xref: /petsc/src/dm/impls/plex/tests/output/ex1_hypercubic_0_par.out (revision 507571c1f7bb7439b444895003817d98db1f5dec) 
1Process grid: 2 2
2Topology for rank 0:
3Vertex 32: 0 0
4  Vertex 33: 1 0
5  Edge 0 (32 33)
6  Vertex 36: 0 1
7  Edge 1 (32 36)
8Vertex 33: 1 0
9  Vertex 34: 2 0
10  Edge 2 (33 34)
11  Vertex 37: 1 1
12  Edge 3 (33 37)
13Vertex 34: 2 0
14  Vertex 35: 3 0
15  Edge 4 (34 35)
16  Vertex 38: 2 1
17  Edge 5 (34 38)
18Vertex 35: 3 0
19  Vertex 32: 0 0
20  Edge 6 (35 32)
21  Vertex 39: 3 1
22  Edge 7 (35 39)
23Vertex 36: 0 1
24  Vertex 37: 1 1
25  Edge 8 (36 37)
26  Vertex 40: 0 2
27  Edge 9 (36 40)
28Vertex 37: 1 1
29  Vertex 38: 2 1
30  Edge 10 (37 38)
31  Vertex 41: 1 2
32  Edge 11 (37 41)
33Vertex 38: 2 1
34  Vertex 39: 3 1
35  Edge 12 (38 39)
36  Vertex 42: 2 2
37  Edge 13 (38 42)
38Vertex 39: 3 1
39  Vertex 36: 0 1
40  Edge 14 (39 36)
41  Vertex 43: 3 2
42  Edge 15 (39 43)
43Vertex 40: 0 2
44  Vertex 41: 1 2
45  Edge 16 (40 41)
46  Vertex 44: 0 3
47  Edge 17 (40 44)
48Vertex 41: 1 2
49  Vertex 42: 2 2
50  Edge 18 (41 42)
51  Vertex 45: 1 3
52  Edge 19 (41 45)
53Vertex 42: 2 2
54  Vertex 43: 3 2
55  Edge 20 (42 43)
56  Vertex 46: 2 3
57  Edge 21 (42 46)
58Vertex 43: 3 2
59  Vertex 40: 0 2
60  Edge 22 (43 40)
61  Vertex 47: 3 3
62  Edge 23 (43 47)
63Vertex 44: 0 3
64  Vertex 45: 1 3
65  Edge 24 (44 45)
66  Vertex 32: 0 0
67  Edge 25 (44 32)
68Vertex 45: 1 3
69  Vertex 46: 2 3
70  Edge 26 (45 46)
71  Vertex 33: 1 0
72  Edge 27 (45 33)
73Vertex 46: 2 3
74  Vertex 47: 3 3
75  Edge 28 (46 47)
76  Vertex 34: 2 0
77  Edge 29 (46 34)
78Vertex 47: 3 3
79  Vertex 44: 0 3
80  Edge 30 (47 44)
81  Vertex 35: 3 0
82  Edge 31 (47 35)
83Topology for rank 1:
84Vertex 32: 0 0
85  Vertex 33: 1 0
86  Edge 0 (32 33)
87  Vertex 36: 0 1
88  Edge 1 (32 36)
89Vertex 33: 1 0
90  Vertex 34: 2 0
91  Edge 2 (33 34)
92  Vertex 37: 1 1
93  Edge 3 (33 37)
94Vertex 34: 2 0
95  Vertex 35: 3 0
96  Edge 4 (34 35)
97  Vertex 38: 2 1
98  Edge 5 (34 38)
99Vertex 35: 3 0
100  Vertex 32: 0 0
101  Edge 6 (35 32)
102  Vertex 39: 3 1
103  Edge 7 (35 39)
104Vertex 36: 0 1
105  Vertex 37: 1 1
106  Edge 8 (36 37)
107  Vertex 40: 0 2
108  Edge 9 (36 40)
109Vertex 37: 1 1
110  Vertex 38: 2 1
111  Edge 10 (37 38)
112  Vertex 41: 1 2
113  Edge 11 (37 41)
