xref: /petsc/src/dm/impls/plex/tutorials/output/ex20_da2.out (revision 933231d81884bfe7bea4e44a0bd9daf9c602c7da) 
1Created DMDA of type da in 2D with faces (7, 7, 1), global vector size 56
2DM Object: 1 MPI process
3  type: da
4Processor [0] M 7 N 8 m 1 n 1 w 1 s 1
5X range of indices: 0 7, Y range of indices: 0 8
6Observation Operator H:
7Mat Object: H_observation_operator 1 MPI process
8  type: seqaijkokkos
9row 0: (0, 1.)
10row 1: (2, 1.)
11row 2: (4, 1.)
12row 3: (6, 1.)
13row 4: (14, 1.)
14row 5: (16, 1.)
15row 6: (18, 1.)
16row 7: (20, 1.)
17row 8: (28, 1.)
18row 9: (30, 1.)
19row 10: (32, 1.)
20row 11: (34, 1.)
21row 12: (42, 1.)
22row 13: (44, 1.)
23row 14: (46, 1.)
24row 15: (48, 1.)
25Localization Matrix Q:
26Mat Object: Q_localization 1 MPI process
27  type: seqaijkokkos
28row 0: (0, 1.)  (1, 0.825631)  (2, 0.468332)  (4, 0.825729)  (5, 0.684872)  (6, 0.38524)  (8, 0.468429)  (9, 0.385256)  (10, 0.208333)
29row 1: (0, 0.938966)  (1, 0.939055)  (2, 0.580316)  (3, 0.208333)  (4, 0.738039)  (5, 0.738078)  (6, 0.454174)  (8, 0.352904)  (9, 0.352934)
30row 2: (0, 0.737939)  (1, 1.)  (2, 0.738056)  (3, 0.290784)  (4, 0.546085)  (5, 0.738025)  (6, 0.546181)  (7, 0.208333)  (9, 0.290664)
31row 3: (0, 0.447426)  (1, 0.912417)  (2, 0.91236)  (3, 0.447576)  (4, 0.30799)  (5, 0.640969)  (6, 0.641099)  (7, 0.308013)  (10, 0.208333)
32row 4: (0, 0.29062)  (1, 0.738066)  (2, 1.)  (3, 0.738161)  (5, 0.546068)  (6, 0.738193)  (7, 0.546245)  (10, 0.290778)  (11, 0.208333)
33row 5: (1, 0.580447)  (2, 0.939091)  (3, 0.939075)  (5, 0.454178)  (6, 0.738212)  (7, 0.738202)  (9, 0.208333)  (10, 0.353077)  (11, 0.353056)
34row 6: (1, 0.468553)  (2, 0.8258)  (3, 1.)  (5, 0.385301)  (6, 0.684992)  (7, 0.825784)  (9, 0.208333)  (10, 0.38531)  (11, 0.468459)
35row 7: (0, 0.939093)  (1, 0.738074)  (2, 0.352975)  (4, 0.939016)  (5, 0.738094)  (6, 0.353008)  (8, 0.580256)  (9, 0.454122)  (10, 0.208333)
36row 8: (0, 0.843046)  (1, 0.84305)  (2, 0.429611)  (4, 0.843119)  (5, 0.843111)  (6, 0.429688)  (8, 0.429642)  (9, 0.429652)  (10, 0.208333)
37row 9: (0, 0.559184)  (1, 0.887717)  (2, 0.559012)  (4, 0.559267)  (5, 0.88763)  (6, 0.559046)  (8, 0.20841)  (9, 0.346073)  (10, 0.208333)
38row 10: (0, 0.208413)  (1, 0.738249)  (2, 0.738021)  (4, 0.208534)  (5, 0.738178)  (6, 0.738121)  (7, 0.208333)  (9, 0.20835)  (10, 0.208386)
39row 11: (1, 0.559218)  (2, 0.887699)  (3, 0.559056)  (5, 0.559158)  (6, 0.887784)  (7, 0.5591)  (9, 0.208333)  (10, 0.346196)  (11, 0.208346)
40row 12: (1, 0.429785)  (2, 0.843175)  (3, 0.843)  (5, 0.429762)  (6, 0.843266)  (7, 0.843129)  (9, 0.208333)  (10, 0.429776)  (11, 0.429687)
41row 13: (1, 0.352972)  (2, 0.738132)  (3, 0.939009)  (5, 0.35293)  (6, 0.738143)  (7, 0.939094)  (10, 0.454094)  (11, 0.580267)  (15, 0.208333)
42row 14: (0, 0.738064)  (1, 0.546063)  (4, 1.)  (5, 0.73814)  (6, 0.290745)  (8, 0.73802)  (9, 0.546183)  (10, 0.208333)  (12, 0.290651)
