BELFEM 0.9.0
Berkeley Lab Finite Element Framework
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fn_intpoints_gauss_pyra125.hpp
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1/*
2 * BELFEM -- The Berkeley Lab Finite Element Framework
3 * Copyright (c) 2026, The Regents of the University of California,
4 * through Lawrence Berkeley National Laboratory (subject to receipt of any required
5 * approvals from the U.S. Dept. of Energy). All rights reserved.
6 *
7 * Developers: Christian Messe, Gregory Giard
8 *
9 * See the top-level LICENSE file for the complete license and disclaimer.
10 */
11
12#ifndef BELFEM_FN_INTPOINTS_GAUSS_PYRA125_HPP
13#define BELFEM_FN_INTPOINTS_GAUSS_PYRA125_HPP
14
15#include "typedefs.hpp"
16#include "cl_Vector.hpp"
17#include "cl_Matrix.hpp"
18
19
20namespace belfem
21{
22 namespace integration
23 {
24// ----------------------------------------------------------------------------
25
35 inline void
36 gauss_pyra125(
37 Vector <real> & aWeights,
38 Matrix <real> & aPoints )
39 {
40 aPoints.set_size( 3, 125 );
41 aWeights.set_size( 125 );
42
43 aPoints( 0, 0 ) = -0.87484510749085354 ;
44 aPoints( 1, 0 ) = -0.87484510749085354 ;
45 aPoints( 2, 0 ) = 0.03457893991821509 ;
46 aWeights( 0 ) = 0.004589812925758688 ;
47
48 aPoints( 0, 1 ) = -0.51984961218373604 ;
49 aPoints( 1, 1 ) = -0.87484510749085354 ;
50 aPoints( 2, 1 ) = 0.03457893991821509 ;
51 aWeights( 1 ) = 0.0092721265380064297 ;
52
53 aPoints( 0, 2 ) = 0 ;
54 aPoints( 1, 2 ) = -0.87484510749085354 ;
55 aPoints( 2, 2 ) = 0.03457893991821509 ;
56 aWeights( 2 ) = 0.011020672368707674 ;
57
58 aPoints( 0, 3 ) = 0.51984961218373604 ;
59 aPoints( 1, 3 ) = -0.87484510749085354 ;
60 aPoints( 2, 3 ) = 0.03457893991821509 ;
61 aWeights( 3 ) = 0.0092721265380064297 ;
62
63 aPoints( 0, 4 ) = 0.87484510749085354 ;
64 aPoints( 1, 4 ) = -0.87484510749085354 ;
65 aPoints( 2, 4 ) = 0.03457893991821509 ;
66 aWeights( 4 ) = 0.004589812925758688 ;
67
68 aPoints( 0, 5 ) = -0.87484510749085354 ;
69 aPoints( 1, 5 ) = -0.51984961218373604 ;
70 aPoints( 2, 5 ) = 0.03457893991821509 ;
71 aWeights( 5 ) = 0.0092721265380064297 ;
72
73 aPoints( 0, 6 ) = -0.51984961218373604 ;
74 aPoints( 1, 6 ) = -0.51984961218373604 ;
75 aPoints( 2, 6 ) = 0.03457893991821509 ;
76 aWeights( 6 ) = 0.018731118659393295 ;
77
78 aPoints( 0, 7 ) = 0 ;
79 aPoints( 1, 7 ) = -0.51984961218373604 ;
80 aPoints( 2, 7 ) = 0.03457893991821509 ;
81 aWeights( 7 ) = 0.022263449597932708 ;
82
83 aPoints( 0, 8 ) = 0.51984961218373604 ;
84 aPoints( 1, 8 ) = -0.51984961218373604 ;
85 aPoints( 2, 8 ) = 0.03457893991821509 ;
86 aWeights( 8 ) = 0.018731118659393295 ;
87
88 aPoints( 0, 9 ) = 0.87484510749085354 ;
89 aPoints( 1, 9 ) = -0.51984961218373604 ;
90 aPoints( 2, 9 ) = 0.03457893991821509 ;
91 aWeights( 9 ) = 0.0092721265380064297 ;
92
93 aPoints( 0, 10 ) = -0.87484510749085354 ;
94 aPoints( 1, 10 ) = 0 ;
95 aPoints( 2, 10 ) = 0.03457893991821509 ;
96 aWeights( 10 ) = 0.011020672368707674 ;
97
98 aPoints( 0, 11 ) = -0.51984961218373604 ;
