xref: /petsc/src/dm/dt/tests/output/ex16_0.out (revision 57a85133bc6ce709a7009ea429135487f21ddedc)
1*2dce792eSToby IsaacPetscFE Object: base FE (scalar) 1 MPI process
2*2dce792eSToby Isaac  type: basic
3*2dce792eSToby Isaac  Basic Finite Element in 3 dimensions with 1 components
4*2dce792eSToby Isaac  PetscSpace Object: P3 1 MPI process
5*2dce792eSToby Isaac    type: poly
6*2dce792eSToby Isaac    Space in 3 variables with 1 components, size 20
7*2dce792eSToby Isaac    Polynomial space of degree 3
8*2dce792eSToby Isaac  PetscDualSpace Object: P3 1 MPI process
9*2dce792eSToby Isaac    type: lagrange
10*2dce792eSToby Isaac    Dual space with 1 components, size 20
11*2dce792eSToby Isaac    Continuous Lagrange dual space
12*2dce792eSToby Isaac    Quadrature on a tetrahedron of order 6 on 24 points (dim 3)
13*2dce792eSToby Isaac  PetscFE Object: vector fe 1 MPI process
14*2dce792eSToby Isaac    type: vector
15*2dce792eSToby Isaac    Vector Finite Element in 3 dimensions with 1 components
16*2dce792eSToby Isaac    PetscSpace Object: vector basis space 1 MPI process
17*2dce792eSToby Isaac      type: sum
18*2dce792eSToby Isaac      Space in 3 variables with 1 components, size 20
19*2dce792eSToby Isaac      Sum space of 1 subspaces (all identical)
20*2dce792eSToby Isaac        PetscSpace Object: P3 1 MPI process
21*2dce792eSToby Isaac          type: poly
22*2dce792eSToby Isaac          Space in 3 variables with 1 components, size 20
23*2dce792eSToby Isaac          Polynomial space of degree 3
24*2dce792eSToby Isaac    PetscDualSpace Object: vector dual space 1 MPI process
25*2dce792eSToby Isaac      type: sum
26*2dce792eSToby Isaac      Dual space with 1 components, size 20
27*2dce792eSToby Isaac      Sum dual space of 1 concatenated subspaces (all identical)
28*2dce792eSToby Isaac        PetscDualSpace Object: P3 1 MPI process
29*2dce792eSToby Isaac          type: lagrange
30*2dce792eSToby Isaac          Dual space with 1 components, size 20
31*2dce792eSToby Isaac          Continuous Lagrange dual space
32*2dce792eSToby Isaac      Quadrature on a tetrahedron of order 6 on 24 points (dim 3)
33*2dce792eSToby Isaac  Vector basis to original basis:
34*2dce792eSToby Isaac     0     1     2     3     4     5     6     7     8     9    10    11    12    13    14    15
35*2dce792eSToby Isaac    16    17    18    19
36*2dce792eSToby Isaac  PetscFE Object: vector fe 1 MPI process
37*2dce792eSToby Isaac    type: vector
38*2dce792eSToby Isaac    Vector Finite Element in 3 dimensions with 1 components
39*2dce792eSToby Isaac    PetscSpace Object: vector basis space 1 MPI process
40*2dce792eSToby Isaac      type: sum
41*2dce792eSToby Isaac      Space in 3 variables with 1 components, size 20
42*2dce792eSToby Isaac      Sum space of 1 subspaces (all identical)
43*2dce792eSToby Isaac        PetscSpace Object: P3 1 MPI process
44*2dce792eSToby Isaac          type: poly
45*2dce792eSToby Isaac          Space in 3 variables with 1 components, size 20
46*2dce792eSToby Isaac          Polynomial space of degree 3
47*2dce792eSToby Isaac    PetscDualSpace Object: vector dual space 1 MPI process
48*2dce792eSToby Isaac      type: sum
49*2dce792eSToby Isaac      Dual space with 1 components, size 20
50*2dce792eSToby Isaac      Sum dual space of 1 concatenated subspaces (all identical)
51*2dce792eSToby Isaac        PetscDualSpace Object: P3 1 MPI process
52*2dce792eSToby Isaac          type: lagrange
53*2dce792eSToby Isaac          Dual space with 1 components, size 20
54*2dce792eSToby Isaac          Continuous Lagrange dual space
55*2dce792eSToby Isaac      Quadrature on a tetrahedron of order 6 on 24 points (dim 3)
56*2dce792eSToby Isaac  Vector basis to original basis:
57*2dce792eSToby Isaac     0     1     2     3     4     5     6     7     8     9    10    11    12    13    14    15
58*2dce792eSToby Isaac    16    17    18    19
59*2dce792eSToby Isaac  PetscFE Object: vector fe 1 MPI process
60*2dce792eSToby Isaac    type: vector
61*2dce792eSToby Isaac    Vector Finite Element in 3 dimensions with 1 components
62*2dce792eSToby Isaac    PetscSpace Object: vector basis space 1 MPI process
63*2dce792eSToby Isaac      type: sum
64*2dce792eSToby Isaac      Space in 3 variables with 1 components, size 20
65*2dce792eSToby Isaac      Sum space of 1 subspaces (all identical)
66*2dce792eSToby Isaac        PetscSpace Object: P3 1 MPI process
67*2dce792eSToby Isaac          type: poly
68*2dce792eSToby Isaac          Space in 3 variables with 1 components, size 20
69*2dce792eSToby Isaac          Polynomial space of degree 3
70*2dce792eSToby Isaac    PetscDualSpace Object: vector dual space 1 MPI process
71*2dce792eSToby Isaac      type: sum
72*2dce792eSToby Isaac      Dual space with 1 components, size 20
73*2dce792eSToby Isaac      Sum dual space of 1 concatenated subspaces (all identical)
74*2dce792eSToby Isaac        PetscDualSpace Object: P3 1 MPI process
75*2dce792eSToby Isaac          type: lagrange
76*2dce792eSToby Isaac          Dual space with 1 components, size 20
77*2dce792eSToby Isaac          Continuous Lagrange dual space
78*2dce792eSToby Isaac      Quadrature on a tetrahedron of order 6 on 24 points (dim 3)
79*2dce792eSToby Isaac  Vector basis to original basis:
80*2dce792eSToby Isaac     0     1     2     3     4     5     6     7     8     9    10    11    12    13    14    15
81*2dce792eSToby Isaac    16    17    18    19
82*2dce792eSToby Isaac  PetscFE Object: vector fe 1 MPI process
83*2dce792eSToby Isaac    type: vector
84*2dce792eSToby Isaac    Vector Finite Element in 3 dimensions with 1 components
85*2dce792eSToby Isaac    PetscSpace Object: vector basis space 1 MPI process
86*2dce792eSToby Isaac      type: sum
87*2dce792eSToby Isaac      Space in 3 variables with 1 components, size 20
88*2dce792eSToby Isaac      Sum space of 1 subspaces (all identical)
89*2dce792eSToby Isaac        PetscSpace Object: P3 1 MPI process
90*2dce792eSToby Isaac          type: poly
91*2dce792eSToby Isaac          Space in 3 variables with 1 components, size 20
92*2dce792eSToby Isaac          Polynomial space of degree 3
93*2dce792eSToby Isaac    PetscDualSpace Object: vector dual space 1 MPI process
94*2dce792eSToby Isaac      type: sum
95*2dce792eSToby Isaac      Dual space with 1 components, size 20
96*2dce792eSToby Isaac      Sum dual space of 1 concatenated subspaces (all identical)
97*2dce792eSToby Isaac        PetscDualSpace Object: P3 1 MPI process
98*2dce792eSToby Isaac          type: lagrange
99*2dce792eSToby Isaac          Dual space with 1 components, size 20
100*2dce792eSToby Isaac          Continuous Lagrange dual space
101*2dce792eSToby Isaac      Quadrature on a tetrahedron of order 6 on 24 points (dim 3)
102*2dce792eSToby Isaac  Vector basis to original basis:
103*2dce792eSToby Isaac     0     1     2     3     4     5     6     7     8     9    10    11    12    13    14    15
104*2dce792eSToby Isaac    16    17    18    19
105*2dce792eSToby Isaac  PetscFE Object: vector fe 1 MPI process
106*2dce792eSToby Isaac    type: vector
107*2dce792eSToby Isaac    Vector Finite Element in 3 dimensions with 2 components
108*2dce792eSToby Isaac    PetscSpace Object: vector basis space 1 MPI process
109*2dce792eSToby Isaac      type: sum