43row 15: (0, 0.559272)  (1, 0.559165)  (2, 0.208372)  (4, 0.887804)  (5, 0.887667)  (6, 0.346115)  (8, 0.559062)  (9, 0.558996)  (10, 0.208333)
44row 16: (0, 0.208354)  (1, 0.468432)  (2, 0.208333)  (4, 0.468644)  (5, 1.)  (6, 0.46845)  (8, 0.208474)  (9, 0.46846)  (10, 0.208419)
45row 17: (1, 0.558937)  (2, 0.558961)  (4, 0.346094)  (5, 0.887616)  (6, 0.887667)  (7, 0.346066)  (8, 0.208333)  (9, 0.558967)  (10, 0.559128)
46row 18: (1, 0.208598)  (2, 0.46882)  (3, 0.2086)  (5, 0.468579)  (6, 1.)  (7, 0.468643)  (9, 0.208333)  (10, 0.468512)  (11, 0.208456)
47row 19: (1, 0.208547)  (2, 0.559396)  (3, 0.559212)  (5, 0.34628)  (6, 0.887794)  (7, 0.887609)  (9, 0.208333)  (10, 0.559082)  (11, 0.558955)
48row 20: (2, 0.546208)  (3, 0.738115)  (5, 0.290678)  (6, 0.738061)  (7, 1.)  (10, 0.546016)  (11, 0.737949)  (14, 0.208333)  (15, 0.290752)
49row 21: (0, 0.447611)  (1, 0.307968)  (4, 0.912453)  (5, 0.641109)  (8, 0.912292)  (9, 0.641072)  (10, 0.208333)  (12, 0.447334)  (13, 0.307848)
50row 22: (0, 0.208343)  (4, 0.738166)  (5, 0.738135)  (6, 0.208333)  (8, 0.738213)  (9, 0.738209)  (10, 0.208422)  (12, 0.208343)  (13, 0.208379)
51row 23: (1, 0.346027)  (4, 0.559217)  (5, 0.887657)  (6, 0.558886)  (8, 0.559272)  (9, 0.887657)  (10, 0.559024)  (13, 0.346123)  (14, 0.208333)
52row 24: (1, 0.208333)  (4, 0.208467)  (5, 0.73816)  (6, 0.737905)  (8, 0.208498)  (9, 0.738044)  (10, 0.738054)  (13, 0.20838)  (14, 0.208394)
53row 25: (2, 0.346183)  (3, 0.208333)  (5, 0.559034)  (6, 0.887665)  (7, 0.559037)  (9, 0.558802)  (10, 0.887575)  (11, 0.558987)  (14, 0.346073)
54row 26: (2, 0.208411)  (3, 0.208364)  (5, 0.208333)  (6, 0.738036)  (7, 0.738055)  (10, 0.738073)  (11, 0.738108)  (14, 0.208498)  (15, 0.208455)
55row 27: (2, 0.308005)  (3, 0.447459)  (5, 0.208333)  (6, 0.641004)  (7, 0.912299)  (10, 0.641069)  (11, 0.912408)  (14, 0.30819)  (15, 0.447741)
56row 28: (0, 0.290682)  (4, 0.738022)  (5, 0.546165)  (8, 1.)  (9, 0.738262)  (10, 0.290824)  (12, 0.738035)  (13, 0.546147)  (14, 0.208333)
57row 29: (4, 0.559053)  (5, 0.559089)  (6, 0.208333)  (8, 0.887753)  (9, 0.887828)  (10, 0.346277)  (12, 0.559147)  (13, 0.559227)  (14, 0.208464)
58row 30: (4, 0.208622)  (5, 0.46859)  (6, 0.208333)  (8, 0.46897)  (9, 1.)  (10, 0.468527)  (12, 0.208586)  (13, 0.468698)  (14, 0.2085)
59row 31: (4, 0.208333)  (5, 0.558986)  (6, 0.558832)  (8, 0.346243)  (9, 0.887609)  (10, 0.887658)  (11, 0.346068)  (13, 0.559189)  (14, 0.559194)
60row 32: (5, 0.208436)  (6, 0.4684)  (7, 0.208333)  (9, 0.468414)  (10, 1.)  (11, 0.468523)  (13, 0.208485)  (14, 0.46871)  (15, 0.208427)
61row 33: (5, 0.208375)  (6, 0.559108)  (7, 0.559015)  (9, 0.34604)  (10, 0.88771)  (11, 0.887608)  (13, 0.208333)  (14, 0.559151)  (15, 0.558958)
62row 34: (3, 0.290645)  (6, 0.546014)  (7, 0.737939)  (9, 0.29063)  (10, 0.738047)  (11, 1.)  (13, 0.208333)  (14, 0.546292)  (15, 0.738211)
63row 35: (0, 0.208333)  (4, 0.580337)  (5, 0.454107)  (8, 0.93905)  (9, 0.738114)  (10, 0.352973)  (12, 0.939053)  (13, 0.738005)  (14, 0.352921)