99 aPoints( 1, 11 ) = 0 ;
100 aPoints( 2, 11 ) = 0.03457893991821509 ;
101 aWeights( 11 ) = 0.022263449597932708 ;
102
103 aPoints( 0, 12 ) = 0 ;
104 aPoints( 1, 12 ) = 0 ;
105 aPoints( 2, 12 ) = 0.03457893991821509 ;
106 aWeights( 12 ) = 0.026461910631863164 ;
107
108 aPoints( 0, 13 ) = 0.51984961218373604 ;
109 aPoints( 1, 13 ) = 0 ;
110 aPoints( 2, 13 ) = 0.03457893991821509 ;
111 aWeights( 13 ) = 0.022263449597932708 ;
112
113 aPoints( 0, 14 ) = 0.87484510749085354 ;
114 aPoints( 1, 14 ) = 0 ;
115 aPoints( 2, 14 ) = 0.03457893991821509 ;
116 aWeights( 14 ) = 0.011020672368707674 ;
117
118 aPoints( 0, 15 ) = -0.87484510749085354 ;
119 aPoints( 1, 15 ) = 0.51984961218373604 ;
120 aPoints( 2, 15 ) = 0.03457893991821509 ;
121 aWeights( 15 ) = 0.0092721265380064297 ;
122
123 aPoints( 0, 16 ) = -0.51984961218373604 ;
124 aPoints( 1, 16 ) = 0.51984961218373604 ;
125 aPoints( 2, 16 ) = 0.03457893991821509 ;
126 aWeights( 16 ) = 0.018731118659393295 ;
127
128 aPoints( 0, 17 ) = 0 ;
129 aPoints( 1, 17 ) = 0.51984961218373604 ;
130 aPoints( 2, 17 ) = 0.03457893991821509 ;
131 aWeights( 17 ) = 0.022263449597932708 ;
132
133 aPoints( 0, 18 ) = 0.51984961218373604 ;
134 aPoints( 1, 18 ) = 0.51984961218373604 ;
135 aPoints( 2, 18 ) = 0.03457893991821509 ;
136 aWeights( 18 ) = 0.018731118659393295 ;
137
138 aPoints( 0, 19 ) = 0.87484510749085354 ;
139 aPoints( 1, 19 ) = 0.51984961218373604 ;
140 aPoints( 2, 19 ) = 0.03457893991821509 ;
141 aWeights( 19 ) = 0.0092721265380064297 ;
142
143 aPoints( 0, 20 ) = -0.87484510749085354 ;
144 aPoints( 1, 20 ) = 0.87484510749085354 ;
145 aPoints( 2, 20 ) = 0.03457893991821509 ;
146 aWeights( 20 ) = 0.004589812925758688 ;
147
148 aPoints( 0, 21 ) = -0.51984961218373604 ;
149 aPoints( 1, 21 ) = 0.87484510749085354 ;
150 aPoints( 2, 21 ) = 0.03457893991821509 ;
151 aWeights( 21 ) = 0.0092721265380064297 ;
152
153 aPoints( 0, 22 ) = 0 ;
154 aPoints( 1, 22 ) = 0.87484510749085354 ;
155 aPoints( 2, 22 ) = 0.03457893991821509 ;
156 aWeights( 22 ) = 0.011020672368707674 ;
157
158 aPoints( 0, 23 ) = 0.51984961218373604 ;
159 aPoints( 1, 23 ) = 0.87484510749085354 ;
160 aPoints( 2, 23 ) = 0.03457893991821509 ;
161 aWeights( 23 ) = 0.0092721265380064297 ;
162
163 aPoints( 0, 24 ) = 0.87484510749085354 ;
164 aPoints( 1, 24 ) = 0.87484510749085354 ;
165 aPoints( 2, 24 ) = 0.03457893991821509 ;
166 aWeights( 24 ) = 0.004589812925758688 ;
167
168 aPoints( 0, 25 ) = -0.74897547558837874 ;
169 aPoints( 1, 25 ) = -0.74897547558837874 ;
170 aPoints( 2, 25 ) = 0.17348032077169567 ;
171 aWeights( 25 ) = 0.007084096553365957 ;
172
173 aPoints( 0, 26 ) = -0.44505548146283552 ;
174 aPoints( 1, 26 ) = -0.74897547558837874 ;
175 aPoints( 2, 26 ) = 0.17348032077169567 ;
176 aWeights( 26 ) = 0.014310962279449944 ;
177
178 aPoints( 0, 27 ) = 0 ;
179 aPoints( 1, 27 ) = -0.74897547558837874 ;
180 aPoints( 2, 27 ) = 0.17348032077169567 ;
181 aWeights( 27 ) = 0.017009736214909539 ;
182
183 aPoints( 0, 28 ) = 0.44505548146283552 ;
