1*df2803a8SksagiyamDM Object: Example_SubDM 1 MPI process 2*df2803a8Sksagiyam type: plex 3*df2803a8SksagiyamExample_SubDM in 2 dimensions: 4*df2803a8SksagiyamSupports: 5*df2803a8Sksagiyam[0] Max support size: 3 6*df2803a8Sksagiyam[0]: 3 ----> 9 7*df2803a8Sksagiyam[0]: 3 ----> 11 8*df2803a8Sksagiyam[0]: 3 ----> 15 9*df2803a8Sksagiyam[0]: 4 ----> 9 10*df2803a8Sksagiyam[0]: 4 ----> 10 11*df2803a8Sksagiyam[0]: 4 ----> 16 12*df2803a8Sksagiyam[0]: 5 ----> 10 13*df2803a8Sksagiyam[0]: 5 ----> 11 14*df2803a8Sksagiyam[0]: 5 ----> 17 15*df2803a8Sksagiyam[0]: 6 ----> 12 16*df2803a8Sksagiyam[0]: 6 ----> 14 17*df2803a8Sksagiyam[0]: 6 ----> 15 18*df2803a8Sksagiyam[0]: 7 ----> 12 19*df2803a8Sksagiyam[0]: 7 ----> 13 20*df2803a8Sksagiyam[0]: 7 ----> 16 21*df2803a8Sksagiyam[0]: 8 ----> 13 22*df2803a8Sksagiyam[0]: 8 ----> 14 23*df2803a8Sksagiyam[0]: 8 ----> 17 24*df2803a8Sksagiyam[0]: 9 ----> 0 25*df2803a8Sksagiyam[0]: 10 ----> 1 26*df2803a8Sksagiyam[0]: 11 ----> 2 27*df2803a8Sksagiyam[0]: 12 ----> 0 28*df2803a8Sksagiyam[0]: 13 ----> 1 29*df2803a8Sksagiyam[0]: 14 ----> 2 30*df2803a8Sksagiyam[0]: 15 ----> 0 31*df2803a8Sksagiyam[0]: 15 ----> 2 32*df2803a8Sksagiyam[0]: 16 ----> 0 33*df2803a8Sksagiyam[0]: 16 ----> 1 34*df2803a8Sksagiyam[0]: 17 ----> 1 35*df2803a8Sksagiyam[0]: 17 ----> 2 36*df2803a8SksagiyamCones: 37*df2803a8Sksagiyam[0] Max cone size: 4 38*df2803a8Sksagiyam[0]: 0 <---- 9 (0) 39*df2803a8Sksagiyam[0]: 0 <---- 16 (0) 40*df2803a8Sksagiyam[0]: 0 <---- 12 (-1) 41*df2803a8Sksagiyam[0]: 0 <---- 15 (-1) 42*df2803a8Sksagiyam[0]: 1 <---- 10 (0) 43*df2803a8Sksagiyam[0]: 1 <---- 17 (0) 44*df2803a8Sksagiyam[0]: 1 <---- 13 (-1) 45*df2803a8Sksagiyam[0]: 1 <---- 16 (-1) 46*df2803a8Sksagiyam[0]: 2 <---- 11 (0) 47*df2803a8Sksagiyam[0]: 2 <---- 15 (0) 48*df2803a8Sksagiyam[0]: 2 <---- 14 (-1) 49*df2803a8Sksagiyam[0]: 2 <---- 17 (-1) 50*df2803a8Sksagiyam[0]: 9 <---- 3 (0) 51*df2803a8Sksagiyam[0]: 9 <---- 4 (0) 52*df2803a8Sksagiyam[0]: 10 <---- 4 (0) 53*df2803a8Sksagiyam[0]: 10 <---- 5 (0) 54*df2803a8Sksagiyam[0]: 11 <---- 5 (0) 55*df2803a8Sksagiyam[0]: 11 <---- 3 (0) 56*df2803a8Sksagiyam[0]: 12 <---- 6 (0) 57*df2803a8Sksagiyam[0]: 12 <---- 7 (0) 58*df2803a8Sksagiyam[0]: 13 <---- 7 (0) 59*df2803a8Sksagiyam[0]: 13 <---- 8 (0) 60*df2803a8Sksagiyam[0]: 14 <---- 8 (0) 61*df2803a8Sksagiyam[0]: 14 <---- 6 (0) 62*df2803a8Sksagiyam[0]: 15 <---- 3 (0) 63*df2803a8Sksagiyam[0]: 15 <---- 6 (0) 64*df2803a8Sksagiyam[0]: 16 <---- 4 (0) 65*df2803a8Sksagiyam[0]: 16 <---- 7 (0) 66*df2803a8Sksagiyam[0]: 17 <---- 5 (0) 67*df2803a8Sksagiyam[0]: 17 <---- 8 (0) 68*df2803a8Sksagiyamcoordinates with 1 fields 69*df2803a8Sksagiyam field 0 with 2 components 70*df2803a8SksagiyamProcess 0: 71*df2803a8Sksagiyam ( 2) dof 8 offset 0 2. 1. 3. 1. 3. 2. 