110*2dce792eSToby Isaac      Space in 3 variables with 2 components, size 40
111*2dce792eSToby Isaac      Sum space of 2 concatenated subspaces (all identical)
112*2dce792eSToby Isaac        PetscSpace Object: P3 1 MPI process
113*2dce792eSToby Isaac          type: poly
114*2dce792eSToby Isaac          Space in 3 variables with 1 components, size 20
115*2dce792eSToby Isaac          Polynomial space of degree 3
116*2dce792eSToby Isaac    PetscDualSpace Object: vector dual space 1 MPI process
117*2dce792eSToby Isaac      type: sum
118*2dce792eSToby Isaac      Dual space with 2 components, size 40
119*2dce792eSToby Isaac      Sum dual space of 2 concatenated subspaces (all identical)
120*2dce792eSToby Isaac        PetscDualSpace Object: P3 1 MPI process
121*2dce792eSToby Isaac          type: lagrange
122*2dce792eSToby Isaac          Dual space with 1 components, size 20
123*2dce792eSToby Isaac          Continuous Lagrange dual space
124*2dce792eSToby Isaac      Quadrature on a tetrahedron of order 6 on 24 points (dim 3)
125*2dce792eSToby Isaac  Vector basis to original basis:
126*2dce792eSToby Isaac     0     0     1     1     2     2     3     3     4     5     4     5     6     7     6     7
127*2dce792eSToby Isaac     8     9     8     9    10    11    10    11    12    13    12    13    14    15    14    15
128*2dce792eSToby Isaac    16    16    17    17    18    18    19    19
129*2dce792eSToby Isaac  PetscFE Object: vector fe 1 MPI process
130*2dce792eSToby Isaac    type: vector
131*2dce792eSToby Isaac    Vector Finite Element in 3 dimensions with 2 components
132*2dce792eSToby Isaac    PetscSpace Object: vector basis space 1 MPI process
133*2dce792eSToby Isaac      type: sum
134*2dce792eSToby Isaac      Space in 3 variables with 2 components, size 40
135*2dce792eSToby Isaac      Sum space of 2 concatenated subspaces (all identical)
136*2dce792eSToby Isaac        PetscSpace Object: P3 1 MPI process
137*2dce792eSToby Isaac          type: poly
138*2dce792eSToby Isaac          Space in 3 variables with 1 components, size 20
139*2dce792eSToby Isaac          Polynomial space of degree 3
140*2dce792eSToby Isaac    PetscDualSpace Object: vector dual space 1 MPI process
141*2dce792eSToby Isaac      type: sum
142*2dce792eSToby Isaac      Dual space with 2 components, size 40
143*2dce792eSToby Isaac      Sum dual space of 2 concatenated subspaces (all identical)
144*2dce792eSToby Isaac        PetscDualSpace Object: P3 1 MPI process
145*2dce792eSToby Isaac          type: lagrange
146*2dce792eSToby Isaac          Dual space with 1 components, size 20
147*2dce792eSToby Isaac          Continuous Lagrange dual space
148*2dce792eSToby Isaac      Quadrature on a tetrahedron of order 6 on 24 points (dim 3)
149*2dce792eSToby Isaac  Vector basis to original basis:
150*2dce792eSToby Isaac     0     0     1     1     2     2     3     3     4     5     4     5     6     7     6     7
151*2dce792eSToby Isaac     8     9     8     9    10    11    10    11    12    13    12    13    14    15    14    15
152*2dce792eSToby Isaac    16    16    17    17    18    18    19    19
153*2dce792eSToby Isaac  PetscFE Object: vector fe 1 MPI process
154*2dce792eSToby Isaac    type: vector
155*2dce792eSToby Isaac    Vector Finite Element in 3 dimensions with 2 components
156*2dce792eSToby Isaac    PetscSpace Object: vector basis space 1 MPI process
157*2dce792eSToby Isaac      type: sum
158*2dce792eSToby Isaac      Space in 3 variables with 2 components, size 40
159*2dce792eSToby Isaac      Sum space of 2 concatenated subspaces (all identical)
160*2dce792eSToby Isaac        PetscSpace Object: P3 1 MPI process
161*2dce792eSToby Isaac          type: poly
162*2dce792eSToby Isaac          Space in 3 variables with 1 components, size 20
163*2dce792eSToby Isaac          Polynomial space of degree 3
164*2dce792eSToby Isaac    PetscDualSpace Object: vector dual space 1 MPI process
165*2dce792eSToby Isaac      type: sum
166*2dce792eSToby Isaac      Dual space with 2 components, size 40
167*2dce792eSToby Isaac      Sum dual space of 2 concatenated subspaces (all identical)
168*2dce792eSToby Isaac        PetscDualSpace Object: P3 1 MPI process
169*2dce792eSToby Isaac          type: lagrange
170*2dce792eSToby Isaac          Dual space with 1 components, size 20
171*2dce792eSToby Isaac          Continuous Lagrange dual space
172*2dce792eSToby Isaac      Quadrature on a tetrahedron of order 6 on 24 points (dim 3)
173*2dce792eSToby Isaac  Vector basis to original basis:
174*2dce792eSToby Isaac     0     0     1     1     2     2     3     3     4     4     5     5     6     6     7     7
175*2dce792eSToby Isaac     8     8     9     9    10    10    11    11    12    12    13    13    14    14    15    15
176*2dce792eSToby Isaac    16    16    17    17    18    18    19    19
177*2dce792eSToby Isaac  PetscFE Object: vector fe 1 MPI process
178*2dce792eSToby Isaac    type: vector
179*2dce792eSToby Isaac    Vector Finite Element in 3 dimensions with 2 components
180*2dce792eSToby Isaac    PetscSpace Object: vector basis space 1 MPI process
181*2dce792eSToby Isaac      type: sum
182*2dce792eSToby Isaac      Space in 3 variables with 2 components, size 40
183*2dce792eSToby Isaac      Sum space of 2 concatenated subspaces (all identical)
184*2dce792eSToby Isaac        PetscSpace Object: P3 1 MPI process
185*2dce792eSToby Isaac          type: poly
186*2dce792eSToby Isaac          Space in 3 variables with 1 components, size 20
187*2dce792eSToby Isaac          Polynomial space of degree 3
188*2dce792eSToby Isaac    PetscDualSpace Object: vector dual space 1 MPI process
189*2dce792eSToby Isaac      type: sum
190*2dce792eSToby Isaac      Dual space with 2 components, size 40
191*2dce792eSToby Isaac      Sum dual space of 2 concatenated subspaces (all identical)
192*2dce792eSToby Isaac        PetscDualSpace Object: P3 1 MPI process
193*2dce792eSToby Isaac          type: lagrange
194*2dce792eSToby Isaac          Dual space with 1 components, size 20
195*2dce792eSToby Isaac          Continuous Lagrange dual space
196*2dce792eSToby Isaac      Quadrature on a tetrahedron of order 6 on 24 points (dim 3)
197*2dce792eSToby Isaac  Vector basis to original basis:
198*2dce792eSToby Isaac     0     0     1     1     2     2     3     3     4     4     5     5     6     6     7     7
199*2dce792eSToby Isaac     8     8     9     9    10    10    11    11    12    12    13    13    14    14    15    15
200*2dce792eSToby Isaac    16    16    17    17    18    18    19    19
201*2dce792eSToby Isaac  PetscFE Object: vector fe 1 MPI process
202*2dce792eSToby Isaac    type: vector
203*2dce792eSToby Isaac    Vector Finite Element in 3 dimensions with 3 components
204*2dce792eSToby Isaac    PetscSpace Object: vector basis space 1 MPI process
205*2dce792eSToby Isaac      type: sum
206*2dce792eSToby Isaac      Space in 3 variables with 3 components, size 60
207*2dce792eSToby Isaac      Sum space of 3 concatenated subspaces (all identical)
208*2dce792eSToby Isaac        PetscSpace Object: P3 1 MPI process
209*2dce792eSToby Isaac          type: poly
210*2dce792eSToby Isaac          Space in 3 variables with 1 components, size 20
211*2dce792eSToby Isaac          Polynomial space of degree 3
