test_pde_read_ucd.c running pde_read_ucd returned: 1 based indexing n_vertices (boundary)= 8 n_cells (boundary faces)= 6 n_ndata (Dirichlet at vertices)= 1 n_cdata (Neumann outward from face, positive)= 1 n_mdata (4th coordinate of vertices for 4D)= 1 boundary vertices: 1 x=0.000000, y=0.000000, z=0.000000 2 x=2.000000, y=0.000000, z=0.000000 3 x=2.000000, y=2.000000, z=0.000000 4 x=0.000000, y=2.000000, z=0.000000 5 x=0.000000, y=0.000000, z=2.000000 6 x=2.000000, y=0.000000, z=2.000000 7 x=2.000000, y=2.000000, z=2.000000 8 x=0.000000, y=2.000000, z=2.000000 boundary cells: 1 matl=0, type=4 1 2 3 4 2 matl=0, type=4 1 5 6 2 3 matl=0, type=4 2 6 7 3 4 matl=0, type=4 3 7 8 4 5 matl=0, type=4 4 8 5 1 6 matl=0, type=4 5 8 7 6 Dirichlet boundary: Dirchilet 1 1.100000 2 1.200000 3 1.300000 4 1.400000 5 1.500000 6 1.600000 7 1.700000 8 1.900000 Neumann boundary: Neumann 1 2.100000 2 2.200000 3 2.300000 4 2.400000 5 2.500000 6 2.600000 fourth coordinate of vertex: 1 0.100000 2 0.200000 3 0.300000 4 0.400000 5 0.500000 6 0.600000 7 0.700000 8 0.800000 test_pde_read_ucd.c running pde_read_ucd returned: 1 based indexing n_vertices (boundary)= 8 n_cells (boundary faces)= 8 n_ndata (Dirichlet at vertices)= 1 n_cdata (Neumann outward from face, positive)= 0 n_mdata (4th coordinate of vertices for 4D)= 0 boundary vertices: 1 x=0.000000, y=0.000000, z=0.000000 2 x=1.000000, y=0.000000, z=0.000000 3 x=2.000000, y=0.000000, z=0.000000 4 x=2.000000, y=1.000000, z=0.000000 5 x=2.000000, y=2.000000, z=0.000000 6 x=1.000000, y=2.000000, z=0.000000 7 x=0.000000, y=2.000000, z=0.000000 8 x=0.000000, y=1.000000, z=0.000000 boundary cells: 1 matl=0, type=2 1 2 2 matl=0, type=2 2 3 3 matl=0, type=2 3 4 4 matl=0, type=2 4 5 5 matl=0, type=2 5 6 6 matl=0, type=2 6 7 7 matl=0, type=2 7 8 8 matl=0, type=2 8 1 Dirichlet boundary: Dirchilet Boundary 1 1.100000 2 1.200000 3 1.300000 4 1.400000 5 1.500000 6 1.600000 7 1.700000 8 1.900000 test_pde_read_ucd.c running pde_read_ucd returned: 1 based indexing n_vertices (boundary)= 16 n_cells (boundary faces)= 8 n_ndata (Dirichlet at vertices)= 2 n_cdata (Neumann outward from face, positive)= 1 n_mdata (4th coordinate of vertices for 4D)= 0 boundary vertices: 1 x=0.000000, y=0.000000, z=0.000000 2 x=1.500000, y=0.000000, z=0.000000 3 x=1.500000, y=2.000000, z=0.000000 4 x=0.000000, y=2.000000, z=0.000000 5 x=0.000000, y=0.000000, z=2.500000 6 x=1.500000, y=0.000000, z=2.500000 7 x=1.500000, y=2.000000, z=2.500000 8 x=0.000000, y=2.000000, z=2.500000 9 x=0.000000, y=0.000000, z=0.000000 10 x=1.500000, y=0.000000, z=0.000000 11 x=1.500000, y=2.000000, z=0.000000 12 x=0.000000, y=2.000000, z=0.000000 13 x=0.000000, y=0.000000, z=2.500000 14 x=1.500000, y=0.000000, z=2.500000 15 x=1.500000, y=2.000000, z=2.500000 16 x=0.000000, y=2.000000, z=2.500000 boundary cells: 1 matl=0, type=8 1 2 3 4 5 6 7 8 2 matl=0, type=8 9 10 11 12 13 13 14 16 3 matl=0, type=8 1 2 6 5 9 10 14 13 4 matl=0, type=8 1 2 3 4 9 10 11 12 5 matl=0, type=8 3 4 7 8 11 12 16 15 6 matl=0, type=8 5 6 7 8 13 14 15 16 7 matl=0, type=8 1 4 8 5 9 12 16 13 8 matl=0, type=8 2 3 7 6 10 11 15 14 Dirichlet boundary and fourth dimension: Dirchilet Boundary 4th dimension coordinate, T 1 1.100000 0.000000 2 1.200000 0.000000 3 1.300000 0.000000 4 1.400000 0.000000 5 1.500000 0.000000 6 1.600000 0.000000 7 1.700000 0.000000 8 1.900000 0.000000 9 1.110000 3.000000 10 1.220000 3.000000 11 1.330000 3.000000 12 1.440000 3.000000 13 1.550000 3.000000 14 1.660000 3.000000 15 1.770000 3.000000 16 1.990000 3.000000 Neumann boundary: Neumann 1 4.100000 2 4.200000 3 4.300000 4 4.400000 5 4.500000 6 4.600000 7 4.700000 8 4.800000