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Larry Price
gmsh
Commits
8314deb2
Commit
8314deb2
authored
18 years ago
by
Jean-François Remacle
Browse files
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parent
3ac2499b
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Changes
2
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2 changed files
Mesh/meshGFace.cpp
+4
-4
4 additions, 4 deletions
Mesh/meshGFace.cpp
benchmarks/2d/world.geo
+664
-183
664 additions, 183 deletions
benchmarks/2d/world.geo
with
668 additions
and
187 deletions
Mesh/meshGFace.cpp
+
4
−
4
View file @
8314deb2
// $Id: meshGFace.cpp,v 1.6
2
2007-03-02 09:
20:2
1 remacle Exp $
// $Id: meshGFace.cpp,v 1.6
3
2007-03-02 09:
55:0
1 remacle Exp $
//
//
// Copyright (C) 1997-2007 C. Geuzaine, J.-F. Remacle
// Copyright (C) 1997-2007 C. Geuzaine, J.-F. Remacle
//
//
...
@@ -849,9 +849,9 @@ bool gmsh2DMeshGenerator ( GFace *gf )
...
@@ -849,9 +849,9 @@ bool gmsh2DMeshGenerator ( GFace *gf )
m
->
recombineIntoQuads
(
gf
->
meshAttributes
.
recombineAngle
,
gf
);
m
->
recombineIntoQuads
(
gf
->
meshAttributes
.
recombineAngle
,
gf
);
}
}
}
}
char
name
[
245
];
//
char name[245];
sprintf
(
name
,
"param%d.pos"
,
gf
->
tag
());
//
sprintf(name,"param%d.pos",gf->tag());
outputScalarField
(
m
->
triangles
,
name
,
1
);
//
outputScalarField(m->triangles, name,1);
// sprintf(name,"real%d.pos",gf->tag());
// sprintf(name,"real%d.pos",gf->tag());
// outputScalarField(m->triangles, name,0);
// outputScalarField(m->triangles, name,0);
// fill the small gmsh structures
// fill the small gmsh structures
...
...
This diff is collapsed.
Click to expand it.
benchmarks/2d/world.geo
+
664
−
183
View file @
8314deb2
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426
)
=
{
1.46473
,
1.32919
,
0
,
lc
};
Point
(
427
)
=
{
1.45454
,
1.22339
,
0
,
lc
};
Point
(
428
)
=
{
1.41003
,
1.13167
,
0
,
lc
};
Point
(
429
)
=
{
1.3231
,
1.08809
,
0
,
lc
};
CatmullRom
(
10
)
=
{
205
,
206
,
207
,
208
,
209
,
210
,
211
,
212
,
213
,
214
,
215
,
216
,
217
,
218
,
219
,
220
,
221
,
222
,
223
,
224
,
225
,
226
,
227
,
228
,
229
,
230
,
231
,
232
,
233
,
234
,
235
,
236
,
237
,
238
,
239
,
240
,
241
,
242
,
243
,
244
,
245
,
246
,
247
,
248
,
249
,
250
,
251
,
252
,
253
,
254
,
255
,
256
,
257
,
258
,
259
,
260
,
261
,
262
,
263
,
264
,
265
,
266
,
267
,
268
,
269
,
270
,
271
,
272
,
273
,
274
,
275
,
276
,
277
,
278
,
279
,
280
,
281
,
282
,
283
,
284
,
285
,
286
,
287
,
288
,
289
,
290
,
291
,
292
,
293
,
294
,
295
,
296
,
297
,
298
,
299
,
300
,
301
,
302
,
303
,
304
,
305
,
306
,
307
,
308
,
309
,
310
,
311
,
312
,
313
,
314
,
315
,
316
,
317
,
318
,
319
,
320
,
321
,
322
,
323
,
324
,
325
,
326
,
327
,
328
,
329
,
330
,
331
,
332
,
333
,
334
,
335
,
336
,
337
,
338
,
339
,
340
,
341
,
342
,
343
,
344
,
345
,
346
,
347
,
348
,
349
,
350
,
351
,
352
,
353
,
354
,
355
,
356
,
357
,
358
,
359
,
360
,
361
,
362
,
363
,
364
,
365
,
366
,
367
,
368
,
369
,
370
,
371
,
372
,
373
,
374
,
375
,
376
,
377
,
378
,
379
,
380
,
381
,
382
,
383
,
384
,
385
,
386
,
387
,
388
,
389
,
390
,
391
,
392
,
393
,
394
,
395
,
396
,
397
,
398
,
399
,
400
,
401
,
402
,
403
,
404
,
405
,
406
,
407
,
408
,
409
,
410
,
411
,
412
,
413
,
414
,
415
,
416
,
417
,
418
,
419
,
420
,
421
,
422
,
423
,
424
,
425
,
426
,
427
,
428
,
429
,
205
};
Line
Loop
(
11
)
=
{
10
};
Line
Loop
(
11
)
=
{
10
};
Physical
Line
(
150
)
=
{
10
};
Physical
Line
(
150
)
=
{
10
};
Point
(
145
)
=
{
1.466
,
-
0.502884
,
0
,
lc
};
Point
(
430
)
=
{
-
0.71853
,
1.58708
,
0
,
lc
};
Point
(
146
)
=
{
1.48103
,
-
0.699689
,
0
,
lc
};
Point
(
431
)
=
{
-
0.652116
,
1.65832
,
0
,
lc
};
Point
(
147
)
=
{
1.33221
,
-
0.693008
,
0
,
lc
};
Point
(
432
)
=
{
-
0.562052
,
1.69828
,
0
,
lc
};
Point
(
148
)
=
{
1.44852
,
-
0.516739
,
0
,
lc
};
Point
(
433
)
=
{
-
0.616985
,
1.618
,
0
,
lc
};
CatmullRom
(
12
)
=
{
145
,
146
,
147
,
148
,
145
};
Point
(
434
)
=
{
-
0.700452
,
1.57121
,
0
,
lc
};
CatmullRom
(
12
)
=
{
430
,
431
,
432
,
433
,
434
,
430
};
Line
Loop
(
13
)
=
{
12
};
Line
Loop
(
13
)
=
{
12
};
Physical
Line
(
225
)
=
{
12
};
Physical
Line
(
161
)
=
{
12
};
Point
(
149
)
=
{
-
0.0530452
,
0.166128
,
0
,
lc
};
Point
(
435
)
=
{
-
0.491293
,
1.741
,
0
,
lc
};
Point
(
150
)
=
{
-
0.124099
,
0.288587
,
0
,
lc
};
Point
(
436
)
=
{
-
0.51207
,
1.84102
,
0
,
lc
};
Point
(
151
)
=
{
-
0.258305
,
0.337406
,
0
,
lc
};
Point
(
437
)
=
{
-
0.463004
,
1.93616
,
0
,
lc
};
Point
(
152
)
=
{
-
0.25407
,
0.194477
,
0
,
lc
};
Point
(
438
)
=
{
-
0.402509
,
2.02948
,
0
,
lc
};
Point
(
153
)
=
{
-
0.199452
,
0.0632463
,
0
,
lc
};
Point
(
439
)
=
{
-
0.322635
,
2.11279
,
0
,
lc
};
Point
(
154
)
=
{
-
0.0607522
,
0.0926911
,
0
,
lc
};
Point
(
440
)
=
{
-
0.2271
,
2.18402
,
0
,
lc
};
CatmullRom
(
14
)
=
{
149
,
150
,
151
,
152
,
153
,
154
,
149
};
Point
(
441
)
=
{
-
0.277168
,
2.0773
,
0
,
lc
};
Point
(
442
)
=
{
-
0.328645
,
1.9773
,
0
,
lc
};
Point
(
443
)
=
{
-
0.367347
,
1.8771
,
0
,
lc
};
Point
(
444
)
=
{
-
0.423268
,
1.79055
,
0
,
lc
};
CatmullRom
(
14
)
=
{
435
,
436
,
437
,
438
,
439
,
440
,
441
,
442
,
443
,
444
,
435
};
Line
Loop
(
15
)
=
{
14
};
Line
Loop
(
15
)
=
{
14
};
Physical
Line
(
596
)
=
{
14
};
Physical
Line
(
168
