Commands list
SORT A-Z
-
- EOS_GRUNEISEN
- MAT_BB
- MAT_BERGSTROM_BOYCE
- MAT_CABLE
- MAT_CERAMIC
- MAT_CONCRETE_2017
- MAT_CONCRETE_2018
- MAT_CONCRETE_2021
- MAT_CREEP
- MAT_ELASTIC
- MAT_FABRIC
- MAT_FABRIC_ISOTROPIC
- MAT_FLUID
- MAT_FOAM
- MAT_FORMING
- MAT_FORMING_R
- MAT_GRANULAR_CAP
- MAT_HJC_CONCRETE
- MAT_HOEK_BROWN
- MAT_HOT_FORMING
- MAT_HSS
- MAT_JC
- MAT_JC_FIELD
- MAT_JH_CERAMIC
- MAT_LEE_TARVER
- MAT_LIBRARY
- MAT_METAL
- MAT_MMC
- MAT_MMC_OST
- MAT_MM_CONCRETE
- MAT_MOONEY_RIVLIN
- MAT_MULTILAYER_ORTHOTROPIC
- MAT_OBJECT
- MAT_ORTHOTROPIC
- MAT_POWDER_BURN
- MAT_REBAR
- MAT_RIGID
- MAT_USER_X
- MAT_VISCOUS_FOAM
- MAT_VISCO_PLASTIC
- MAT_YEOH
- MAT_ZA
- PROP_DAMAGE_BRITTLE
- PROP_DAMAGE_CL
- PROP_DAMAGE_CL_0_45_90
- PROP_DAMAGE_CL_ANISOTROPIC
- PROP_DAMAGE_CL_REGULARIZE
- PROP_DAMAGE_HC
- PROP_DAMAGE_IMP
- PROP_DAMAGE_IMP_ISO
- PROP_DAMAGE_JC
- PROP_DAMAGE_JC_REGULARIZE
- PROP_DAMAGE_STRAIN
- PROP_THERMAL
Third-party add-ons
*COORDINATE_SYSTEM_CYLINDRICAL
"Optional title"
csysid, $x_0$, $y_0$, $z_0$
$\hat{z}_x$, $\hat{z}_y$, $\hat{z}_z$, $\hat{R}_{0x}$, $\hat{R}_{0y}$, $\hat{R}_{0z}$
"Optional title"
csysid, $x_0$, $y_0$, $z_0$
$\hat{z}_x$, $\hat{z}_y$, $\hat{z}_z$, $\hat{R}_{0x}$, $\hat{R}_{0y}$, $\hat{R}_{0z}$
Parameter definition
| Variable | Description |
|---|---|
| csysid | Unique identification number |
| $x_0$ | X-coordinate of a point on the cylinder axis |
| $y_0$ | Y-coordinate of a point on the cylinder axis |
| $z_0$ | Z-coordinate of a point on the cylinder axis |
| $\hat{z}_x$ | X-component of axial direction |
| $\hat{z}_y$ | Y-component of axial direction |
| $\hat{z}_z$ | Z-component of axial direction |
| $\hat{R}_{0x}$ | X-component of radial direction at $\theta=0$ |
| $\hat{R}_{0y}$ | Y-component of radial direction at $\theta=0$ |
| $\hat{R}_{0z}$ | Z-component of radial direction at $\theta=0$ |
Description
Defines a fixed local cylindrical coordinate system. A point on the cylindrical center axis is located at ($x_0$, $y_0$, $x_0$) and the local axial direction is ($\hat{z}_x$, $\hat{z}_y$, $\hat{z}_z$).
