*MAT_026 (HONEYCOMB)
LS-DYNA Input Interface KeywordThis keyword defines an orthotropic compressible honeycomb material.
Format
| (1) | (2) | (3) | (4) | (5) | (6) | (7) | (8) |
|---|---|---|---|---|---|---|---|
| *MAT_026 or *MAT_HONEYCOMB | |||||||
| mat_ID | |||||||
| LC1 | LC2 | LC3 | LCS | LC12 | LC23 | LC31 | LCSR |
| EAAU | EBBU | ECCU | GABU | GBCU | GCAU | AOPT | |
| A1 | A2 | A3 | |||||
| D1 | D2 | D3 | TSEF | SSEF | |||
Definition
| Field | Contents | SI Unit Example |
|---|---|---|
| mat_ID | Material identifier (Integer) |
|
| Initial density (Real) |
||
| LC1 | Stress vs either relative volume or volumetric strain in
direction 1 (Real) |
|
| LC2 | Stress vs either relative volume or volumetric strain in
direction 2 (Real) |
|
| LC3 | Stress vs either relative volume or volumetric strain in
direction 3 (Real) |
|
| LCS | Shear stress vs either relative volume or volumetric
strain (Real) |
|
| LC12 | Shear stress vs shear strain in direction
12 (Real) |
|
| LC23 | Shear stress vs shear strain in direction
23 (Real) |
|
| LC31 | Shear stress vs shear strain in direction 31 | |
| LCSR | Scaling coefficients for stress vs strain
rate (Real) |
|
| LC31 | Shear stress vs either relative volume or volumetric strain
in direction 31 (Real) |
|
| E11 | Young modulus in direction 1 (Real) |
|
| E11 | Young modulus in direction 2 (Real) |
|
| E11 | Young modulus in direction 3 (Real) |
|
| G12 | Shear modulus in direction 12 (Real) |
|
| G23 | Shear modulus in direction 23 (Real) |
|
| G32 | Shear modulus in direction 32 (Real) |
|
| AOPT | Choice of orthotropy axis
(Integer) |
|
| A1, A2, A3 | First orthotropy direction vector for
AOPT=2 (Real) |
|
| D1, D2, D3 |
With A1, A2, A3 determines 12 plane of orthotropy for AOPT=2 (Real) |
|
| TSEF | Tensile strain to failure (Real) |
|
| SSEF | Shear strain to failure (Real) |
Comments
- This material law maps to /MAT/LAW50 (VISC_HONEY) and /PROP/TYPE6 (SOL_ORTH).
- The material is fully compressible. All degrees of freedom are decoupled.
- Curves in directions 1, 2, 3 are engineering stresses as functions of either volumetric strain, which means the first abscissa point is negative or relative volume (the first abscissa point is positive).
- Positive stresses and strains correspond to compression in direction 1, 2, 3.
- The option “_TITLE” can be added to the end of this keyword. When “_TITLE” is included, an extra 80 character long line is added after the keyword input line which allows an entity title to be defined.