBasis basisType)
Verifies validity of a basis enum.
KOKKOS_FORCEINLINE_FUNCTION bool isValidCoordinate(const ECoordinates coordinateType)
Verifies validity of a Coordinate enum.
KOKKOS_FORCEINLINE_FUNCTION bool isValidDiscreteSpace(const EDiscreteSpace spaceType)
Verifies validity of a discrete space enum.
KOKKOS_FORCEINLINE_FUNCTION bool isValidOperator(const EOperator operatorType)
Verifies validity of an operator enum.
static constexpr ordinal_type MaxCubatureDegreeTri
The maximum degree of the polynomial that can be integrated exactly by a direct triangle rule.
static constexpr ordinal_type MaxCubatureDegreePyr
The maximum degree of the polynomial that can be integrated exactly by a direct pyramid rule.
static constexpr ordinal_type MaxCubatureDegreeTet
The maximum degree of the polynomial that can be integrated exactly by a direct tetrahedron rule.
static constexpr ordinal_type MaxCubatureDegreeEdge
The maximum degree of the polynomial that can be integrated exactly by a direct edge rule.
static constexpr ordinal_type MaxOrder
The maximum reconstruction order.
static constexpr ordinal_type MaxIntegrationPoints
The maximum number of integration points for direct cubature rules.
static constexpr ordinal_type MaxNewton
Maximum number of Newton iterations used internally in methods such as computing the action of the in...
static constexpr ordinal_type MaxTensorComponents
Maximum number of tensor/Cartesian products that can be taken: this allows hypercube basis in 7D to b...
static constexpr ordinal_type MaxNumPtsPerBasisEval
The maximum number of points to eval in serial mode.
static constexpr ordinal_type MaxVectorComponents
Maximum number of components that a VectorData object will store – 66 corresponds to OPERATOR_D10 on ...
static constexpr ordinal_type MaxDimension
The maximum ambient space dimension.
static constexpr ordinal_type MaxDerivative
Maximum order of derivatives allowed in intrepid.