)
=
{
14
};
Point
(
155
)
=
{
-
2.24778
,
1.45184
,
0
,
lc
};
Point
(
445
)
=
{
-
0.66268
,
1.93183
,
0
,
lc
};
Point
(
156
)
=
{
-
2.46524
,
1.35898
,
0
,
lc
};
Point
(
446
)
=
{
-
0.662804
,
1.8227
,
0
,
lc
};
Point
(
157
)
=
{
-
2.03051
,
2.11692
,
0
,
lc
};
Point
(
447
)
=
{
-
0.73035
,
1.74221
,
0
,
lc
};
Point
(
158
)
=
{
-
0.695453
,
2.77686
,
0
,
lc
};
Point
(
448
)
=
{
-
0.818669
,
1.68848
,
0
,
lc
};
Point
(
159
)
=
{
0.450262
,
2.75776
,
0
,
lc
};
Point
(
449
)
=
{
-
0.903413
,
1.75126
,
0
,
lc
};
Point
(
160
)
=
{
1.5031
,
2.33977
,
0
,
lc
};
Point
(
450
)
=
{
-
0.974885
,
1.83613
,
0
,
lc
};
Point
(
161
)
=
{
2.15041
,
1.6681
,
0
,
lc
};
Point
(
451
)
=
{
-
1.06528
,
1.91056
,
0
,
lc
};
Point
(
162
)
=
{
2.61284
,
1.07682
,
0
,
lc
};
Point
(
452
)
=
{
-
0.984343
,
2.00137
,
0
,
lc
};
Point
(
163
)
=
{
2.72587
,
0.221453
,
0
,
lc
};
Point
(
453
)
=
{
-
0.868843
,
1.96703
,
0
,
lc
};
Point
(
164
)
=
{
2.62505
,
-
0.74004
,
0
,
lc
};
Point
(
454
)
=
{
-
0.754769
,
1.94421
,
0
,
lc
};
Point
(
165
)
=
{
2.20726
,
-
1.60448
,
0
,
lc
};
CatmullRom
(
16
)
=
{
445
,
446
,
447
,
448
,
449
,
450
,
451
,
452
,
453
,
454
,
445
};
Point
(
166
)
=
{
1.51549
,
-
2.29856
,
0
,
lc
};
Point
(
167
)
=
{
0.588827
,
-
2.74658
,
0
,
lc
};
Point
(
168
)
=
{
-
0.145308
,
-
2.92972
,
0
,
lc
};
Point
(
169
)
=
{
-
1.75327
,
-
2.29734
,
0
,
lc
};
Point
(
170
)
=
{
-
2.65734
,
-
1.06613
,
0
,
lc
};
Point
(
171
)
=
{
-
2.83435
,
0.390902
,
0
,
lc
};
Point
(
172
)
=
{
-
2.5229
,
1.09589
,
0
,
lc
};
CatmullRom
(
16
)
=
{
155
,
156
,
157
,
158
,
159
,
160
,
161
,
162
,
163
,
164
,
165
,
166
,
167
,
168
,
169
,
170
,
171
,
172
,
155
};
Line
Loop
(
17
)
=
{
16
};
Line
Loop
(
17
)
=
{
16
};
Physical
Line
(
1031
)
=
{
16
};
Physical
Line
(
225
)
=
{
16
};
Plane
Surface
(
3
)
=
{
5
,
7
,
9
,
11
,
13
,
15
,
17
};
Point
(
455
)
=
{
-
1.20034
,
1.92654
,
0
,
lc
};
//Attractor Line (2) = {4, 6, 8, 10, 12, 14, 16};
Point
(
456
)
=
{
-
1.26581
,
1.8214
,
0
,
lc
};
Point
(
457
)
=
{
-
1.37645
,
1.881
,
0
,
lc
};
Point
(
458
)
=
{
-
1.26513
,
1.94594
,
0
,
lc
};
CatmullRom
(
18
)
=
{
455
,
456
,
457
,
458
,
455
};
Line
Loop
(
19
)
=
{
18
};
Physical
Line
(
227
)
=
{
18
};
Point
(
459
)
=
{
-
1.17847
,
1.68772
,
0
,
lc
};
Point
(
460
)
=
{
-
1.07491
,
1.73099
,
0
,
lc
};
Point
(
461
)
=
{
-
0.966765
,
1.71253
,
0
,
lc
};
Point
(
462
)
=
{
-
0.919647
,
1.61869
,
0
,
lc
};
Point
(
463
)
=
{
-
0.999812
,
1.55575
,
0
,
lc
};
Point
(
464
)
=
{
-
1.04504
,
1.64972
,
0
,
lc
};
Point
(
465
)
=
{
-
1.1522
,
1.67019
,
0
,
lc
};
CatmullRom
(
20
)
=
{
459
,
460
,
461
,
462
,
463
,
464
,
465
,
459
};
Line
Loop
(
21
)
=
{
20
};
Physical
Line
(
264
)
=
{
20
};
Point
(
466
)
=
{
-
2.47415
,
2.82621
,
0
,
lc
};
Point
(
467
)
=
{
-
2.69014
,
2.69873
,
0
,
lc
};
Point
(
468
)
=
{
-
2.89466
,
2.54487
,
0
,
lc
};
Point
(
469
)
=
{
-
3.16358
,
2.56792
,
0
,
lc
};
Point
(
470
)
=
{
-
3.40661
,
2.74194
,
0
,
lc
};
Point
(
471
)
=
{
-
3.11253
,
2.67887
,
0
,
lc
};
Point
(
472
)
=
{
-
2.84121
,
2.733
,
0
,
lc
};
Point
(
473
)
=
{
-
2.60519
,
2.84981
,
0
,
lc
};
CatmullRom
(
22
)
=
{
466
,
467
,
468
,
469
,
470
,
471
,
472
,
473
,
466
};
Line
Loop
(
23
)
=
{
22
};
Physical
Line
(
375
)
=
{
22
};
Point
(
474
)
=
{
-
3.90382
,
3.04543
,
0
,
lc
};
Point
(
475
)
=
{
-
4.27855
,
3.23191
,
0
,
lc
};
Point
(
476
)
=
{
-
4.67039
,
3.51727
,
0
,
lc
};
Point
(
477
)
=
{
-
4.23383
,
3.30584
,
0
,
lc
};
CatmullRom
(
24
)
=
{
474
,
475
,
476
,
477
,
474
};
Line
Loop
(
25
)
=
{
24
};
Physical
Line
(
407
)
=
{
24
};
Point
(
478
)
=
{
-
5.64045
,
-
10.4645
,
0
,
lc
};
Point
(
479
)
=
{
-
4.03111
,
-
9.72798
,
0
,
lc
};
Point
(
480
)
=
{
-
2.58095
,
-
10.4061
,
0
,
lc
};
Point
(
481
)
=
{
-
3.26678
,
-
12.1884
,
0
,
lc
};
Point
(
482
)
=
{
-
5.67174
,
-
12.454
,
0
,
lc
};
CatmullRom
(
26
)
=
{
478
,
479
,
480
,
481
,
482
,
478
};
Line
Loop
(
27
)
=
{
26
};
Physical
Line
(
552
)
=
{
26
};
Point
(
483
)
=
{
21.7947
,
-
6.95911
,
0
,
lc
};
Point
(
484
)
=
{
16.4889
,
-
5.49807
,
0
,
lc
};
Point
(
485
)
=
{
13.1443
,
-
4.90791
,
0
,
lc
};
Point
(
486
)
=
{
10.9003
,
-
4.35358
,
0
,
lc
};
Point
(
487
)
=
{
9.27087
,
-
4.98466
,
0
,
lc
};
Point
(
488
)
=
{
7.91469
,
-
5.47695
,
0
,
lc
};
Point
(
489
)
=
{
6.76088
,
-
5.9325
,
0
,
lc
};
Point
(
490
)
=
{
5.89641
,
-
5.35964
,
0
,
lc
};
Point
(
491
)
=
{
5.15039
,
-
5.87701
,
0
,
lc
};
Point
(
492
)
=
{
5.42089
,
-
6.82832
,
0
,
lc
};
Point
(
493
)
=
{
5.83421
,
-
7.99592
,
0
,
lc
};
Point
(
494
)
=
{
7.25408
,
-
8.71712
,
0
,
lc
};
Point
(
495
)
=
{
7.65391
,
-
10.7901
,
0
,
lc
};
Point
(
496
)
=
{
8.21579
,
-
13.6842
,
0
,
lc
};
Point
(
497
)
=
{
5.64305
,
-
16.5978
,
0
,
lc
};
Point
(
498
)
=
{
9.52757
,
-
20.463
,
0
,
lc
};
Point
(
499
)
=
{
18.2464
,
-
21.5618
,
0
,
lc
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Point
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0
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30
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31
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{
30
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{
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{
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0