184 aPoints( 1, 28 ) = -0.74897547558837874 ;
185 aPoints( 2, 28 ) = 0.17348032077169567 ;
186 aWeights( 28 ) = 0.014310962279449944 ;
187
188 aPoints( 0, 29 ) = 0.74897547558837874 ;
189 aPoints( 1, 29 ) = -0.74897547558837874 ;
190 aPoints( 2, 29 ) = 0.17348032077169567 ;
191 aWeights( 29 ) = 0.007084096553365957 ;
192
193 aPoints( 0, 30 ) = -0.74897547558837874 ;
194 aPoints( 1, 30 ) = -0.44505548146283552 ;
195 aPoints( 2, 30 ) = 0.17348032077169567 ;
196 aWeights( 30 ) = 0.014310962279449944 ;
197
198 aPoints( 0, 31 ) = -0.44505548146283552 ;
199 aPoints( 1, 31 ) = -0.44505548146283552 ;
200 aPoints( 2, 31 ) = 0.17348032077169567 ;
201 aWeights( 31 ) = 0.028910340199489258 ;
202
203 aPoints( 0, 32 ) = 0 ;
204 aPoints( 1, 32 ) = -0.44505548146283552 ;
205 aPoints( 2, 32 ) = 0.17348032077169567 ;
206 aWeights( 32 ) = 0.034362277747231176 ;
207
208 aPoints( 0, 33 ) = 0.44505548146283552 ;
209 aPoints( 1, 33 ) = -0.44505548146283552 ;
210 aPoints( 2, 33 ) = 0.17348032077169567 ;
211 aWeights( 33 ) = 0.028910340199489258 ;
212
213 aPoints( 0, 34 ) = 0.74897547558837874 ;
214 aPoints( 1, 34 ) = -0.44505548146283552 ;
215 aPoints( 2, 34 ) = 0.17348032077169567 ;
216 aWeights( 34 ) = 0.014310962279449944 ;
217
218 aPoints( 0, 35 ) = -0.74897547558837874 ;
219 aPoints( 1, 35 ) = 0 ;
220 aPoints( 2, 35 ) = 0.17348032077169567 ;
221 aWeights( 35 ) = 0.017009736214909539 ;
222
223 aPoints( 0, 36 ) = -0.44505548146283552 ;
224 aPoints( 1, 36 ) = 0 ;
225 aPoints( 2, 36 ) = 0.17348032077169567 ;
226 aWeights( 36 ) = 0.034362277747231176 ;
227
228 aPoints( 0, 37 ) = 0 ;
229 aPoints( 1, 37 ) = 0 ;
230 aPoints( 2, 37 ) = 0.17348032077169567 ;
231 aWeights( 37 ) = 0.040842346504062196 ;
232
233 aPoints( 0, 38 ) = 0.44505548146283552 ;
234 aPoints( 1, 38 ) = 0 ;
235 aPoints( 2, 38 ) = 0.17348032077169567 ;
236 aWeights( 38 ) = 0.034362277747231176 ;
237
238 aPoints( 0, 39 ) = 0.74897547558837874 ;
239 aPoints( 1, 39 ) = 0 ;
240 aPoints( 2, 39 ) = 0.17348032077169567 ;
241 aWeights( 39 ) = 0.017009736214909539 ;
242
243 aPoints( 0, 40 ) = -0.74897547558837874 ;
244 aPoints( 1, 40 ) = 0.44505548146283552 ;
245 aPoints( 2, 40 ) = 0.17348032077169567 ;
246 aWeights( 40 ) = 0.014310962279449944 ;
247
248 aPoints( 0, 41 ) = -0.44505548146283552 ;
249 aPoints( 1, 41 ) = 0.44505548146283552 ;
250 aPoints( 2, 41 ) = 0.17348032077169567 ;
251 aWeights( 41 ) = 0.028910340199489258 ;
252
253 aPoints( 0, 42 ) = 0 ;
254 aPoints( 1, 42 ) = 0.44505548146283552 ;
255 aPoints( 2, 42 ) = 0.17348032077169567 ;
256 aWeights( 42 ) = 0.034362277747231176 ;
257
258 aPoints( 0, 43 ) = 0.44505548146283552 ;
259 aPoints( 1, 43 ) = 0.44505548146283552 ;
260 aPoints( 2, 43 ) = 0.17348032077169567 ;
261 aWeights( 43 ) = 0.028910340199489258 ;
262
263 aPoints( 0, 44 ) = 0.74897547558837874 ;
264 aPoints( 1, 44 ) = 0.44505548146283552 ;
265 aPoints( 2, 44 ) = 0.17348032077169567 ;
266 aWeights( 44 ) = 0.014310962279449944 ;
267
268 aPoints( 0, 45 ) = -0.74897547558837874 ;
269 aPoints( 1, 45 ) = 0.74897547558837874 ;
