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Finite element mesh (GridFE):
Number of space dim. = 2
Number of elements = 64
Number of nodes = 41
All elements are of the same type : dpTRUE
Max number of nodes in an element: 3
Only one subdomain : dpFALSE
Lattice data ? 0
2 Boundary indicators: 1 2
Nodal coordinates and nodal boundary indicators,
the columns contain:
- node number
- coordinates
- no of boundary indicators that are set (ON)
- the boundary indicators that are set (ON) if any.
#
1 ( 1.000000, 1.000000) [2] 1 3
2 ( 0.000000, 1.000000) [2] 1 2
3 ( 0.000000, 0.000000) [2] 1 2
4 ( 1.000000, 0.000000) [2] 1 3
5 ( 0.500000, 0.500000) [0]
6 ( 0.500000, 1.000000) [1] 1
7 ( 0.000000, 0.500000) [1] 2
8 ( 0.500000, 0.000000) [1] 1
9 ( 1.000000, 0.500000) [1] 3
10 ( 0.750000, 0.750000) [0]
11 ( 0.250000, 0.250000) [0]
12 ( 0.750000, 0.250000) [0]
13 ( 0.250000, 0.750000) [0]
14 ( 0.750000, 1.000000) [1] 1
15 ( 0.000000, 0.750000) [1] 2
16 ( 0.250000, 0.000000) [1] 1
17 ( 1.000000, 0.250000) [1] 3
18 ( 0.875000, 0.875000) [0]
19 ( 0.375000, 0.375000) [0]
20 ( 0.250000, 1.000000) [1] 1
21 ( 0.000000, 0.250000) [1] 2
22 ( 0.750000, 0.000000) [1] 1
23 ( 1.000000, 0.750000) [1] 3
24 ( 0.625000, 0.625000) [0]
25 ( 0.125000, 0.125000) [0]
26 ( 0.375000, 0.125000) [0]
27 ( 0.875000, 0.375000) [0]
28 ( 0.875000, 0.125000) [0]
29 ( 0.625000, 0.875000) [0]
30 ( 0.125000, 0.625000) [0]
31 ( 0.125000, 0.875000) [0]
32 ( 0.625000, 0.125000) [0]
33 ( 0.500000, 0.250000) [0]
34 ( 0.625000, 0.375000) [0]
35 ( 0.875000, 0.625000) [0]
36 ( 0.750000, 0.500000) [0]
37 ( 0.375000, 0.875000) [0]
38 ( 0.500000, 0.750000) [0]
39 ( 0.375000, 0.625000) [0]
40 ( 0.125000, 0.375000) [0]
41 ( 0.250000, 0.500000) [0]
Element types and connectivity
the columns contain:
- element number
- element type
- subdomain number
- the global node numbers of the nodes in the element.
#
1 ElmT3n2D 1 3 16 25
2 ElmT3n2D 1 4 17 28
3 ElmT3n2D 2 1 14 18
4 ElmT3n2D 2 2 15 31
5 ElmT3n2D 1 4 28 22
6 ElmT3n2D 1 5 19 34
7 ElmT3n2D 1 8 32 26
8 ElmT3n2D 1 1 18 23
9 ElmT3n2D 1 5 34 24
10 ElmT3n2D 1 9 35 27
11 ElmT3n2D 2 2 31 20
12 ElmT3n2D 2 5 24 39
13 ElmT3n2D 2 6 37 29
14 ElmT3n2D 2 3 25 21
15 ElmT3n2D 2 5 39 19
16 ElmT3n2D 2 7 40 30
17 ElmT3n2D 1 8 26 16
18 ElmT3n2D 1 11 25 26
19 ElmT3n2D 1 16 26 25
20 ElmT3n2D 1 9 27 17
21 ElmT3n2D 1 12 28 27
22 ElmT3n2D 1 17 27 28
23 ElmT3n2D 2 6 29 14
24 ElmT3n2D 2 10 18 29
25 ElmT3n2D 2 14 29 18
26 ElmT3n2D 2 7 30 15
27 ElmT3n2D 2 13 31 30
28 ElmT3n2D 2 15 30 31
29 ElmT3n2D 1 12 32 28
30 ElmT3n2D 1 8 22 32
31 ElmT3n2D 1 28 32 22
32 ElmT3n2D 1 11 33 19
33 ElmT3n2D 1 12 34 33
34 ElmT3n2D 1 19 33 34
35 ElmT3n2D 1 12 33 32
36 ElmT3n2D 1 11 26 33
37 ElmT3n2D 1 32 33 26
38 ElmT3n2D 1 10 35 18
39 ElmT3n2D 1 9 23 35
40 ElmT3n2D 1 18 35 23
41 ElmT3n2D 1 12 36 34
42 ElmT3n2D 1 10 24 36
43 ElmT3n2D 1 34 36 24
44 ElmT3n2D 1 10 36 35
45 ElmT3n2D 1 12 27 36
46 ElmT3n2D 1 35 36 27
47 ElmT3n2D 2 13 37 31
48 ElmT3n2D 2 6 20 37
49 ElmT3n2D 2 31 37 20
50 ElmT3n2D 2 10 38 24
51 ElmT3n2D 2 13 39 38
52 ElmT3n2D 2 24 38 39
53 ElmT3n2D 2 13 38 37
54 ElmT3n2D 2 10 29 38
55 ElmT3n2D 2 37 38 29
56 ElmT3n2D 2 11 40 25
57 ElmT3n2D 2 7 21 40
58 ElmT3n2D 2 25 40 21
59 ElmT3n2D 2 13 41 39
60 ElmT3n2D 2 11 19 41
61 ElmT3n2D 2 39 41 19
62 ElmT3n2D 2 11 41 40
63 ElmT3n2D 2 13 30 41
64 ElmT3n2D 2 40 41 30
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