212*2dce792eSToby Isaac    PetscDualSpace Object: vector dual space 1 MPI process
213*2dce792eSToby Isaac      type: sum
214*2dce792eSToby Isaac      Dual space with 3 components, size 60
215*2dce792eSToby Isaac      Sum dual space of 3 concatenated subspaces (all identical)
216*2dce792eSToby Isaac        PetscDualSpace Object: P3 1 MPI process
217*2dce792eSToby Isaac          type: lagrange
218*2dce792eSToby Isaac          Dual space with 1 components, size 20
219*2dce792eSToby Isaac          Continuous Lagrange dual space
220*2dce792eSToby Isaac      Quadrature on a tetrahedron of order 6 on 24 points (dim 3)
221*2dce792eSToby Isaac  Vector basis to original basis:
222*2dce792eSToby Isaac     0     0     0     1     1     1     2     2     2     3     3     3     4     5     4     5
223*2dce792eSToby Isaac     4     5     6     7     6     7     6     7     8     9     8     9     8     9    10    11
224*2dce792eSToby Isaac    10    11    10    11    12    13    12    13    12    13    14    15    14    15    14    15
225*2dce792eSToby Isaac    16    16    16    17    17    17    18    18    18    19    19    19
226*2dce792eSToby Isaac  PetscFE Object: vector fe 1 MPI process
227*2dce792eSToby Isaac    type: vector
228*2dce792eSToby Isaac    Vector Finite Element in 3 dimensions with 3 components
229*2dce792eSToby Isaac    PetscSpace Object: vector basis space 1 MPI process
230*2dce792eSToby Isaac      type: sum
231*2dce792eSToby Isaac      Space in 3 variables with 3 components, size 60
232*2dce792eSToby Isaac      Sum space of 3 concatenated subspaces (all identical)
233*2dce792eSToby Isaac        PetscSpace Object: P3 1 MPI process
234*2dce792eSToby Isaac          type: poly
235*2dce792eSToby Isaac          Space in 3 variables with 1 components, size 20
236*2dce792eSToby Isaac          Polynomial space of degree 3
237*2dce792eSToby Isaac    PetscDualSpace Object: vector dual space 1 MPI process
238*2dce792eSToby Isaac      type: sum
239*2dce792eSToby Isaac      Dual space with 3 components, size 60
240*2dce792eSToby Isaac      Sum dual space of 3 concatenated subspaces (all identical)
241*2dce792eSToby Isaac        PetscDualSpace Object: P3 1 MPI process
242*2dce792eSToby Isaac          type: lagrange
243*2dce792eSToby Isaac          Dual space with 1 components, size 20
244*2dce792eSToby Isaac          Continuous Lagrange dual space
245*2dce792eSToby Isaac      Quadrature on a tetrahedron of order 6 on 24 points (dim 3)
246*2dce792eSToby Isaac  Vector basis to original basis:
247*2dce792eSToby Isaac     0     0     0     1     1     1     2     2     2     3     3     3     4     5     4     5
248*2dce792eSToby Isaac     4     5     6     7     6     7     6     7     8     9     8     9     8     9    10    11
249*2dce792eSToby Isaac    10    11    10    11    12    13    12    13    12    13    14    15    14    15    14    15
250*2dce792eSToby Isaac    16    16    16    17    17    17    18    18    18    19    19    19
251*2dce792eSToby Isaac  PetscFE Object: vector fe 1 MPI process
252*2dce792eSToby Isaac    type: vector
253*2dce792eSToby Isaac    Vector Finite Element in 3 dimensions with 3 components
254*2dce792eSToby Isaac    PetscSpace Object: vector basis space 1 MPI process
255*2dce792eSToby Isaac      type: sum
256*2dce792eSToby Isaac      Space in 3 variables with 3 components, size 60
257*2dce792eSToby Isaac      Sum space of 3 concatenated subspaces (all identical)
258*2dce792eSToby Isaac        PetscSpace Object: P3 1 MPI process
259*2dce792eSToby Isaac          type: poly
260*2dce792eSToby Isaac          Space in 3 variables with 1 components, size 20
261*2dce792eSToby Isaac          Polynomial space of degree 3
262*2dce792eSToby Isaac    PetscDualSpace Object: vector dual space 1 MPI process
263*2dce792eSToby Isaac      type: sum
264*2dce792eSToby Isaac      Dual space with 3 components, size 60
265*2dce792eSToby Isaac      Sum dual space of 3 concatenated subspaces (all identical)
266*2dce792eSToby Isaac        PetscDualSpace Object: P3 1 MPI process
267*2dce792eSToby Isaac          type: lagrange
268*2dce792eSToby Isaac          Dual space with 1 components, size 20
269*2dce792eSToby Isaac          Continuous Lagrange dual space
270*2dce792eSToby Isaac      Quadrature on a tetrahedron of order 6 on 24 points (dim 3)
271*2dce792eSToby Isaac  Vector basis to original basis:
272*2dce792eSToby Isaac     0     0     0     1     1     1     2     2     2     3     3     3     4     4     4     5
273*2dce792eSToby Isaac     5     5     6     6     6     7     7     7     8     8     8     9     9     9    10    10
274*2dce792eSToby Isaac    10    11    11    11    12    12    12    13    13    13    14    14    14    15    15    15
275*2dce792eSToby Isaac    16    16    16    17    17    17    18    18    18    19    19    19
276*2dce792eSToby Isaac  PetscFE Object: vector fe 1 MPI process
277*2dce792eSToby Isaac    type: vector
278*2dce792eSToby Isaac    Vector Finite Element in 3 dimensions with 3 components
279*2dce792eSToby Isaac    PetscSpace Object: vector basis space 1 MPI process
280*2dce792eSToby Isaac      type: sum
281*2dce792eSToby Isaac      Space in 3 variables with 3 components, size 60
282*2dce792eSToby Isaac      Sum space of 3 concatenated subspaces (all identical)
283*2dce792eSToby Isaac        PetscSpace Object: P3 1 MPI process
284*2dce792eSToby Isaac          type: poly
285*2dce792eSToby Isaac          Space in 3 variables with 1 components, size 20
286*2dce792eSToby Isaac          Polynomial space of degree 3
287*2dce792eSToby Isaac    PetscDualSpace Object: vector dual space 1 MPI process
288*2dce792eSToby Isaac      type: sum
289*2dce792eSToby Isaac      Dual space with 3 components, size 60
290*2dce792eSToby Isaac      Sum dual space of 3 concatenated subspaces (all identical)
291*2dce792eSToby Isaac        PetscDualSpace Object: P3 1 MPI process
292*2dce792eSToby Isaac          type: lagrange
293*2dce792eSToby Isaac          Dual space with 1 components, size 20
294*2dce792eSToby Isaac          Continuous Lagrange dual space
295*2dce792eSToby Isaac      Quadrature on a tetrahedron of order 6 on 24 points (dim 3)
296*2dce792eSToby Isaac  Vector basis to original basis:
297*2dce792eSToby Isaac     0     0     0     1     1     1     2     2     2     3     3     3     4     4     4     5
298*2dce792eSToby Isaac     5     5     6     6     6     7     7     7     8     8     8     9     9     9    10    10
299*2dce792eSToby Isaac    10    11    11    11    12    12    12    13    13    13    14    14    14    15    15    15
300*2dce792eSToby Isaac    16    16    16    17    17    17    18    18    18    19    19    19
301*2dce792eSToby IsaacPetscFE Object: base FE (vector) 1 MPI process
302*2dce792eSToby Isaac  type: vector
303*2dce792eSToby Isaac  Vector Finite Element in 3 dimensions with 3 components
304*2dce792eSToby Isaac  PetscSpace Object: P3 1 MPI process
305*2dce792eSToby Isaac    type: sum
306*2dce792eSToby Isaac    Space in 3 variables with 3 components, size 60
307*2dce792eSToby Isaac    Sum space of 3 concatenated subspaces (all identical)
308*2dce792eSToby Isaac      PetscSpace Object: P3 (sumcomp_) 1 MPI process