114Vertex 38: 2 1
115  Vertex 39: 3 1
116  Edge 12 (38 39)
117  Vertex 42: 2 2
118  Edge 13 (38 42)
119Vertex 39: 3 1
120  Vertex 36: 0 1
121  Edge 14 (39 36)
122  Vertex 43: 3 2
123  Edge 15 (39 43)
124Vertex 40: 0 2
125  Vertex 41: 1 2
126  Edge 16 (40 41)
127  Vertex 44: 0 3
128  Edge 17 (40 44)
129Vertex 41: 1 2
130  Vertex 42: 2 2
131  Edge 18 (41 42)
132  Vertex 45: 1 3
133  Edge 19 (41 45)
134Vertex 42: 2 2
135  Vertex 43: 3 2
136  Edge 20 (42 43)
137  Vertex 46: 2 3
138  Edge 21 (42 46)
139Vertex 43: 3 2
140  Vertex 40: 0 2
141  Edge 22 (43 40)
142  Vertex 47: 3 3
143  Edge 23 (43 47)
144Vertex 44: 0 3
145  Vertex 45: 1 3
146  Edge 24 (44 45)
147  Vertex 32: 0 0
148  Edge 25 (44 32)
149Vertex 45: 1 3
150  Vertex 46: 2 3
151  Edge 26 (45 46)
152  Vertex 33: 1 0
153  Edge 27 (45 33)
154Vertex 46: 2 3
155  Vertex 47: 3 3
156  Edge 28 (46 47)
157  Vertex 34: 2 0
158  Edge 29 (46 34)
159Vertex 47: 3 3
160  Vertex 44: 0 3
161  Edge 30 (47 44)
162  Vertex 35: 3 0
163  Edge 31 (47 35)
164Topology for rank 2:
165Vertex 32: 0 0
166  Vertex 33: 1 0
167  Edge 0 (32 33)
168  Vertex 36: 0 1
169  Edge 1 (32 36)
170Vertex 33: 1 0
171  Vertex 34: 2 0
172  Edge 2 (33 34)
173  Vertex 37: 1 1
174  Edge 3 (33 37)
175Vertex 34: 2 0
176  Vertex 35: 3 0
177  Edge 4 (34 35)
178  Vertex 38: 2 1
179  Edge 5 (34 38)
180Vertex 35: 3 0
181  Vertex 32: 0 0
182  Edge 6 (35 32)
183  Vertex 39: 3 1
184  Edge 7 (35 39)
185Vertex 36: 0 1
186  Vertex 37: 1 1
187  Edge 8 (36 37)
188  Vertex 40: 0 2
189  Edge 9 (36 40)
190Vertex 37: 1 1
191  Vertex 38: 2 1
192  Edge 10 (37 38)
193  Vertex 41: 1 2
194  Edge 11 (37 41)
195Vertex 38: 2 1
196  Vertex 39: 3 1
197  Edge 12 (38 39)
198  Vertex 42: 2 2
199  Edge 13 (38 42)
200Vertex 39: 3 1
201  Vertex 36: 0 1
202  Edge 14 (39 36)
203  Vertex 43: 3 2
204  Edge 15 (39 43)
205Vertex 40: 0 2
206  Vertex 41: 1 2
207  Edge 16 (40 41)
208  Vertex 44: 0 3
209  Edge 17 (40 44)
210Vertex 41: 1 2
211  Vertex 42: 2 2
212  Edge 18 (41 42)
213  Vertex 45: 1 3
214  Edge 19 (41 45)
215Vertex 42: 2 2
216  Vertex 43: 3 2
217  Edge 20 (42 43)
218  Vertex 46: 2 3
219  Edge 21 (42 46)
220Vertex 43: 3 2
221  Vertex 40: 0 2
222  Edge 22 (43 40)
223  Vertex 47: 3 3
224  Edge 23 (43 47)
225Vertex 44: 0 3
226  Vertex 45: 1 3
227  Edge 24 (44 45)