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lc
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Point
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{
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{
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0
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lc
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32
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{
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509
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510
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507
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33
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{
32
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Physical
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{
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512
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{
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lc
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0
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lc
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0
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lc
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{
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515
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516
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511
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Loop
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35
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{
34
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{
34
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{
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0
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lc
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{
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lc
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0
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lc
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{
3.10576
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-
4.65423
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0
,
lc
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CatmullRom
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36
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=
{
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518
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519
,
520
,
517
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Loop
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37
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=
{
36
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Physical
Line
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715
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=
{
36
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0
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lc
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0
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lc
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523
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lc
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lc
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0
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lc
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CatmullRom
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38
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522
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523
,
524
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525
,
521
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Loop
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39
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=
{
38
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Physical
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0.0922519
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0
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lc
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Point
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527
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{
-
0.854724
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0.146391
,
0
,
lc
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Point
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528
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{
-
0.802899
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0.184971
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0
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lc
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0.127968
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0
,
lc
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530
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0.0919377
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0
,
lc
};
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40
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{
526
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528
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529
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530
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526
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=
{
40
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Physical
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0.38313
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0
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lc
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0
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lc
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lc
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lc
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535
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540
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542
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543
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544
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545
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546
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547
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548
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549
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550
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551
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552
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553
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554
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555
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556
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557
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558
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559
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560
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561
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562
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563
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564
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565
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566
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567
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568
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569
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570
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571
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572
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573
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574
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575
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576
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577
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578
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580
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531
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{
42
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{
42
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0.901228
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0
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lc
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lc
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0
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lc
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0
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lc
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1.20022
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0
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lc
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1.12097
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lc
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0
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lc
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Point
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0
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lc
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Point
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0
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lc
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{
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585
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586
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587
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588
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589
,
581
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Line
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45
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=
{
44
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Physical
Line
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1162
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{
44
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{
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-
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0