309*2dce792eSToby Isaac        type: poly
310*2dce792eSToby Isaac        Space in 3 variables with 1 components, size 20
311*2dce792eSToby Isaac        Polynomial space of degree 3
312*2dce792eSToby Isaac  PetscDualSpace Object: P3 1 MPI process
313*2dce792eSToby Isaac    type: sum
314*2dce792eSToby Isaac    Dual space with 3 components, size 60
315*2dce792eSToby Isaac    Sum dual space of 3 concatenated subspaces (all identical)
316*2dce792eSToby Isaac      PetscDualSpace Object: P3 1 MPI process
317*2dce792eSToby Isaac        type: lagrange
318*2dce792eSToby Isaac        Dual space with 1 components, size 20
319*2dce792eSToby Isaac        Continuous Lagrange dual space
320*2dce792eSToby Isaac    Quadrature on a tetrahedron of order 6 on 24 points (dim 3)
321*2dce792eSToby Isaac  PetscFE Object: vector fe 1 MPI process
322*2dce792eSToby Isaac    type: vector
323*2dce792eSToby Isaac    Vector Finite Element in 3 dimensions with 3 components (1 copies of finite element with 3 components)
324*2dce792eSToby Isaac    PetscSpace Object: vector basis space 1 MPI process
325*2dce792eSToby Isaac      type: sum
326*2dce792eSToby Isaac      Space in 3 variables with 3 components, size 60
327*2dce792eSToby Isaac      Sum space of 1 subspaces (all identical)
328*2dce792eSToby Isaac        PetscSpace Object: P3 1 MPI process
329*2dce792eSToby Isaac          type: sum
330*2dce792eSToby Isaac          Space in 3 variables with 3 components, size 60
331*2dce792eSToby Isaac          Sum space of 3 concatenated subspaces (all identical)
332*2dce792eSToby Isaac            PetscSpace Object: P3 (sumcomp_) 1 MPI process
333*2dce792eSToby Isaac              type: poly
334*2dce792eSToby Isaac              Space in 3 variables with 1 components, size 20
335*2dce792eSToby Isaac              Polynomial space of degree 3
336*2dce792eSToby Isaac    PetscDualSpace Object: vector dual space 1 MPI process
337*2dce792eSToby Isaac      type: sum
338*2dce792eSToby Isaac      Dual space with 3 components, size 60
339*2dce792eSToby Isaac      Sum dual space of 1 concatenated subspaces (all identical)
340*2dce792eSToby Isaac        PetscDualSpace Object: P3 1 MPI process
341*2dce792eSToby Isaac          type: sum
342*2dce792eSToby Isaac          Dual space with 3 components, size 60
343*2dce792eSToby Isaac          Sum dual space of 3 concatenated subspaces (all identical)
344*2dce792eSToby Isaac            PetscDualSpace Object: P3 1 MPI process
345*2dce792eSToby Isaac              type: lagrange
346*2dce792eSToby Isaac              Dual space with 1 components, size 20
347*2dce792eSToby Isaac              Continuous Lagrange dual space
348*2dce792eSToby Isaac      Quadrature on a tetrahedron of order 6 on 24 points (dim 3)
349*2dce792eSToby Isaac  Vector basis to original basis:
350*2dce792eSToby Isaac     0     1     2     3     4     5     6     7     8     9    10    11    12    13    14    15
351*2dce792eSToby Isaac    16    17    18    19    20    21    22    23    24    25    26    27    28    29    30    31
352*2dce792eSToby Isaac    32    33    34    35    36    37    38    39    40    41    42    43    44    45    46    47
353*2dce792eSToby Isaac    48    49    50    51    52    53    54    55    56    57    58    59
354*2dce792eSToby Isaac  PetscFE Object: vector fe 1 MPI process
355*2dce792eSToby Isaac    type: vector
356*2dce792eSToby Isaac    Vector Finite Element in 3 dimensions with 3 components (1 copies of finite element with 3 components)
357*2dce792eSToby Isaac    PetscSpace Object: vector basis space 1 MPI process
358*2dce792eSToby Isaac      type: sum
359*2dce792eSToby Isaac      Space in 3 variables with 3 components, size 60
360*2dce792eSToby Isaac      Sum space of 1 subspaces (all identical)
361*2dce792eSToby Isaac        PetscSpace Object: P3 1 MPI process
362*2dce792eSToby Isaac          type: sum
363*2dce792eSToby Isaac          Space in 3 variables with 3 components, size 60
364*2dce792eSToby Isaac          Sum space of 3 concatenated subspaces (all identical)
365*2dce792eSToby Isaac            PetscSpace Object: P3 (sumcomp_) 1 MPI process
366*2dce792eSToby Isaac              type: poly
367*2dce792eSToby Isaac              Space in 3 variables with 1 components, size 20
368*2dce792eSToby Isaac              Polynomial space of degree 3
369*2dce792eSToby Isaac    PetscDualSpace Object: vector dual space 1 MPI process
370*2dce792eSToby Isaac      type: sum
371*2dce792eSToby Isaac      Dual space with 3 components, size 60
372*2dce792eSToby Isaac      Sum dual space of 1 concatenated subspaces (all identical)
373*2dce792eSToby Isaac        PetscDualSpace Object: P3 1 MPI process
374*2dce792eSToby Isaac          type: sum
375*2dce792eSToby Isaac          Dual space with 3 components, size 60
376*2dce792eSToby Isaac          Sum dual space of 3 concatenated subspaces (all identical)
377*2dce792eSToby Isaac            PetscDualSpace Object: P3 1 MPI process
378*2dce792eSToby Isaac              type: lagrange
379*2dce792eSToby Isaac              Dual space with 1 components, size 20
380*2dce792eSToby Isaac              Continuous Lagrange dual space
381*2dce792eSToby Isaac      Quadrature on a tetrahedron of order 6 on 24 points (dim 3)
382*2dce792eSToby Isaac  Vector basis to original basis:
383*2dce792eSToby Isaac     0     1     2     3     4     5     6     7     8     9    10    11    12    13    14    15
384*2dce792eSToby Isaac    16    17    18    19    20    21    22    23    24    25    26    27    28    29    30    31
385*2dce792eSToby Isaac    32    33    34    35    36    37    38    39    40    41    42    43    44    45    46    47
386*2dce792eSToby Isaac    48    49    50    51    52    53    54    55    56    57    58    59
387*2dce792eSToby Isaac  PetscFE Object: vector fe 1 MPI process
388*2dce792eSToby Isaac    type: vector
389*2dce792eSToby Isaac    Vector Finite Element in 3 dimensions with 3 components (1 copies of finite element with 3 components)
390*2dce792eSToby Isaac    PetscSpace Object: vector basis space 1 MPI process
391*2dce792eSToby Isaac      type: sum
392*2dce792eSToby Isaac      Space in 3 variables with 3 components, size 60
393*2dce792eSToby Isaac      Sum space of 1 subspaces (all identical)
394*2dce792eSToby Isaac        PetscSpace Object: P3 1 MPI process
395*2dce792eSToby Isaac          type: sum
396*2dce792eSToby Isaac          Space in 3 variables with 3 components, size 60
397*2dce792eSToby Isaac          Sum space of 3 concatenated subspaces (all identical)
398*2dce792eSToby Isaac            PetscSpace Object: P3 (sumcomp_) 1 MPI process
399*2dce792eSToby Isaac              type: poly
400*2dce792eSToby Isaac              Space in 3 variables with 1 components, size 20
401*2dce792eSToby Isaac              Polynomial space of degree 3
402*2dce792eSToby Isaac    PetscDualSpace Object: vector dual space 1 MPI process
403*2dce792eSToby Isaac      type: sum
404*2dce792eSToby Isaac      Dual space with 3 components, size 60
405*2dce792eSToby Isaac      Sum dual space of 1 concatenated subspaces (all identical)
406*2dce792eSToby Isaac        PetscDualSpace Object: P3 1 MPI process
407*2dce792eSToby Isaac          type: sum
408*2dce792eSToby Isaac          Dual space with 3 components, size 60