270 aPoints( 2, 45 ) = 0.17348032077169567 ;
271 aWeights( 45 ) = 0.007084096553365957 ;
272
273 aPoints( 0, 46 ) = -0.44505548146283552 ;
274 aPoints( 1, 46 ) = 0.74897547558837874 ;
275 aPoints( 2, 46 ) = 0.17348032077169567 ;
276 aWeights( 46 ) = 0.014310962279449944 ;
277
278 aPoints( 0, 47 ) = 0 ;
279 aPoints( 1, 47 ) = 0.74897547558837874 ;
280 aPoints( 2, 47 ) = 0.17348032077169567 ;
281 aWeights( 47 ) = 0.017009736214909539 ;
282
283 aPoints( 0, 48 ) = 0.44505548146283552 ;
284 aPoints( 1, 48 ) = 0.74897547558837874 ;
285 aPoints( 2, 48 ) = 0.17348032077169567 ;
286 aWeights( 48 ) = 0.014310962279449944 ;
287
288 aPoints( 0, 49 ) = 0.74897547558837874 ;
289 aPoints( 1, 49 ) = 0.74897547558837874 ;
290 aPoints( 2, 49 ) = 0.17348032077169567 ;
291 aWeights( 49 ) = 0.007084096553365957 ;
292
293 aPoints( 0, 50 ) = -0.55287265977404931 ;
294 aPoints( 1, 50 ) = -0.55287265977404931 ;
295 aPoints( 2, 50 ) = 0.38988638706551931 ;
296 aWeights( 50 ) = 0.0050071929685976107 ;
297
298 aPoints( 0, 51 ) = -0.32852745624291557 ;
299 aPoints( 1, 51 ) = -0.55287265977404931 ;
300 aPoints( 2, 51 ) = 0.38988638706551931 ;
301 aWeights( 51 ) = 0.01011529828252831 ;
302
303 aPoints( 0, 52 ) = 0 ;
304 aPoints( 1, 52 ) = -0.55287265977404931 ;
305 aPoints( 2, 52 ) = 0.38988638706551931 ;
306 aWeights( 52 ) = 0.012022850187230547 ;
307
308 aPoints( 0, 53 ) = 0.32852745624291557 ;
309 aPoints( 1, 53 ) = -0.55287265977404931 ;
310 aPoints( 2, 53 ) = 0.38988638706551931 ;
311 aWeights( 53 ) = 0.01011529828252831 ;
312
313 aPoints( 0, 54 ) = 0.55287265977404931 ;
314 aPoints( 1, 54 ) = -0.55287265977404931 ;
315 aPoints( 2, 54 ) = 0.38988638706551931 ;
316 aWeights( 54 ) = 0.0050071929685976107 ;
317
318 aPoints( 0, 55 ) = -0.55287265977404931 ;
319 aPoints( 1, 55 ) = -0.32852745624291557 ;
320 aPoints( 2, 55 ) = 0.38988638706551931 ;
321 aWeights( 55 ) = 0.01011529828252831 ;
322
323 aPoints( 0, 56 ) = -0.32852745624291557 ;
324 aPoints( 1, 56 ) = -0.32852745624291557 ;
325 aPoints( 2, 56 ) = 0.38988638706551931 ;
326 aWeights( 56 ) = 0.020434454990293144 ;
327
328 aPoints( 0, 57 ) = 0 ;
329 aPoints( 1, 57 ) = -0.32852745624291557 ;
330 aPoints( 2, 57 ) = 0.38988638706551931 ;
331 aWeights( 57 ) = 0.024288002601994704 ;
332
333 aPoints( 0, 58 ) = 0.32852745624291557 ;
334 aPoints( 1, 58 ) = -0.32852745624291557 ;
335 aPoints( 2, 58 ) = 0.38988638706551931 ;
336 aWeights( 58 ) = 0.020434454990293144 ;
337
338 aPoints( 0, 59 ) = 0.55287265977404931 ;
339 aPoints( 1, 59 ) = -0.32852745624291557 ;
340 aPoints( 2, 59 ) = 0.38988638706551931 ;
341 aWeights( 59 ) = 0.01011529828252831 ;
342
343 aPoints( 0, 60 ) = -0.55287265977404931 ;
344 aPoints( 1, 60 ) = 0 ;
345 aPoints( 2, 60 ) = 0.38988638706551931 ;
346 aWeights( 60 ) = 0.012022850187230547 ;
347
348 aPoints( 0, 61 ) = -0.32852745624291557 ;
349 aPoints( 1, 61 ) = 0 ;
350 aPoints( 2, 61 ) = 0.38988638706551931 ;
351 aWeights( 61 ) = 0.024288002601994704 ;
352
353 aPoints( 0, 62 ) = 0 ;
354 aPoints( 1, 62 ) = 0 ;
