| MAT1 |
— |
*MATERIAL |
— |
Material |
| MID |
*MATERIAL, NAME= |
| E |
*ELASTIC, TYPE=ISOTROPIC |
| G |
Calculated internally G(E, nu) |
| NU |
*ELASTIC, TYPE=ISOTROPIC |
| RHO |
*DENSITY |
| A |
*EXPANSION |
| TREF |
*EXPANSION, ZERO |
| GE |
*DAMPING, STRUCTURAL |
| MAT2 |
— |
*MATERIAL |
— |
Material |
| MID |
*MATERIAL, NAME= |
| Gij |
*ELASTIC, TYPE=ANISOTROPIC or *ELASTIC, TYPE=LAMINA if G13 and G23 are each
greater than greatest value of G11 x 10-10, G22 x 10-10, or
G33 x 10-10 |
| RHO |
*DENSITY |
| Ai |
*EXPANSION, TYPE=ORTHO |
| TREF |
*EXPANSION, ZERO |
| GE |
*DAMPING, STRUCTURAL |
| MAT8 |
— |
*MATERIAL |
— |
Material |
| MID |
*MATERIAL, NAME= |
| E1, E2, NU12, G12, G1Z, G2Z |
Data lines on *ELASTIC, TYPE=LAMINA |
| RHO |
*DENSITY |
| A1, A2 |
*EXPANSION, TYPE=ORTHO |
| TREF |
*EXPANSION, ZERO |
| GE |
*DAMPING, STRUCTURAL |
| MAT9 |
— |
*MATERIAL |
— |
Material |
| MID |
*MATERIAL, NAME= |
| Gij |
If the off-diagonal terms in rows and columns 4, 5, and 6 of the material
matrix are all zero: *ELASTIC, TYPE=ORTHOTROPIC |
| *ELASTIC, TYPE=ANISOTROPIC |
| RHO |
*DENSITY= |
| Ai |
*EXPANSION, TYPE=ANISO |
| TREF |
*EXPANSION, TYPE=ANISO, ZERO= |
| GE |
*DAMPING, STRUCTURAL= |