409*2dce792eSToby Isaac          Sum dual space of 3 concatenated subspaces (all identical)
410*2dce792eSToby Isaac            PetscDualSpace Object: P3 1 MPI process
411*2dce792eSToby Isaac              type: lagrange
412*2dce792eSToby Isaac              Dual space with 1 components, size 20
413*2dce792eSToby Isaac              Continuous Lagrange dual space
414*2dce792eSToby Isaac      Quadrature on a tetrahedron of order 6 on 24 points (dim 3)
415*2dce792eSToby Isaac  Vector basis to original basis:
416*2dce792eSToby Isaac     0     1     2     3     4     5     6     7     8     9    10    11    12    13    14    15
417*2dce792eSToby Isaac    16    17    18    19    20    21    22    23    24    25    26    27    28    29    30    31
418*2dce792eSToby Isaac    32    33    34    35    36    37    38    39    40    41    42    43    44    45    46    47
419*2dce792eSToby Isaac    48    49    50    51    52    53    54    55    56    57    58    59
420*2dce792eSToby Isaac  PetscFE Object: vector fe 1 MPI process
421*2dce792eSToby Isaac    type: vector
422*2dce792eSToby Isaac    Vector Finite Element in 3 dimensions with 3 components (1 copies of finite element with 3 components)
423*2dce792eSToby Isaac    PetscSpace Object: vector basis space 1 MPI process
424*2dce792eSToby Isaac      type: sum
425*2dce792eSToby Isaac      Space in 3 variables with 3 components, size 60
426*2dce792eSToby Isaac      Sum space of 1 subspaces (all identical)
427*2dce792eSToby Isaac        PetscSpace Object: P3 1 MPI process
428*2dce792eSToby Isaac          type: sum
429*2dce792eSToby Isaac          Space in 3 variables with 3 components, size 60
430*2dce792eSToby Isaac          Sum space of 3 concatenated subspaces (all identical)
431*2dce792eSToby Isaac            PetscSpace Object: P3 (sumcomp_) 1 MPI process
432*2dce792eSToby Isaac              type: poly
433*2dce792eSToby Isaac              Space in 3 variables with 1 components, size 20
434*2dce792eSToby Isaac              Polynomial space of degree 3
435*2dce792eSToby Isaac    PetscDualSpace Object: vector dual space 1 MPI process
436*2dce792eSToby Isaac      type: sum
437*2dce792eSToby Isaac      Dual space with 3 components, size 60
438*2dce792eSToby Isaac      Sum dual space of 1 concatenated subspaces (all identical)
439*2dce792eSToby Isaac        PetscDualSpace Object: P3 1 MPI process
440*2dce792eSToby Isaac          type: sum
441*2dce792eSToby Isaac          Dual space with 3 components, size 60
442*2dce792eSToby Isaac          Sum dual space of 3 concatenated subspaces (all identical)
443*2dce792eSToby Isaac            PetscDualSpace Object: P3 1 MPI process
444*2dce792eSToby Isaac              type: lagrange
445*2dce792eSToby Isaac              Dual space with 1 components, size 20
446*2dce792eSToby Isaac              Continuous Lagrange dual space
447*2dce792eSToby Isaac      Quadrature on a tetrahedron of order 6 on 24 points (dim 3)
448*2dce792eSToby Isaac  Vector basis to original basis:
449*2dce792eSToby Isaac     0     1     2     3     4     5     6     7     8     9    10    11    12    13    14    15
450*2dce792eSToby Isaac    16    17    18    19    20    21    22    23    24    25    26    27    28    29    30    31
451*2dce792eSToby Isaac    32    33    34    35    36    37    38    39    40    41    42    43    44    45    46    47
452*2dce792eSToby Isaac    48    49    50    51    52    53    54    55    56    57    58    59
453*2dce792eSToby Isaac  PetscFE Object: vector fe 1 MPI process
454*2dce792eSToby Isaac    type: vector
455*2dce792eSToby Isaac    Vector Finite Element in 3 dimensions with 6 components (2 copies of finite element with 3 components)
456*2dce792eSToby Isaac    PetscSpace Object: vector basis space 1 MPI process
457*2dce792eSToby Isaac      type: sum
458*2dce792eSToby Isaac      Space in 3 variables with 6 components, size 120
459*2dce792eSToby Isaac      Sum space of 2 concatenated subspaces (all identical)
460*2dce792eSToby Isaac        PetscSpace Object: P3 1 MPI process
461*2dce792eSToby Isaac          type: sum
462*2dce792eSToby Isaac          Space in 3 variables with 3 components, size 60
463*2dce792eSToby Isaac          Sum space of 3 concatenated subspaces (all identical)
464*2dce792eSToby Isaac            PetscSpace Object: P3 (sumcomp_) 1 MPI process
465*2dce792eSToby Isaac              type: poly
466*2dce792eSToby Isaac              Space in 3 variables with 1 components, size 20
467*2dce792eSToby Isaac              Polynomial space of degree 3
468*2dce792eSToby Isaac    PetscDualSpace Object: vector dual space 1 MPI process
469*2dce792eSToby Isaac      type: sum
470*2dce792eSToby Isaac      Dual space with 6 components, size 120
471*2dce792eSToby Isaac      Sum dual space of 2 concatenated subspaces (all identical)
472*2dce792eSToby Isaac        PetscDualSpace Object: P3 1 MPI process
473*2dce792eSToby Isaac          type: sum
474*2dce792eSToby Isaac          Dual space with 3 components, size 60
475*2dce792eSToby Isaac          Sum dual space of 3 concatenated subspaces (all identical)
476*2dce792eSToby Isaac            PetscDualSpace Object: P3 1 MPI process
477*2dce792eSToby Isaac              type: lagrange
478*2dce792eSToby Isaac              Dual space with 1 components, size 20
479*2dce792eSToby Isaac              Continuous Lagrange dual space
480*2dce792eSToby Isaac      Quadrature on a tetrahedron of order 6 on 24 points (dim 3)
481*2dce792eSToby Isaac  Vector basis to original basis:
482*2dce792eSToby Isaac     0     1     2     0     1     2     3     4     5     3     4     5     6     7     8     6
483*2dce792eSToby Isaac     7     8     9    10    11     9    10    11    12    13    14    15    16    17    12    13
484*2dce792eSToby Isaac    14    15    16    17    18    19    20    21    22    23    18    19    20    21    22    23
485*2dce792eSToby Isaac    24    25    26    27    28    29    24    25    26    27    28    29    30    31    32    33
486*2dce792eSToby Isaac    34    35    30    31    32    33    34    35    36    37    38    39    40    41    36    37
487*2dce792eSToby Isaac    38    39    40    41    42    43    44    45    46    47    42    43    44    45    46    47
488*2dce792eSToby Isaac    48    49    50    48    49    50    51    52    53    51    52    53    54    55    56    54
489*2dce792eSToby Isaac    55    56    57    58    59    57    58    59
490*2dce792eSToby Isaac  PetscFE Object: vector fe 1 MPI process
491*2dce792eSToby Isaac    type: vector
492*2dce792eSToby Isaac    Vector Finite Element in 3 dimensions with 6 components (2 copies of finite element with 3 components)
493*2dce792eSToby Isaac    PetscSpace Object: vector basis space 1 MPI process
494*2dce792eSToby Isaac      type: sum
495*2dce792eSToby Isaac      Space in 3 variables with 6 components, size 120
496*2dce792eSToby Isaac      Sum space of 2 concatenated subspaces (all identical)
497*2dce792eSToby Isaac        PetscSpace Object: P3 1 MPI process
498*2dce792eSToby Isaac          type: sum
499*2dce792eSToby Isaac          Space in 3 variables with 3 components, size 60
500*2dce792eSToby Isaac          Sum space of 3 concatenated subspaces (all identical)