355 aPoints( 2, 62 ) = 0.38988638706551931 ;
356 aWeights( 62 ) = 0.028868255633669772 ;
357
358 aPoints( 0, 63 ) = 0.32852745624291557 ;
359 aPoints( 1, 63 ) = 0 ;
360 aPoints( 2, 63 ) = 0.38988638706551931 ;
361 aWeights( 63 ) = 0.024288002601994704 ;
362
363 aPoints( 0, 64 ) = 0.55287265977404931 ;
364 aPoints( 1, 64 ) = 0 ;
365 aPoints( 2, 64 ) = 0.38988638706551931 ;
366 aWeights( 64 ) = 0.012022850187230547 ;
367
368 aPoints( 0, 65 ) = -0.55287265977404931 ;
369 aPoints( 1, 65 ) = 0.32852745624291557 ;
370 aPoints( 2, 65 ) = 0.38988638706551931 ;
371 aWeights( 65 ) = 0.01011529828252831 ;
372
373 aPoints( 0, 66 ) = -0.32852745624291557 ;
374 aPoints( 1, 66 ) = 0.32852745624291557 ;
375 aPoints( 2, 66 ) = 0.38988638706551931 ;
376 aWeights( 66 ) = 0.020434454990293144 ;
377
378 aPoints( 0, 67 ) = 0 ;
379 aPoints( 1, 67 ) = 0.32852745624291557 ;
380 aPoints( 2, 67 ) = 0.38988638706551931 ;
381 aWeights( 67 ) = 0.024288002601994704 ;
382
383 aPoints( 0, 68 ) = 0.32852745624291557 ;
384 aPoints( 1, 68 ) = 0.32852745624291557 ;
385 aPoints( 2, 68 ) = 0.38988638706551931 ;
386 aWeights( 68 ) = 0.020434454990293144 ;
387
388 aPoints( 0, 69 ) = 0.55287265977404931 ;
389 aPoints( 1, 69 ) = 0.32852745624291557 ;
390 aPoints( 2, 69 ) = 0.38988638706551931 ;
391 aWeights( 69 ) = 0.01011529828252831 ;
392
393 aPoints( 0, 70 ) = -0.55287265977404931 ;
394 aPoints( 1, 70 ) = 0.55287265977404931 ;
395 aPoints( 2, 70 ) = 0.38988638706551931 ;
396 aWeights( 70 ) = 0.0050071929685976107 ;
397
398 aPoints( 0, 71 ) = -0.32852745624291557 ;
399 aPoints( 1, 71 ) = 0.55287265977404931 ;
400 aPoints( 2, 71 ) = 0.38988638706551931 ;
401 aWeights( 71 ) = 0.01011529828252831 ;
402
403 aPoints( 0, 72 ) = 0 ;
404 aPoints( 1, 72 ) = 0.55287265977404931 ;
405 aPoints( 2, 72 ) = 0.38988638706551931 ;
406 aWeights( 72 ) = 0.012022850187230547 ;
407
408 aPoints( 0, 73 ) = 0.32852745624291557 ;
409 aPoints( 1, 73 ) = 0.55287265977404931 ;
410 aPoints( 2, 73 ) = 0.38988638706551931 ;
411 aWeights( 73 ) = 0.01011529828252831 ;
412
413 aPoints( 0, 74 ) = 0.55287265977404931 ;
414 aPoints( 1, 74 ) = 0.55287265977404931 ;
415 aPoints( 2, 74 ) = 0.38988638706551931 ;
416 aWeights( 74 ) = 0.0050071929685976107 ;
417
418 aPoints( 0, 75 ) = -0.33135963743626923 ;
419 aPoints( 1, 75 ) = -0.33135963743626923 ;
420 aPoints( 2, 75 ) = 0.6343334726308868 ;
421 aWeights( 75 ) = 0.0017994202739774609 ;
422
423 aPoints( 0, 76 ) = -0.19690020272118727 ;
424 aPoints( 1, 76 ) = -0.33135963743626923 ;
425 aPoints( 2, 76 ) = 0.6343334726308868 ;
426 aWeights( 76 ) = 0.0036351051219838774 ;
427
428 aPoints( 0, 77 ) = 0 ;
429 aPoints( 1, 77 ) = -0.33135963743626923 ;
430 aPoints( 2, 77 ) = 0.6343334726308868 ;
431 aWeights( 77 ) = 0.0043206164638698846 ;
432
433 aPoints( 0, 78 ) = 0.19690020272118727 ;
434 aPoints( 1, 78 ) = -0.33135963743626923 ;
435 aPoints( 2, 78 ) = 0.6343334726308868 ;
436 aWeights( 78 ) = 0.0036351051219838774 ;
437
438 aPoints( 0, 79 ) = 0.33135963743626923 ;
439 aPoints( 1, 79 ) = -0.33135963743626923 ;