228  Vertex 32: 0 0
229  Edge 25 (44 32)
230Vertex 45: 1 3
231  Vertex 46: 2 3
232  Edge 26 (45 46)
233  Vertex 33: 1 0
234  Edge 27 (45 33)
235Vertex 46: 2 3
236  Vertex 47: 3 3
237  Edge 28 (46 47)
238  Vertex 34: 2 0
239  Edge 29 (46 34)
240Vertex 47: 3 3
241  Vertex 44: 0 3
242  Edge 30 (47 44)
243  Vertex 35: 3 0
244  Edge 31 (47 35)
245Topology for rank 3:
246Vertex 32: 0 0
247  Vertex 33: 1 0
248  Edge 0 (32 33)
249  Vertex 36: 0 1
250  Edge 1 (32 36)
251Vertex 33: 1 0
252  Vertex 34: 2 0
253  Edge 2 (33 34)
254  Vertex 37: 1 1
255  Edge 3 (33 37)
256Vertex 34: 2 0
257  Vertex 35: 3 0
258  Edge 4 (34 35)
259  Vertex 38: 2 1
260  Edge 5 (34 38)
261Vertex 35: 3 0
262  Vertex 32: 0 0
263  Edge 6 (35 32)
264  Vertex 39: 3 1
265  Edge 7 (35 39)
266Vertex 36: 0 1
267  Vertex 37: 1 1
268  Edge 8 (36 37)
269  Vertex 40: 0 2
270  Edge 9 (36 40)
271Vertex 37: 1 1
272  Vertex 38: 2 1
273  Edge 10 (37 38)
274  Vertex 41: 1 2
275  Edge 11 (37 41)
276Vertex 38: 2 1
277  Vertex 39: 3 1
278  Edge 12 (38 39)
279  Vertex 42: 2 2
280  Edge 13 (38 42)
281Vertex 39: 3 1
282  Vertex 36: 0 1
283  Edge 14 (39 36)
284  Vertex 43: 3 2
285  Edge 15 (39 43)
286Vertex 40: 0 2
287  Vertex 41: 1 2
288  Edge 16 (40 41)
289  Vertex 44: 0 3
290  Edge 17 (40 44)
291Vertex 41: 1 2
292  Vertex 42: 2 2
293  Edge 18 (41 42)
294  Vertex 45: 1 3
295  Edge 19 (41 45)
296Vertex 42: 2 2
297  Vertex 43: 3 2
298  Edge 20 (42 43)
299  Vertex 46: 2 3
300  Edge 21 (42 46)
301Vertex 43: 3 2
302  Vertex 40: 0 2
303  Edge 22 (43 40)
304  Vertex 47: 3 3
305  Edge 23 (43 47)
306Vertex 44: 0 3
307  Vertex 45: 1 3
308  Edge 24 (44 45)
309  Vertex 32: 0 0
310  Edge 25 (44 32)
311Vertex 45: 1 3
312  Vertex 46: 2 3
313  Edge 26 (45 46)
314  Vertex 33: 1 0
315  Edge 27 (45 33)
316Vertex 46: 2 3
317  Vertex 47: 3 3
318  Edge 28 (46 47)
319  Vertex 34: 2 0
320  Edge 29 (46 34)
321Vertex 47: 3 3
322  Vertex 44: 0 3
323  Edge 30 (47 44)
324  Vertex 35: 3 0
325  Edge 31 (47 35)
326Geometry for rank 0:
327Shared Vertex 32 (3, 42)
328Vertex 0: -1 -1 -0.25 -0.25
329Shared Vertex 33 (2, 41)
330Vertex 1: 0 -1 0. -0.25
331Shared Vertex 34 (2, 42)
332Vertex 2: 1 -1 0.25 -0.25
333Shared Vertex 35 (3, 41)
334Vertex 3: 2 -1 0.5 -0.25
335Shared Vertex 36 (1, 38)
336Vertex 4: -1 0 -0.25 0.