501*2dce792eSToby Isaac            PetscSpace Object: P3 (sumcomp_) 1 MPI process
502*2dce792eSToby Isaac              type: poly
503*2dce792eSToby Isaac              Space in 3 variables with 1 components, size 20
504*2dce792eSToby Isaac              Polynomial space of degree 3
505*2dce792eSToby Isaac    PetscDualSpace Object: vector dual space 1 MPI process
506*2dce792eSToby Isaac      type: sum
507*2dce792eSToby Isaac      Dual space with 6 components, size 120
508*2dce792eSToby Isaac      Sum dual space of 2 concatenated subspaces (all identical)
509*2dce792eSToby Isaac        PetscDualSpace Object: P3 1 MPI process
510*2dce792eSToby Isaac          type: sum
511*2dce792eSToby Isaac          Dual space with 3 components, size 60
512*2dce792eSToby Isaac          Sum dual space of 3 concatenated subspaces (all identical)
513*2dce792eSToby Isaac            PetscDualSpace Object: P3 1 MPI process
514*2dce792eSToby Isaac              type: lagrange
515*2dce792eSToby Isaac              Dual space with 1 components, size 20
516*2dce792eSToby Isaac              Continuous Lagrange dual space
517*2dce792eSToby Isaac      Quadrature on a tetrahedron of order 6 on 24 points (dim 3)
518*2dce792eSToby Isaac  Vector basis to original basis:
519*2dce792eSToby Isaac     0     1     2     0     1     2     3     4     5     3     4     5     6     7     8     6
520*2dce792eSToby Isaac     7     8     9    10    11     9    10    11    12    13    14    15    16    17    12    13
521*2dce792eSToby Isaac    14    15    16    17    18    19    20    21    22    23    18    19    20    21    22    23
522*2dce792eSToby Isaac    24    25    26    27    28    29    24    25    26    27    28    29    30    31    32    33
523*2dce792eSToby Isaac    34    35    30    31    32    33    34    35    36    37    38    39    40    41    36    37
524*2dce792eSToby Isaac    38    39    40    41    42    43    44    45    46    47    42    43    44    45    46    47
525*2dce792eSToby Isaac    48    49    50    48    49    50    51    52    53    51    52    53    54    55    56    54
526*2dce792eSToby Isaac    55    56    57    58    59    57    58    59
527*2dce792eSToby Isaac  PetscFE Object: vector fe 1 MPI process
528*2dce792eSToby Isaac    type: vector
529*2dce792eSToby Isaac    Vector Finite Element in 3 dimensions with 6 components (2 copies of finite element with 3 components)
530*2dce792eSToby Isaac    PetscSpace Object: vector basis space 1 MPI process
531*2dce792eSToby Isaac      type: sum
532*2dce792eSToby Isaac      Space in 3 variables with 6 components, size 120
533*2dce792eSToby Isaac      Sum space of 2 concatenated subspaces (all identical)
534*2dce792eSToby Isaac        PetscSpace Object: P3 1 MPI process
535*2dce792eSToby Isaac          type: sum
536*2dce792eSToby Isaac          Space in 3 variables with 3 components, size 60
537*2dce792eSToby Isaac          Sum space of 3 concatenated subspaces (all identical)
538*2dce792eSToby Isaac            PetscSpace Object: P3 (sumcomp_) 1 MPI process
539*2dce792eSToby Isaac              type: poly
540*2dce792eSToby Isaac              Space in 3 variables with 1 components, size 20
541*2dce792eSToby Isaac              Polynomial space of degree 3
542*2dce792eSToby Isaac    PetscDualSpace Object: vector dual space 1 MPI process
543*2dce792eSToby Isaac      type: sum
544*2dce792eSToby Isaac      Dual space with 6 components, size 120
545*2dce792eSToby Isaac      Sum dual space of 2 concatenated subspaces (all identical)
546*2dce792eSToby Isaac        PetscDualSpace Object: P3 1 MPI process
547*2dce792eSToby Isaac          type: sum
548*2dce792eSToby Isaac          Dual space with 3 components, size 60
549*2dce792eSToby Isaac          Sum dual space of 3 concatenated subspaces (all identical)
550*2dce792eSToby Isaac            PetscDualSpace Object: P3 1 MPI process
551*2dce792eSToby Isaac              type: lagrange
552*2dce792eSToby Isaac              Dual space with 1 components, size 20
553*2dce792eSToby Isaac              Continuous Lagrange dual space
554*2dce792eSToby Isaac      Quadrature on a tetrahedron of order 6 on 24 points (dim 3)
555*2dce792eSToby Isaac  Vector basis to original basis:
556*2dce792eSToby Isaac     0     0     1     1     2     2     3     3     4     4     5     5     6     6     7     7
557*2dce792eSToby Isaac     8     8     9     9    10    10    11    11    12    12    13    13    14    14    15    15
558*2dce792eSToby Isaac    16    16    17    17    18    18    19    19    20    20    21    21    22    22    23    23
559*2dce792eSToby Isaac    24    24    25    25    26    26    27    27    28    28    29    29    30    30    31    31
560*2dce792eSToby Isaac    32    32    33    33    34    34    35    35    36    36    37    37    38    38    39    39
561*2dce792eSToby Isaac    40    40    41    41    42    42    43    43    44    44    45    45    46    46    47    47
562*2dce792eSToby Isaac    48    48    49    49    50    50    51    51    52    52    53    53    54    54    55    55
563*2dce792eSToby Isaac    56    56    57    57    58    58    59    59
564*2dce792eSToby Isaac  PetscFE Object: vector fe 1 MPI process
565*2dce792eSToby Isaac    type: vector
566*2dce792eSToby Isaac    Vector Finite Element in 3 dimensions with 6 components (2 copies of finite element with 3 components)
567*2dce792eSToby Isaac    PetscSpace Object: vector basis space 1 MPI process
568*2dce792eSToby Isaac      type: sum
569*2dce792eSToby Isaac      Space in 3 variables with 6 components, size 120
570*2dce792eSToby Isaac      Sum space of 2 concatenated subspaces (all identical)
571*2dce792eSToby Isaac        PetscSpace Object: P3 1 MPI process
572*2dce792eSToby Isaac          type: sum
573*2dce792eSToby Isaac          Space in 3 variables with 3 components, size 60
574*2dce792eSToby Isaac          Sum space of 3 concatenated subspaces (all identical)
575*2dce792eSToby Isaac            PetscSpace Object: P3 (sumcomp_) 1 MPI process
576*2dce792eSToby Isaac              type: poly
577*2dce792eSToby Isaac              Space in 3 variables with 1 components, size 20
578*2dce792eSToby Isaac              Polynomial space of degree 3
579*2dce792eSToby Isaac    PetscDualSpace Object: vector dual space 1 MPI process
580*2dce792eSToby Isaac      type: sum
581*2dce792eSToby Isaac      Dual space with 6 components, size 120
582*2dce792eSToby Isaac      Sum dual space of 2 concatenated subspaces (all identical)
583*2dce792eSToby Isaac        PetscDualSpace Object: P3 1 MPI process
584*2dce792eSToby Isaac          type: sum
585*2dce792eSToby Isaac          Dual space with 3 components, size 60
586*2dce792eSToby Isaac          Sum dual space of 3 concatenated subspaces (all identical)
587*2dce792eSToby Isaac            PetscDualSpace Object: P3 1 MPI process
588*2dce792eSToby Isaac              type: lagrange
589*2dce792eSToby Isaac              Dual space with 1 components, size 20
590*2dce792eSToby Isaac              Continuous Lagrange dual space
591*2dce792eSToby Isaac      Quadrature on a tetrahedron of order 6 on 24 points (dim 3)
592*2dce792eSToby Isaac  Vector basis to original basis:
593*2dce792eSToby Isaac     0     0     1     1     2     2     3     3     4     4     5     5     6     6     7     7
