xref: /petsc/src/dm/dt/dualspace/impls/lagrange/tutorials/output/ex1_3.out (revision b6b5caf99979f50a7774afdccea5ca5661fc1203)
1PetscDualSpace Object: Lagrange dual space 1 MPI process
2  type: lagrange
3  Dual space for 2-forms (stored in dual form) with 3 components, size 12
4  Continuous Lagrange dual space
5    Dual basis vector 0
6        Quadrature on a unknown of order -1 on 1 points (dim 3) with 3 components
7        p0 (-1, -1, -1) w0 (+0, +0, -1)
8    Dual basis vector 1
9        Quadrature on a unknown of order -1 on 1 points (dim 3) with 3 components
10        p0 (-1, +1, -1) w0 (+0, +0, -1)
11    Dual basis vector 2
12        Quadrature on a unknown of order -1 on 1 points (dim 3) with 3 components
13        p0 (+1, -1, -1) w0 (+0, +0, -1)
14    Dual basis vector 3
15        Quadrature on a unknown of order -1 on 1 points (dim 3) with 3 components
16        p0 (-1, -1, -1) w0 (-1, +0, +0)
17    Dual basis vector 4
18        Quadrature on a unknown of order -1 on 1 points (dim 3) with 3 components
19        p0 (-1, -1, +1) w0 (-1, +0, +0)
20    Dual basis vector 5
21        Quadrature on a unknown of order -1 on 1 points (dim 3) with 3 components
22        p0 (-1, +1, -1) w0 (-1, +0, +0)
23    Dual basis vector 6
24        Quadrature on a unknown of order -1 on 1 points (dim 3) with 3 components
25        p0 (-1, -1, -1) w0 (+0, -1, +0)
26    Dual basis vector 7
27        Quadrature on a unknown of order -1 on 1 points (dim 3) with 3 components
28        p0 (+1, -1, -1) w0 (+0, -1, +0)
29    Dual basis vector 8
30        Quadrature on a unknown of order -1 on 1 points (dim 3) with 3 components
31        p0 (-1, -1, +1) w0 (+0, -1, +0)
32    Dual basis vector 9
33        Quadrature on a unknown of order -1 on 1 points (dim 3) with 3 components
34        p0 (+1, -1, -1) w0 (+1, +1, +1)
35    Dual basis vector 10
36        Quadrature on a unknown of order -1 on 1 points (dim 3) with 3 components
37        p0 (-1, +1, -1) w0 (+1, +1, +1)
38    Dual basis vector 11
39        Quadrature on a unknown of order -1 on 1 points (dim 3) with 3 components
40        p0 (-1, -1, +1) w0 (+1, +1, +1)
41