337Vertex 5: 0 0 0. 0.
338Vertex 6: 1 0 0.25 0.
339Shared Vertex 39 (1, 37)
340Vertex 7: 2 0 0.5 0.
341Shared Vertex 40 (1, 42)
342Vertex 8: -1 1 -0.25 0.25
343Vertex 9: 0 1 0. 0.25
344Vertex 10: 1 1 0.25 0.25
345Shared Vertex 43 (1, 41)
346Vertex 11: 2 1 0.5 0.25
347Shared Vertex 44 (3, 38)
348Vertex 12: -1 2 -0.25 0.5
349Shared Vertex 45 (2, 37)
350Vertex 13: 0 2 0. 0.5
351Shared Vertex 46 (2, 38)
352Vertex 14: 1 2 0.25 0.5
353Shared Vertex 47 (3, 37)
354Vertex 15: 2 2 0.5 0.5
355Geometry for rank 1:
356Shared Vertex 32 (2, 42)
357Vertex 0: 1 -1 0.25 -0.25
358Shared Vertex 33 (3, 41)
359Vertex 1: 2 -1 0.5 -0.25
360Shared Vertex 34 (3, 42)
361Vertex 2: 3 -1 0.75 -0.25
362Shared Vertex 35 (2, 41)
363Vertex 3: 4 -1 1. -0.25
364Shared Vertex 36 (0, 38)
365Vertex 4: 1 0 0.25 0.
366Vertex 5: 2 0 0.5 0.
367Vertex 6: 3 0 0.75 0.
368Shared Vertex 39 (0, 37)
369Vertex 7: 4 0 1. 0.
370Shared Vertex 40 (0, 42)
371Vertex 8: 1 1 0.25 0.25
372Vertex 9: 2 1 0.5 0.25
373Vertex 10: 3 1 0.75 0.25
374Shared Vertex 43 (0, 41)
375Vertex 11: 4 1 1. 0.25
376Shared Vertex 44 (2, 38)
377Vertex 12: 1 2 0.25 0.5
378Shared Vertex 45 (3, 37)
379Vertex 13: 2 2 0.5 0.5
380Shared Vertex 46 (3, 38)
381Vertex 14: 3 2 0.75 0.5
382Shared Vertex 47 (2, 37)
383Vertex 15: 4 2 1. 0.5
384Geometry for rank 2:
385Shared Vertex 32 (1, 42)
386Vertex 0: -1 1 -0.25 0.25
387Shared Vertex 33 (0, 41)
388Vertex 1: 0 1 0. 0.25
389Shared Vertex 34 (0, 42)
390Vertex 2: 1 1 0.25 0.25
391Shared Vertex 35 (1, 41)
392Vertex 3: 2 1 0.5 0.25
393Shared Vertex 36 (3, 38)
394Vertex 4: -1 2 -0.25 0.5
395Vertex 5: 0 2 0. 0.5
396Vertex 6: 1 2 0.25 0.5
397Shared Vertex 39 (3, 37)
398Vertex 7: 2 2 0.5 0.5
399Shared Vertex 40 (3, 42)
400Vertex 8: -1 3 -0.25 0.75
401Vertex 9: 0 3 0. 0.75
402Vertex 10: 1 3 0.25 0.75
403Shared Vertex 43 (3, 41)
404Vertex 11: 2 3 0.5 0.75
405Shared Vertex 44 (1, 38)
406Vertex 12: -1 4 -0.25 1.
407Shared Vertex 45 (0, 37)
408Vertex 13: 0 4 0. 1.
409Shared Vertex 46 (0, 38)
410Vertex 14: 1 4 0.25 1.
411Shared Vertex 47 (1, 37)
412Vertex 15: 2 4 0.5 1.
