Uniaxial Tension and Compression Data
Uniaxial stress strain data are in terms of nominal stresses (force per unit of original
cross-section area) and nominal strains (change in length per unit of original length).
Poisson effects are modeled by specifying lateral strains. For explicit time integration,
rate dependence is modeled by specifying stress strain data at different strain rates. Three
strain rate measures are available when Poisson effects are neglected: volumetric strain
rate; strain rate along each principal direction to evaluate principal stress in that
direction; and a maximum of principal direction strain rates to evaluate stress-strain
response along each principal direction. However, when Poisson effects are included, only
the maximum of principal direction rates is available as the strain measure to compute
stress-strain response along each principal direction. The stress-strain curves at different
strain rates should not intersect because it would produce an unstable material. For
implicit integration, the material response is based on quasi-static behavior and strain
rate dependence is not needed.
Table 1. Options for specifying uniaxial test data
Label |
Description |
Lateral strain data
|
Select Yes to specify lateral nominal
lateral strain for modeling Poisson effect; select No
otherwise. |
Strain rate
|
Strain rate measure used for stress-strain response. |
Enable rate extrapolation
|
Extrapolates strain rate dependent stress-strain data beyond
maximum specified strain rate. |
Table 2. Uniaxial compression or tension table column data
Label |
Description |
Nominal stress |
Nominal stress values. Specify absolute values for compression so that they are
positive. |
Nominal strain |
Nominal strain values. Specify absolute values for compression so that they are
positive. |
Nominal lateral strain |
Positive nominal lateral strain values when specifying compression data and
negative values for tension data to model Poisson effects. |
Use strain-rate dependent data |
Specify stress-strain data as a function of strain rates |
Use temperature-dependent data |
Specifies temperature dependent stress-strain data. A
Temperature field appears in the data table. For more information, see Specifying Material Data as a Function of Temperature and Independent Field Variables. |
Number of field variables |
Specifies field variable dependent stress-strain data. A
Field field appears in the data table each time the number
of field variables is incremented by one. For more
information, see Specifying Material Data as a Function of Temperature and Independent Field Variables. |
Additional Low Density Foam data
The following additional data is only relevant when explicit time integration is used. For
implicit time integration, the data is ignored.
Table 3. Low Density Foam tensile failure data
Label |
Description |
Specify tension cutoff |
Specifies maximum principal stress the low-density material can sustain in
tension. |
Enable failure |
Enables element deletion when tension cutoff is specified and the value
reached; Force maximum principal stress to be below the tension cutoff value
otherwise. |
Sudden changes in deformation rates can cause stress jumps. They can be prevented using
viscous regularization with relaxation time given by:
Here,
and
are linear and non-linear viscocity parameters while exponent
models the non-linearity as a function of material stretch
.
Table 4. Relaxation coefficients data
Parameter |
Description |
mu0 |
Linear viscocity parameter,
. |
mu1 |
Non-linear viscocity parameter,
. |
alpha |
Sensitivity parameter,
. |