Tetrahedral mesh of unit square
0
I've got a simple question: How does a tetrahedral mesh of the unit square $(0,1)^3$ look like?
geometry numerical-methods
asked Nov 18 at 16:02
StMan
1387
add a comment |
0
I've got a simple question: How does a tetrahedral mesh of the unit square $(0,1)^3$ look like?
geometry numerical-methods
asked Nov 18 at 16:02
StMan
1387
There are 6 different non-isomorphic tetrahedralizations of the unit cube. See Fig. 2 of this paper (Pellerin and Remacle, 2018).
– Rahul
Nov 18 at 16:18
Thank you! So, if I understood the section of the paper correctly, all the meshes are congruent, right?
– StMan
Nov 18 at 16:37
No, in this context "non-isomorphic" or "isomorphism-free" means "not congruent".
– Rahul
Nov 18 at 16:43
add a comment |
0
0
0
I've got a simple question: How does a tetrahedral mesh of the unit square $(0,1)^3$ look like?
geometry numerical-methods
asked Nov 18 at 16:02
StMan
1387
I've got a simple question: How does a tetrahedral mesh of the unit square $(0,1)^3$ look like?
geometry numerical-methods
geometry numerical-methods
asked Nov 18 at 16:02
StMan
1387
asked Nov 18 at 16:02
StMan
1387
asked Nov 18 at 16:02
StMan
1387
asked Nov 18 at 16:02
StMan
1387
asked Nov 18 at 16:02
StMan
1387
1387
There are 6 different non-isomorphic tetrahedralizations of the unit cube. See Fig. 2 of this paper (Pellerin and Remacle, 2018).
– Rahul
Nov 18 at 16:18
Thank you! So, if I understood the section of the paper correctly, all the meshes are congruent, right?
– StMan
Nov 18 at 16:37
No, in this context "non-isomorphic" or "isomorphism-free" means "not congruent".
– Rahul
Nov 18 at 16:43
add a comment |
There are 6 different non-isomorphic tetrahedralizations of the unit cube. See Fig. 2 of this paper (Pellerin and Remacle, 2018).
– Rahul
Nov 18 at 16:18
Thank you! So, if I understood the section of the paper correctly, all the meshes are congruent, right?
– StMan
Nov 18 at 16:37
No, in this context "non-isomorphic" or "isomorphism-free" means "not congruent".
– Rahul
Nov 18 at 16:43
There are 6 different non-isomorphic tetrahedralizations of the unit cube. See Fig. 2 of this paper (Pellerin and Remacle, 2018).
– Rahul
Nov 18 at 16:18
There are 6 different non-isomorphic tetrahedralizations of the unit cube. See Fig. 2 of this paper (Pellerin and Remacle, 2018).
– Rahul
Nov 18 at 16:18
Thank you! So, if I understood the section of the paper correctly, all the meshes are congruent, right?
– StMan
Nov 18 at 16:37
Thank you! So, if I understood the section of the paper correctly, all the meshes are congruent, right?
– StMan
Nov 18 at 16:37
No, in this context "non-isomorphic" or "isomorphism-free" means "not congruent".
– Rahul
Nov 18 at 16:43
No, in this context "non-isomorphic" or "isomorphism-free" means "not congruent".
– Rahul
Nov 18 at 16:43
add a comment |
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There are 6 different non-isomorphic tetrahedralizations of the unit cube. See Fig. 2 of this paper (Pellerin and Remacle, 2018).
– Rahul
Nov 18 at 16:18
Thank you! So, if I understood the section of the paper correctly, all the meshes are congruent, right?
– StMan
Nov 18 at 16:37
No, in this context "non-isomorphic" or "isomorphism-free" means "not congruent".
– Rahul
Nov 18 at 16:43