440 aPoints( 2, 79 ) = 0.6343334726308868 ;
441 aWeights( 79 ) = 0.0017994202739774609 ;
442
443 aPoints( 0, 80 ) = -0.33135963743626923 ;
444 aPoints( 1, 80 ) = -0.19690020272118727 ;
445 aPoints( 2, 80 ) = 0.6343334726308868 ;
446 aWeights( 80 ) = 0.0036351051219838774 ;
447
448 aPoints( 0, 81 ) = -0.19690020272118727 ;
449 aPoints( 1, 81 ) = -0.19690020272118727 ;
450 aPoints( 2, 81 ) = 0.6343334726308868 ;
451 aWeights( 81 ) = 0.0073434702492625892 ;
452
453 aPoints( 0, 82 ) = 0 ;
454 aPoints( 1, 82 ) = -0.19690020272118727 ;
455 aPoints( 2, 82 ) = 0.6343334726308868 ;
456 aWeights( 82 ) = 0.0087283083696866343 ;
457
458 aPoints( 0, 83 ) = 0.19690020272118727 ;
459 aPoints( 1, 83 ) = -0.19690020272118727 ;
460 aPoints( 2, 83 ) = 0.6343334726308868 ;
461 aWeights( 83 ) = 0.0073434702492625892 ;
462
463 aPoints( 0, 84 ) = 0.33135963743626923 ;
464 aPoints( 1, 84 ) = -0.19690020272118727 ;
465 aPoints( 2, 84 ) = 0.6343334726308868 ;
466 aWeights( 84 ) = 0.0036351051219838774 ;
467
468 aPoints( 0, 85 ) = -0.33135963743626923 ;
469 aPoints( 1, 85 ) = 0 ;
470 aPoints( 2, 85 ) = 0.6343334726308868 ;
471 aWeights( 85 ) = 0.0043206164638698846 ;
472
473 aPoints( 0, 86 ) = -0.19690020272118727 ;
474 aPoints( 1, 86 ) = 0 ;
475 aPoints( 2, 86 ) = 0.6343334726308868 ;
476 aWeights( 86 ) = 0.0087283083696866343 ;
477
478 aPoints( 0, 87 ) = 0 ;
479 aPoints( 1, 87 ) = 0 ;
480 aPoints( 2, 87 ) = 0.6343334726308868 ;
481 aWeights( 87 ) = 0.010374300488790279 ;
482
483 aPoints( 0, 88 ) = 0.19690020272118727 ;
484 aPoints( 1, 88 ) = 0 ;
485 aPoints( 2, 88 ) = 0.6343334726308868 ;
486 aWeights( 88 ) = 0.0087283083696866343 ;
487
488 aPoints( 0, 89 ) = 0.33135963743626923 ;
489 aPoints( 1, 89 ) = 0 ;
490 aPoints( 2, 89 ) = 0.6343334726308868 ;
491 aWeights( 89 ) = 0.0043206164638698846 ;
492
493 aPoints( 0, 90 ) = -0.33135963743626923 ;
494 aPoints( 1, 90 ) = 0.19690020272118727 ;
495 aPoints( 2, 90 ) = 0.6343334726308868 ;
496 aWeights( 90 ) = 0.0036351051219838774 ;
497
498 aPoints( 0, 91 ) = -0.19690020272118727 ;
499 aPoints( 1, 91 ) = 0.19690020272118727 ;
500 aPoints( 2, 91 ) = 0.6343334726308868 ;
501 aWeights( 91 ) = 0.0073434702492625892 ;
502
503 aPoints( 0, 92 ) = 0 ;
504 aPoints( 1, 92 ) = 0.19690020272118727 ;
505 aPoints( 2, 92 ) = 0.6343334726308868 ;
506 aWeights( 92 ) = 0.0087283083696866343 ;
507
508 aPoints( 0, 93 ) = 0.19690020272118727 ;
509 aPoints( 1, 93 ) = 0.19690020272118727 ;
510 aPoints( 2, 93 ) = 0.6343334726308868 ;
511 aWeights( 93 ) = 0.0073434702492625892 ;
512
513 aPoints( 0, 94 ) = 0.33135963743626923 ;
514 aPoints( 1, 94 ) = 0.19690020272118727 ;
515 aPoints( 2, 94 ) = 0.6343334726308868 ;
516 aWeights( 94 ) = 0.0036351051219838774 ;
517
518 aPoints( 0, 95 ) = -0.33135963743626923 ;
519 aPoints( 1, 95 ) = 0.33135963743626923 ;
520 aPoints( 2, 95 ) = 0.6343334726308868 ;
521 aWeights( 95 ) = 0.0017994202739774609 ;
522
523 aPoints( 0, 96 ) = -0.19690020272118727 ;
524 aPoints( 1, 96 ) = 0.33135963743626923 ;