594*2dce792eSToby Isaac     8     8     9     9    10    10    11    11    12    12    13    13    14    14    15    15
595*2dce792eSToby Isaac    16    16    17    17    18    18    19    19    20    20    21    21    22    22    23    23
596*2dce792eSToby Isaac    24    24    25    25    26    26    27    27    28    28    29    29    30    30    31    31
597*2dce792eSToby Isaac    32    32    33    33    34    34    35    35    36    36    37    37    38    38    39    39
598*2dce792eSToby Isaac    40    40    41    41    42    42    43    43    44    44    45    45    46    46    47    47
599*2dce792eSToby Isaac    48    48    49    49    50    50    51    51    52    52    53    53    54    54    55    55
600*2dce792eSToby Isaac    56    56    57    57    58    58    59    59
601*2dce792eSToby Isaac  PetscFE Object: vector fe 1 MPI process
602*2dce792eSToby Isaac    type: vector
603*2dce792eSToby Isaac    Vector Finite Element in 3 dimensions with 9 components (3 copies of finite element with 3 components)
604*2dce792eSToby Isaac    PetscSpace Object: vector basis space 1 MPI process
605*2dce792eSToby Isaac      type: sum
606*2dce792eSToby Isaac      Space in 3 variables with 9 components, size 180
607*2dce792eSToby Isaac      Sum space of 3 concatenated subspaces (all identical)
608*2dce792eSToby Isaac        PetscSpace Object: P3 1 MPI process
609*2dce792eSToby Isaac          type: sum
610*2dce792eSToby Isaac          Space in 3 variables with 3 components, size 60
611*2dce792eSToby Isaac          Sum space of 3 concatenated subspaces (all identical)
612*2dce792eSToby Isaac            PetscSpace Object: P3 (sumcomp_) 1 MPI process
613*2dce792eSToby Isaac              type: poly
614*2dce792eSToby Isaac              Space in 3 variables with 1 components, size 20
615*2dce792eSToby Isaac              Polynomial space of degree 3
616*2dce792eSToby Isaac    PetscDualSpace Object: vector dual space 1 MPI process
617*2dce792eSToby Isaac      type: sum
618*2dce792eSToby Isaac      Dual space with 9 components, size 180
619*2dce792eSToby Isaac      Sum dual space of 3 concatenated subspaces (all identical)
620*2dce792eSToby Isaac        PetscDualSpace Object: P3 1 MPI process
621*2dce792eSToby Isaac          type: sum
622*2dce792eSToby Isaac          Dual space with 3 components, size 60
623*2dce792eSToby Isaac          Sum dual space of 3 concatenated subspaces (all identical)
624*2dce792eSToby Isaac            PetscDualSpace Object: P3 1 MPI process
625*2dce792eSToby Isaac              type: lagrange
626*2dce792eSToby Isaac              Dual space with 1 components, size 20
627*2dce792eSToby Isaac              Continuous Lagrange dual space
628*2dce792eSToby Isaac      Quadrature on a tetrahedron of order 6 on 24 points (dim 3)
629*2dce792eSToby Isaac  Vector basis to original basis:
630*2dce792eSToby Isaac     0     1     2     0     1     2     0     1     2     3     4     5     3     4     5     3
631*2dce792eSToby Isaac     4     5     6     7     8     6     7     8     6     7     8     9    10    11     9    10
632*2dce792eSToby Isaac    11     9    10    11    12    13    14    15    16    17    12    13    14    15    16    17
633*2dce792eSToby Isaac    12    13    14    15    16    17    18    19    20    21    22    23    18    19    20    21
634*2dce792eSToby Isaac    22    23    18    19    20    21    22    23    24    25    26    27    28    29    24    25
635*2dce792eSToby Isaac    26    27    28    29    24    25    26    27    28    29    30    31    32    33    34    35
636*2dce792eSToby Isaac    30    31    32    33    34    35    30    31    32    33    34    35    36    37    38    39
637*2dce792eSToby Isaac    40    41    36    37    38    39    40    41    36    37    38    39    40    41    42    43
638*2dce792eSToby Isaac    44    45    46    47    42    43    44    45    46    47    42    43    44    45    46    47
639*2dce792eSToby Isaac    48    49    50    48    49    50    48    49    50    51    52    53    51    52    53    51
640*2dce792eSToby Isaac    52    53    54    55    56    54    55    56    54    55    56    57    58    59    57    58
641*2dce792eSToby Isaac    59    57    58    59
642*2dce792eSToby Isaac  PetscFE Object: vector fe 1 MPI process
643*2dce792eSToby Isaac    type: vector
644*2dce792eSToby Isaac    Vector Finite Element in 3 dimensions with 9 components (3 copies of finite element with 3 components)
645*2dce792eSToby Isaac    PetscSpace Object: vector basis space 1 MPI process
646*2dce792eSToby Isaac      type: sum
647*2dce792eSToby Isaac      Space in 3 variables with 9 components, size 180
648*2dce792eSToby Isaac      Sum space of 3 concatenated subspaces (all identical)
649*2dce792eSToby Isaac        PetscSpace Object: P3 1 MPI process
650*2dce792eSToby Isaac          type: sum
651*2dce792eSToby Isaac          Space in 3 variables with 3 components, size 60
652*2dce792eSToby Isaac          Sum space of 3 concatenated subspaces (all identical)
653*2dce792eSToby Isaac            PetscSpace Object: P3 (sumcomp_) 1 MPI process
654*2dce792eSToby Isaac              type: poly
655*2dce792eSToby Isaac              Space in 3 variables with 1 components, size 20
656*2dce792eSToby Isaac              Polynomial space of degree 3
657*2dce792eSToby Isaac    PetscDualSpace Object: vector dual space 1 MPI process
658*2dce792eSToby Isaac      type: sum
659*2dce792eSToby Isaac      Dual space with 9 components, size 180
660*2dce792eSToby Isaac      Sum dual space of 3 concatenated subspaces (all identical)
661*2dce792eSToby Isaac        PetscDualSpace Object: P3 1 MPI process
662*2dce792eSToby Isaac          type: sum
663*2dce792eSToby Isaac          Dual space with 3 components, size 60
664*2dce792eSToby Isaac          Sum dual space of 3 concatenated subspaces (all identical)
665*2dce792eSToby Isaac            PetscDualSpace Object: P3 1 MPI process
666*2dce792eSToby Isaac              type: lagrange
667*2dce792eSToby Isaac              Dual space with 1 components, size 20
668*2dce792eSToby Isaac              Continuous Lagrange dual space
669*2dce792eSToby Isaac      Quadrature on a tetrahedron of order 6 on 24 points (dim 3)
670*2dce792eSToby Isaac  Vector basis to original basis:
671*2dce792eSToby Isaac     0     1     2     0     1     2     0     1     2     3     4     5     3     4     5     3
672*2dce792eSToby Isaac     4     5     6     7     8     6     7     8     6     7     8     9    10    11     9    10
673*2dce792eSToby Isaac    11     9    10    11    12    13    14    15    16    17    12    13    14    15    16    17
674*2dce792eSToby Isaac    12    13    14    15    16    17    18    19    20    21    22    23    18    19    20    21
675*2dce792eSToby Isaac    22    23    18    19    20    21    22    23    24    25    26    27    28    29    24    25
676*2dce792eSToby Isaac    26    27    28    29    24    25    26    27    28    29    30    31    32    33    34    35
677*2dce792eSToby Isaac    30    31    32    33    34    35    30    31    32    33    34    35    36    37    38    39
678*2dce792eSToby Isaac    40    41    36    37    38    39    40    41    36    37    38    39    40    41    42    43
