Materials > Material types > Hyperelastic and gasket material properties
Hyperelastic materials (Simcenter Samcef)
A hyperelastic material is a type of constitutive material model that is used to analyze materials that can experience large elastic strain that is recoverable.
You can only use these materials in Simcenter Samcef structural non-linear analyses.
The following table lists the hyperelastic materials supported by Samcef.
| Hyperelastic material type | Command |
|---|---|
| Ogden | .MAT BEHAV "Ogden" |
| Alexander | .MAT BEHAV "Alexander" |
| Hart-Smith | .MAT BEHAV "Hart-Smith" |
| Mooney-Rivlin | .MAT BEHAV "Mooney" |
Ogden material
You define the Ogden material properties on the Strain Energy page in the Manage Materials dialog box.
You can choose between a Strain Energy Potential in terms of Bulk Modulus or a Strain Energy Potential in terms of Compressibility definition law.
| Property | Notes |
|---|---|
| MU | μ coefficients. |
| Alpha | α coefficients. |
| Di | Appears if Strain Energy Potential in terms of Compressibility is selected.D coefficients. |
Note:
The λ terms of the equations are the principal stretch ratios.
Alexander material
You define the Alexander material specific properties on the Mechanical page in the Manage Materials dialog box.
| Property | Notes |
|---|---|
| C1, C2, C3, C4, C5 | Ci coefficients. |
| K | K coefficient. |
Hart-Smith material
You define the Hart-Smith material specific properties on the Mechanical page in the Manage Materials dialog box.
| Property | Notes |
|---|---|
| A, B, C | A, B, C coefficients. |
| Compressibility Coefficient (BULK) | K coefficient. |
Mooney-Rivlin material
You define the Mooney-Rivlin material specific properties on the Distortional Deformation page in the Manage Materials dialog box.
In the Distortional Deformation - (Aij) table, the Simcenter Samcef Ci coefficients of the law are defined as:
| Row | Column 1 | Column 2 | Column 3 | Column 4 | Column 5 |
|---|---|---|---|---|---|
| 1 | C2 | C5 | C9 | C14 | |
| 2 | C1 | C4 | C8 | C13 | |
| 3 | C3 | C7 | C12 | ||
| 4 | C6 | C11 | |||
| 5 | C10 |
Linear part of the law
The coefficients: C1, C2.
Parabolic part of the law
The coefficients: C3, C4, C5.
Cubic part of the law
The coefficients: C6, C7, C8, C9.
4th order part of the law
The coefficients: C10, C11, C12, C13, .C14
The K bulk coefficient is defined in the Mechanical page in the Manage Materials dialog box.
Hyperfoam material
You define the Hyperfoam material specific properties on the Mechanical page in the Manage Materials dialog box.
| Property | Notes |
|---|---|
| MU | μ coefficients. |
| Alpha | α coefficients. |
| Beta | β coefficients. |
For more information, see the Samcef material page.
Where do I find it?
| Application | Pre/Post |
|---|---|
| Prerequisite | Simcenter Samcef as the selected solver |
| Command Finder | Manage Materials |
| Location in dialog box | From the Type list, choose:Mooney-Rivlin→Create Material .Hart-Smith→Create Material .Ogden→Create Material .Alexander→Create Material Foam→Create Material |
Look up more details
Hart-Smith Material Definition dialog box (Simcenter Samcef)
Alexander Material Definition dialog box (Simcenter Samcef)
Foam Material Definition dialog box (Simcenter Samcef Structure)
Mooney-Rivlin Material Definition dialog box
Ogden Material Definition dialog box
Quick links
Command reference
Pre/Post video examples
Bulk Entry Descriptions
Simcenter 3D tutorials
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Hyperelastic materials (Simcenter Samcef), Simcenter 3D 2021.1 Series
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Source: https://docs.sw.siemens.com/en-US/doc/289054037/PL20200601120302950.advanced/xid1134104 · retrieved 2026-07-17