525 aPoints( 2, 96 ) = 0.6343334726308868 ;
526 aWeights( 96 ) = 0.0036351051219838774 ;
527
528 aPoints( 0, 97 ) = 0 ;
529 aPoints( 1, 97 ) = 0.33135963743626923 ;
530 aPoints( 2, 97 ) = 0.6343334726308868 ;
531 aWeights( 97 ) = 0.0043206164638698846 ;
532
533 aPoints( 0, 98 ) = 0.19690020272118727 ;
534 aPoints( 1, 98 ) = 0.33135963743626923 ;
535 aPoints( 2, 98 ) = 0.6343334726308868 ;
536 aWeights( 98 ) = 0.0036351051219838774 ;
537
538 aPoints( 0, 99 ) = 0.33135963743626923 ;
539 aPoints( 1, 99 ) = 0.33135963743626923 ;
540 aPoints( 2, 99 ) = 0.6343334726308868 ;
541 aWeights( 99 ) = 0.0017994202739774609 ;
542
543 aPoints( 0, 100 ) = -0.13497167036488569 ;
544 aPoints( 1, 100 ) = -0.13497167036488569 ;
545 aPoints( 2, 100 ) = 0.85105421294701644 ;
546 aWeights( 100 ) = 0.00023092689910981056 ;
547
548 aPoints( 0, 101 ) = -0.080202735197568042 ;
549 aPoints( 1, 101 ) = -0.13497167036488569 ;
550 aPoints( 2, 101 ) = 0.85105421294701644 ;
551 aWeights( 101 ) = 0.00046650777803142684 ;
552
553 aPoints( 0, 102 ) = 0 ;
554 aPoints( 1, 102 ) = -0.13497167036488569 ;
555 aPoints( 2, 102 ) = 0.85105421294701644 ;
556 aWeights( 102 ) = 0.00055448222778930686 ;
557
558 aPoints( 0, 103 ) = 0.080202735197568042 ;
559 aPoints( 1, 103 ) = -0.13497167036488569 ;
560 aPoints( 2, 103 ) = 0.85105421294701644 ;
561 aWeights( 103 ) = 0.00046650777803142684 ;
562
563 aPoints( 0, 104 ) = 0.13497167036488569 ;
564 aPoints( 1, 104 ) = -0.13497167036488569 ;
565 aPoints( 2, 104 ) = 0.85105421294701644 ;
566 aWeights( 104 ) = 0.00023092689910981056 ;
567
568 aPoints( 0, 105 ) = -0.13497167036488569 ;
569 aPoints( 1, 105 ) = -0.080202735197568042 ;
570 aPoints( 2, 105 ) = 0.85105421294701644 ;
571 aWeights( 105 ) = 0.00046650777803142684 ;
572
573 aPoints( 0, 106 ) = -0.080202735197568042 ;
574 aPoints( 1, 106 ) = -0.080202735197568042 ;
575 aPoints( 2, 106 ) = 0.85105421294701644 ;
576 aWeights( 106 ) = 0.00094241730955877778 ;
577
578 aPoints( 0, 107 ) = 0 ;
579 aPoints( 1, 107 ) = -0.080202735197568042 ;
580 aPoints( 2, 107 ) = 0.85105421294701644 ;
581 aWeights( 107 ) = 0.001120139200071716 ;
582
583 aPoints( 0, 108 ) = 0.080202735197568042 ;
584 aPoints( 1, 108 ) = -0.080202735197568042 ;
585 aPoints( 2, 108 ) = 0.85105421294701644 ;
586 aWeights( 108 ) = 0.00094241730955877778 ;
587
588 aPoints( 0, 109 ) = 0.13497167036488569 ;
589 aPoints( 1, 109 ) = -0.080202735197568042 ;
590 aPoints( 2, 109 ) = 0.85105421294701644 ;
591 aWeights( 109 ) = 0.00046650777803142684 ;
592
593 aPoints( 0, 110 ) = -0.13497167036488569 ;
594 aPoints( 1, 110 ) = 0 ;
595 aPoints( 2, 110 ) = 0.85105421294701644 ;
596 aWeights( 110 ) = 0.00055448222778930686 ;
597
598 aPoints( 0, 111 ) = -0.080202735197568042 ;
599 aPoints( 1, 111 ) = 0 ;
600 aPoints( 2, 111 ) = 0.85105421294701644 ;
601 aWeights( 111 ) = 0.001120139200071716 ;
602
603 aPoints( 0, 112 ) = 0 ;
604 aPoints( 1, 112 ) = 0 ;
605 aPoints( 2, 112 ) = 0.85105421294701644 ;
606 aWeights( 112 ) = 0.0013313760420261549 ;
607