64row 36: (4, 0.429789)  (5, 0.429775)  (6, 0.208333)  (8, 0.843241)  (9, 0.843222)  (10, 0.42976)  (12, 0.843077)  (13, 0.843054)  (14, 0.429662)
65row 37: (4, 0.208521)  (5, 0.34627)  (6, 0.208333)  (8, 0.559433)  (9, 0.887776)  (10, 0.559113)  (12, 0.559206)  (13, 0.887661)  (14, 0.558996)
66row 38: (5, 0.208462)  (8, 0.208646)  (9, 0.738187)  (10, 0.738073)  (11, 0.208387)  (12, 0.208529)  (13, 0.738348)  (14, 0.738114)  (15, 0.208333)
67row 39: (5, 0.208447)  (6, 0.346155)  (7, 0.208333)  (9, 0.559135)  (10, 0.887771)  (11, 0.559138)  (13, 0.559183)  (14, 0.887693)  (15, 0.558947)
68row 40: (5, 0.208333)  (6, 0.429596)  (7, 0.429568)  (9, 0.429635)  (10, 0.843104)  (11, 0.843104)  (13, 0.429797)  (14, 0.843277)  (15, 0.843105)
69row 41: (3, 0.208333)  (6, 0.454112)  (7, 0.580345)  (9, 0.35289)  (10, 0.738079)  (11, 0.939124)  (13, 0.352973)  (14, 0.738139)  (15, 0.939046)
70row 42: (4, 0.468458)  (5, 0.385298)  (6, 0.208333)  (8, 0.82573)  (9, 0.684987)  (10, 0.385326)  (12, 1.)  (13, 0.825702)  (14, 0.468437)
71row 43: (4, 0.353048)  (5, 0.353083)  (6, 0.208333)  (8, 0.738201)  (9, 0.738269)  (10, 0.454248)  (12, 0.939002)  (13, 0.939056)  (14, 0.580315)
72row 44: (5, 0.290696)  (8, 0.54613)  (9, 0.738085)  (10, 0.546144)  (11, 0.208333)  (12, 0.737983)  (13, 1.)  (14, 0.738026)  (15, 0.290695)
73row 45: (5, 0.208333)  (8, 0.308137)  (9, 0.641028)  (10, 0.640962)  (11, 0.307951)  (12, 0.447647)  (13, 0.912509)  (14, 0.91227)  (15, 0.447392)
74row 46: (6, 0.290737)  (7, 0.208333)  (9, 0.546069)  (10, 0.738171)  (11, 0.546307)  (12, 0.290631)  (13, 0.738036)  (14, 1.)  (15, 0.738087)
75row 47: (5, 0.208333)  (6, 0.352981)  (7, 0.353021)  (9, 0.454066)  (10, 0.738111)  (11, 0.738235)  (13, 0.580343)  (14, 0.939061)  (15, 0.939056)
76row 48: (5, 0.208333)  (6, 0.385246)  (7, 0.468469)  (9, 0.385182)  (10, 0.684893)  (11, 0.825826)  (13, 0.46843)  (14, 0.825732)  (15, 1.)
77row 49: (4, 0.355468)  (5, 0.298602)  (8, 0.691885)  (9, 0.588083)  (10, 0.355493)  (12, 0.958075)  (13, 0.813237)  (14, 0.498605)  (15, 0.208333)
78row 50: (4, 0.208403)  (5, 0.208401)  (8, 0.559208)  (9, 0.559201)  (10, 0.346195)  (12, 0.887731)  (13, 0.88766)  (14, 0.559013)  (15, 0.208333)
79row 51: (5, 0.208333)  (8, 0.45424)  (9, 0.580404)  (10, 0.454141)  (11, 0.208338)  (12, 0.738141)  (13, 0.939067)  (14, 0.737951)  (15, 0.352886)
80row 52: (5, 0.208333)  (8, 0.346217)  (9, 0.559113)  (10, 0.559082)  (11, 0.346123)  (12, 0.559123)  (13, 0.887747)  (14, 0.88757)  (15, 0.558927)
81row 53: (6, 0.208333)  (8, 0.208407)  (9, 0.454186)  (10, 0.580456)  (11, 0.454279)  (12, 0.352989)  (13, 0.738168)  (14, 0.93906)  (15, 0.738051)
82row 54: (6, 0.208341)  (7, 0.208333)  (9, 0.346172)  (10, 0.55916)  (11, 0.559185)  (12, 0.208391)  (13, 0.559226)  (14, 0.887733)  (15, 0.887601)
83row 55: (6, 0.298527)  (7, 0.3554)  (9, 0.355423)  (10, 0.588017)  (11, 0.69191)  (12, 0.208333)  (13, 0.498726)  (14, 0.813326)  (15, 0.95804)
84