Table 2: Shape functions N and their derivatives with respect to r, s and t of a tetrahedron T10 element
Node Number |
Shape Function N |
|
|
|
0 |
r(2r-1) |
|||
1 |
s(2s-1) |
|||
2 |
t(2t-1) |
|||
3 |
u(2u-1) |
|||
4 |
4rs |
|||
5 |
4st |
|||
6 |
4rt |
|||
7 |
4tu |
|||
8 |
4su |
|||
9 |
4ru |
u = 1-r-s-t
Table 3: Shape functions N and their derivatives with respect to r, s and t of a tetrahedron TP2 element
Node Number |
Shape Function N |
|
|
|
0 |
r |
|||
1 |
s |
|||
2 |
t |
|||
3 |
u |
|||
4 |
4rs |
|||
5 |
4st |
|||
6 |
4rt |
|||
7 |
4tu |
|||
8 |
4su |
|||
9 |
4ru |
u = 1-r-s-t
Statistical Mechanics: Entropy, Order Parameters, and Complexity,
now available at
Oxford University Press
(USA,
Europe).