679*2dce792eSToby Isaac    44    45    46    47    42    43    44    45    46    47    42    43    44    45    46    47
680*2dce792eSToby Isaac    48    49    50    48    49    50    48    49    50    51    52    53    51    52    53    51
681*2dce792eSToby Isaac    52    53    54    55    56    54    55    56    54    55    56    57    58    59    57    58
682*2dce792eSToby Isaac    59    57    58    59
683*2dce792eSToby Isaac  PetscFE Object: vector fe 1 MPI process
684*2dce792eSToby Isaac    type: vector
685*2dce792eSToby Isaac    Vector Finite Element in 3 dimensions with 9 components (3 copies of finite element with 3 components)
686*2dce792eSToby Isaac    PetscSpace Object: vector basis space 1 MPI process
687*2dce792eSToby Isaac      type: sum
688*2dce792eSToby Isaac      Space in 3 variables with 9 components, size 180
689*2dce792eSToby Isaac      Sum space of 3 concatenated subspaces (all identical)
690*2dce792eSToby Isaac        PetscSpace Object: P3 1 MPI process
691*2dce792eSToby Isaac          type: sum
692*2dce792eSToby Isaac          Space in 3 variables with 3 components, size 60
693*2dce792eSToby Isaac          Sum space of 3 concatenated subspaces (all identical)
694*2dce792eSToby Isaac            PetscSpace Object: P3 (sumcomp_) 1 MPI process
695*2dce792eSToby Isaac              type: poly
696*2dce792eSToby Isaac              Space in 3 variables with 1 components, size 20
697*2dce792eSToby Isaac              Polynomial space of degree 3
698*2dce792eSToby Isaac    PetscDualSpace Object: vector dual space 1 MPI process
699*2dce792eSToby Isaac      type: sum
700*2dce792eSToby Isaac      Dual space with 9 components, size 180
701*2dce792eSToby Isaac      Sum dual space of 3 concatenated subspaces (all identical)
702*2dce792eSToby Isaac        PetscDualSpace Object: P3 1 MPI process
703*2dce792eSToby Isaac          type: sum
704*2dce792eSToby Isaac          Dual space with 3 components, size 60
705*2dce792eSToby Isaac          Sum dual space of 3 concatenated subspaces (all identical)
706*2dce792eSToby Isaac            PetscDualSpace Object: P3 1 MPI process
707*2dce792eSToby Isaac              type: lagrange
708*2dce792eSToby Isaac              Dual space with 1 components, size 20
709*2dce792eSToby Isaac              Continuous Lagrange dual space
710*2dce792eSToby Isaac      Quadrature on a tetrahedron of order 6 on 24 points (dim 3)
711*2dce792eSToby Isaac  Vector basis to original basis:
712*2dce792eSToby Isaac     0     0     0     1     1     1     2     2     2     3     3     3     4     4     4     5
713*2dce792eSToby Isaac     5     5     6     6     6     7     7     7     8     8     8     9     9     9    10    10
714*2dce792eSToby Isaac    10    11    11    11    12    12    12    13    13    13    14    14    14    15    15    15
715*2dce792eSToby Isaac    16    16    16    17    17    17    18    18    18    19    19    19    20    20    20    21
716*2dce792eSToby Isaac    21    21    22    22    22    23    23    23    24    24    24    25    25    25    26    26
717*2dce792eSToby Isaac    26    27    27    27    28    28    28    29    29    29    30    30    30    31    31    31
718*2dce792eSToby Isaac    32    32    32    33    33    33    34    34    34    35    35    35    36    36    36    37
719*2dce792eSToby Isaac    37    37    38    38    38    39    39    39    40    40    40    41    41    41    42    42
720*2dce792eSToby Isaac    42    43    43    43    44    44    44    45    45    45    46    46    46    47    47    47
721*2dce792eSToby Isaac    48    48    48    49    49    49    50    50    50    51    51    51    52    52    52    53
722*2dce792eSToby Isaac    53    53    54    54    54    55    55    55    56    56    56    57    57    57    58    58
723*2dce792eSToby Isaac    58    59    59    59
724*2dce792eSToby Isaac  PetscFE Object: vector fe 1 MPI process
725*2dce792eSToby Isaac    type: vector
726*2dce792eSToby Isaac    Vector Finite Element in 3 dimensions with 9 components (3 copies of finite element with 3 components)
727*2dce792eSToby Isaac    PetscSpace Object: vector basis space 1 MPI process
728*2dce792eSToby Isaac      type: sum
729*2dce792eSToby Isaac      Space in 3 variables with 9 components, size 180
730*2dce792eSToby Isaac      Sum space of 3 concatenated subspaces (all identical)
731*2dce792eSToby Isaac        PetscSpace Object: P3 1 MPI process
732*2dce792eSToby Isaac          type: sum
733*2dce792eSToby Isaac          Space in 3 variables with 3 components, size 60
734*2dce792eSToby Isaac          Sum space of 3 concatenated subspaces (all identical)
735*2dce792eSToby Isaac            PetscSpace Object: P3 (sumcomp_) 1 MPI process
736*2dce792eSToby Isaac              type: poly
737*2dce792eSToby Isaac              Space in 3 variables with 1 components, size 20
738*2dce792eSToby Isaac              Polynomial space of degree 3
739*2dce792eSToby Isaac    PetscDualSpace Object: vector dual space 1 MPI process
740*2dce792eSToby Isaac      type: sum
741*2dce792eSToby Isaac      Dual space with 9 components, size 180
742*2dce792eSToby Isaac      Sum dual space of 3 concatenated subspaces (all identical)
743*2dce792eSToby Isaac        PetscDualSpace Object: P3 1 MPI process
744*2dce792eSToby Isaac          type: sum
745*2dce792eSToby Isaac          Dual space with 3 components, size 60
746*2dce792eSToby Isaac          Sum dual space of 3 concatenated subspaces (all identical)
747*2dce792eSToby Isaac            PetscDualSpace Object: P3 1 MPI process
748*2dce792eSToby Isaac              type: lagrange
749*2dce792eSToby Isaac              Dual space with 1 components, size 20
750*2dce792eSToby Isaac              Continuous Lagrange dual space
751*2dce792eSToby Isaac      Quadrature on a tetrahedron of order 6 on 24 points (dim 3)
752*2dce792eSToby Isaac  Vector basis to original basis:
753*2dce792eSToby Isaac     0     0     0     1     1     1     2     2     2     3     3     3     4     4     4     5
754*2dce792eSToby Isaac     5     5     6     6     6     7     7     7     8     8     8     9     9     9    10    10
755*2dce792eSToby Isaac    10    11    11    11    12    12    12    13    13    13    14    14    14    15    15    15
756*2dce792eSToby Isaac    16    16    16    17    17    17    18    18    18    19    19    19    20    20    20    21
757*2dce792eSToby Isaac    21    21    22    22    22    23    23    23    24    24    24    25    25    25    26    26
758*2dce792eSToby Isaac    26    27    27    27    28    28    28    29    29    29    30    30    30    31    31    31
759*2dce792eSToby Isaac    32    32    32    33    33    33    34    34    34    35    35    35    36    36    36    37
760*2dce792eSToby Isaac    37    37    38    38    38    39    39    39    40    40    40    41    41    41    42    42
761*2dce792eSToby Isaac    42    43    43    43    44    44    44    45    45    45    46    46    46    47    47    47
762*2dce792eSToby Isaac    48    48    48    49    49    49    50    50    50    51    51    51    52    52    52    53
763*2dce792eSToby Isaac    53    53    54    54    54    55    55    55    56    56    56    57    57    57    58    58
764*2dce792eSToby Isaac    58    59    59    59
765