413Geometry for rank 3:
414Shared Vertex 32 (0, 42)
415Vertex 0: 1 1 0.25 0.25
416Shared Vertex 33 (1, 41)
417Vertex 1: 2 1 0.5 0.25
418Shared Vertex 34 (1, 42)
419Vertex 2: 3 1 0.75 0.25
420Shared Vertex 35 (0, 41)
421Vertex 3: 4 1 1. 0.25
422Shared Vertex 36 (2, 38)
423Vertex 4: 1 2 0.25 0.5
424Vertex 5: 2 2 0.5 0.5
425Vertex 6: 3 2 0.75 0.5
426Shared Vertex 39 (2, 37)
427Vertex 7: 4 2 1. 0.5
428Shared Vertex 40 (2, 42)
429Vertex 8: 1 3 0.25 0.75
430Vertex 9: 2 3 0.5 0.75
431Vertex 10: 3 3 0.75 0.75
432Shared Vertex 43 (2, 41)
433Vertex 11: 4 3 1. 0.75
434Shared Vertex 44 (0, 38)
435Vertex 12: 1 4 0.25 1.
436Shared Vertex 45 (1, 37)
437Vertex 13: 2 4 0.5 1.
438Shared Vertex 46 (1, 38)
439Vertex 14: 3 4 0.75 1.
440Shared Vertex 47 (0, 37)
441Vertex 15: 4 4 1. 1.
442PetscSF Object: 4 MPI processes
443  type: basic
444  [0] Number of roots=48, leaves=12, remote ranks=3
445  [0] 32 <- (3,42)
446  [0] 33 <- (2,41)
447  [0] 34 <- (2,42)
448  [0] 35 <- (3,41)
449  [0] 36 <- (1,38)
450  [0] 39 <- (1,37)
451  [0] 40 <- (1,42)
452  [0] 43 <- (1,41)
453  [0] 44 <- (3,38)
454  [0] 45 <- (2,37)
455  [0] 46 <- (2,38)
456  [0] 47 <- (3,37)
457  [1] Number of roots=48, leaves=12, remote ranks=3
458  [1] 32 <- (2,42)
459  [1] 33 <- (3,41)
460  [1] 34 <- (3,42)
461  [1] 35 <- (2,41)
462  [1] 36 <- (0,38)
463  [1] 39 <- (0,37)
464  [1] 40 <- (0,42)
465  [1] 43 <- (0,41)
466  [1] 44 <- (2,38)
467  [1] 45 <- (3,37)
468  [1] 46 <- (3,38)
469  [1] 47 <- (2,37)
470  [2] Number of roots=48, leaves=12, remote ranks=3
471  [2] 32 <- (1,42)
472  [2] 33 <- (0,41)
473  [2] 34 <- (0,42)
474  [2] 35 <- (1,41)
475  [2] 36 <- (3,38)
476  [2] 39 <- (3,37)
477  [2] 40 <- (3,42)
478  [2] 43 <- (3,41)
479  [2] 44 <- (1,38)
480  [2] 45 <- (0,37)
481  [2] 46 <- (0,38)
482  [2] 47 <- (1,37)
483  [3] Number of roots=48, leaves=12, remote ranks=3
484  [3] 32 <- (0,42)
485  [3] 33 <- (1,41)
486  [3] 34 <- (1,42)
487  [3] 35 <- (0,41)
488  [3] 36 <- (2,38)
489  [3] 39 <- (2,37)
490  [3] 40 <- (2,42)
491  [3] 43 <- (2,41)
492  [3] 44 <- (0,38)
493  [3] 45 <- (1,37)
494  [3] 46 <- (1,38)
495  [3] 47 <- (0,37)
496  MultiSF sort=rank-order
497DM Object: Generated Mesh 4 MPI processes
498  type: plex
499Generated Mesh in 2 dimensions:
500  Number of 0-cells per rank: 16 16 16 16
501  Number of 2-cells per rank: 32 32 32 32
502Labels:
503  marker: 0 strata with value/size ()
504  celltype: 2 strata with value/size (0 (16), 1 (32))
505  depth: 2 strata with value/size (0 (16), 1 (32))
506