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lc
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Point
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591
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{
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-
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0
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lc
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Point
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{
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-
9.566
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0
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lc
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Point
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{
3.93619
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-
11.3231
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0
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lc
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{
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-
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0
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lc
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-
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-
12.6153
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0
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lc
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Point
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{
1.41219
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11.2066
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0
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lc
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{
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-
10.2476
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0
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lc
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Point
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{
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-
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0
,
lc
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Point
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{
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-
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0
,
lc
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CatmullRom
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46
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=
{
590
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591
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592
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593
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594
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595
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596
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597
,
598
,
599
,
590
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Line
Loop
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47
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=
{
46
};
Physical
Line
(
1287
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=
{
46
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600
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{
0.490052
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-
17.6385
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0
,
lc
};
Point
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601
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{
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-
19.2298
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0
,
lc
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Point
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602
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{
10.6743
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-
23.6459
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0
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lc
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Point
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603
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{
1.86702
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-
29.4036
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0
,
lc
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Point
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=
{
2.18974
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-
20.8801
,
0
,
lc
};
CatmullRom
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=
{
600
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601
,
602
,
603
,
604
,
600
};
Line
Loop
(
49
)
=
{
48
};
Physical
Line
(
1336
)
=
{
48
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//Plane Surface (3) = {43,5, 7, 9, 11, 13, 15, 17, 19, 21, 23, 25, 27, 29, 31, 33, 35, 37, 39, 41, 45, 47, 49};
Plane
Surface
(
3
)
=
{
43
};
//Attractor Line (2) = {4, 6, 8, 10, 12, 14, 16, 18, 20, 22, 24, 26, 28, 30, 32, 34, 36, 38, 40, 42, 44, 46, 48};
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