2. 2. 72*df2803a8Sksagiyam ( 3) dof 2 offset 0 0. 1. 73*df2803a8Sksagiyam ( 4) dof 2 offset 2 1. 1. 74*df2803a8Sksagiyam ( 5) dof 2 offset 4 2. 1. 75*df2803a8Sksagiyam ( 6) dof 2 offset 6 0. 2. 76*df2803a8Sksagiyam ( 7) dof 2 offset 8 1. 2. 77*df2803a8Sksagiyam ( 8) dof 2 offset 10 2. 2. 78*df2803a8SksagiyamLabels: 79*df2803a8SksagiyamLabel 'celltype': 80*df2803a8Sksagiyam[0]: 3 (0) 81*df2803a8Sksagiyam[0]: 4 (0) 82*df2803a8Sksagiyam[0]: 5 (0) 83*df2803a8Sksagiyam[0]: 6 (0) 84*df2803a8Sksagiyam[0]: 7 (0) 85*df2803a8Sksagiyam[0]: 8 (0) 86*df2803a8Sksagiyam[0]: 9 (1) 87*df2803a8Sksagiyam[0]: 10 (1) 88*df2803a8Sksagiyam[0]: 11 (1) 89*df2803a8Sksagiyam[0]: 12 (1) 90*df2803a8Sksagiyam[0]: 13 (1) 91*df2803a8Sksagiyam[0]: 14 (1) 92*df2803a8Sksagiyam[0]: 15 (1) 93*df2803a8Sksagiyam[0]: 16 (1) 94*df2803a8Sksagiyam[0]: 17 (1) 95*df2803a8Sksagiyam[0]: 0 (4) 96*df2803a8Sksagiyam[0]: 1 (4) 97*df2803a8Sksagiyam[0]: 2 (4) 98*df2803a8SksagiyamLabel 'marker': 99*df2803a8Sksagiyam[0]: 6 (1) 100*df2803a8Sksagiyam[0]: 7 (1) 101*df2803a8Sksagiyam[0]: 8 (1) 102*df2803a8Sksagiyam[0]: 12 (1) 103*df2803a8Sksagiyam[0]: 13 (1) 104*df2803a8Sksagiyam[0]: 14 (1) 105*df2803a8SksagiyamLabel 'Face Sets': 106*df2803a8Sksagiyam[0]: 12 (3) 107*df2803a8Sksagiyam[0]: 13 (3) 108*df2803a8Sksagiyam[0]: 14 (3) 109*df2803a8SksagiyamPetscFE Object: Field_0 1 MPI process 110*df2803a8Sksagiyam type: vector 111*df2803a8Sksagiyam Vector Finite Element in 2 dimensions with 2 components 112*df2803a8Sksagiyam PetscSpace Object: Q1 1 MPI process 113*df2803a8Sksagiyam type: sum 114*df2803a8Sksagiyam Space in 2 variables with 2 components, size 8 115*df2803a8Sksagiyam Sum space of 2 concatenated subspaces (all identical) 116*df2803a8Sksagiyam PetscSpace Object: Q1 (sumcomp_) 1 MPI process 117*df2803a8Sksagiyam type: tensor 118*df2803a8Sksagiyam Space in 2 variables with 1 components, size 4 119*df2803a8Sksagiyam Tensor space of 2 subspaces (all identical) 120*df2803a8Sksagiyam PetscSpace Object: sum component tensor component (sumcomp_tensorcomp_) 1 MPI process 121*df2803a8Sksagiyam type: poly 122*df2803a8Sksagiyam Space in 1 variables with 1 components, size 2 123*df2803a8Sksagiyam Polynomial space of degree 1 124*df2803a8Sksagiyam PetscDualSpace Object: Q1 1 MPI process 125*df2803a8Sksagiyam type: sum 126*df2803a8Sksagiyam Dual space with 2 components, size 8 127*df2803a8Sksagiyam Sum dual space of 2 concatenated subspaces (all identical) 128*df2803a8Sksagiyam PetscDualSpace Object: Q1 1 MPI process 129*df2803a8Sksagiyam type: lagrange 130*df2803a8Sksagiyam Dual space with 1 components, size 4 131*df2803a8Sksagiyam Discontinuous tensor Lagrange dual space 132*df2803a8Sksagiyam Quadrature on a quadrilateral of order 3 on 4 points (dim 2) 133