608 aPoints( 0, 113 ) = 0.080202735197568042 ;
609 aPoints( 1, 113 ) = 0 ;
610 aPoints( 2, 113 ) = 0.85105421294701644 ;
611 aWeights( 113 ) = 0.001120139200071716 ;
612
613 aPoints( 0, 114 ) = 0.13497167036488569 ;
614 aPoints( 1, 114 ) = 0 ;
615 aPoints( 2, 114 ) = 0.85105421294701644 ;
616 aWeights( 114 ) = 0.00055448222778930686 ;
617
618 aPoints( 0, 115 ) = -0.13497167036488569 ;
619 aPoints( 1, 115 ) = 0.080202735197568042 ;
620 aPoints( 2, 115 ) = 0.85105421294701644 ;
621 aWeights( 115 ) = 0.00046650777803142684 ;
622
623 aPoints( 0, 116 ) = -0.080202735197568042 ;
624 aPoints( 1, 116 ) = 0.080202735197568042 ;
625 aPoints( 2, 116 ) = 0.85105421294701644 ;
626 aWeights( 116 ) = 0.00094241730955877778 ;
627
628 aPoints( 0, 117 ) = 0 ;
629 aPoints( 1, 117 ) = 0.080202735197568042 ;
630 aPoints( 2, 117 ) = 0.85105421294701644 ;
631 aWeights( 117 ) = 0.001120139200071716 ;
632
633 aPoints( 0, 118 ) = 0.080202735197568042 ;
634 aPoints( 1, 118 ) = 0.080202735197568042 ;
635 aPoints( 2, 118 ) = 0.85105421294701644 ;
636 aWeights( 118 ) = 0.00094241730955877778 ;
637
638 aPoints( 0, 119 ) = 0.13497167036488569 ;
639 aPoints( 1, 119 ) = 0.080202735197568042 ;
640 aPoints( 2, 119 ) = 0.85105421294701644 ;
641 aWeights( 119 ) = 0.00046650777803142684 ;
642
643 aPoints( 0, 120 ) = -0.13497167036488569 ;
644 aPoints( 1, 120 ) = 0.13497167036488569 ;
645 aPoints( 2, 120 ) = 0.85105421294701644 ;
646 aWeights( 120 ) = 0.00023092689910981056 ;
647
648 aPoints( 0, 121 ) = -0.080202735197568042 ;
649 aPoints( 1, 121 ) = 0.13497167036488569 ;
650 aPoints( 2, 121 ) = 0.85105421294701644 ;
651 aWeights( 121 ) = 0.00046650777803142684 ;
652
653 aPoints( 0, 122 ) = 0 ;
654 aPoints( 1, 122 ) = 0.13497167036488569 ;
655 aPoints( 2, 122 ) = 0.85105421294701644 ;
656 aWeights( 122 ) = 0.00055448222778930686 ;
657
658 aPoints( 0, 123 ) = 0.080202735197568042 ;
659 aPoints( 1, 123 ) = 0.13497167036488569 ;
660 aPoints( 2, 123 ) = 0.85105421294701644 ;
661 aWeights( 123 ) = 0.00046650777803142684 ;
662
663 aPoints( 0, 124 ) = 0.13497167036488569 ;
664 aPoints( 1, 124 ) = 0.13497167036488569 ;
665 aPoints( 2, 124 ) = 0.85105421294701644 ;
666 aWeights( 124 ) = 0.00023092689910981056 ;
667 }
668
669// ----------------------------------------------------------------------------
670 } /* namespace integration */
671} /* namespace belfem */
672
673#endif //BELFEM_FN_INTPOINTS_GAUSS_PYRA125_HPP
cl_Matrix.hpp
cl_Vector.hpp
belfem::Matrix::set_size
void set_size(const size_t aNumRows, const size_t aNumCols)
Definition cl_AR_Matrix.hpp:186
belfem::Vector::set_size
void set_size(const size_t aNumRows)
change the size of the vector
Definition cl_AR_Vector.hpp:237
belfem::integration
Definition fn_intpoints.cpp:576
belfem::integration::gauss_pyra125
void gauss_pyra125(Vector< real > &aWeights, Matrix< real > &aPoints)
Conical-product Gauss rule on the reference pyramid ( base [-1,1]^2 at zeta = 0, apex ( 0,...
Definition fn_intpoints_gauss_pyra125.hpp:36
belfem
USER GUIDES:
Definition cl_Capacitor.cpp:16