Difference between revisions of "Anisotropic, Hyperelastic Material"
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== Constitutive Law == | == Constitutive Law == | ||
This [[Material Models|MPM material]] is an anisotropic hyperelastic material for dry woven fabrics in forming simulations. This material is only suitable for [[MPM Region and Hole Commands#Membrane Particles|membrane particles]] defining a 2D fabric plane in 3D simulations. The fabric modeling and meaning of material properties are found in Refs <ref | This [[Material Models|MPM material]] is an anisotropic hyperelastic material for dry woven fabrics in forming simulations. This material is only suitable for [[MPM Region and Hole Commands#Membrane Particles|membrane particles]] defining a 2D fabric plane in 3D simulations. The fabric modeling and meaning of material properties are found in Refs <ref name="Boisse"/>. | ||
== Material Properties == | == Material Properties == | ||
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== Examples == | == Examples == | ||
== References == | |||
<references> | |||
<ref name="Boisse"/>P. Boisse, N.Hamila, F. Helenon, Y. Aimene, and T. Mabrouki, "Draping of Textile Composite Reinforcements: Continuous and Discrete Approaches," <i>Advanced Composites Letters</i>, '''16'''(4) (2019).</ref> | |||
</references> | |||
Revision as of 15:37, 26 April 2024
Constitutive Law
This MPM material is an anisotropic hyperelastic material for dry woven fabrics in forming simulations. This material is only suitable for membrane particles defining a 2D fabric plane in 3D simulations. The fabric modeling and meaning of material properties are found in Refs [1].
Material Properties
These properties can be determined by various fabric tests.
| Property | Description | Units | Default |
|---|---|---|---|
| THETA0 | Initial orientation angle | degrees | 0 |
| Eyarn | Equivalent elastic modulus of the fabric | pressure units | 0 |
| nu | Equivalent elastic modulus of the fabric | none | 0 |
| T10 T11 T12 T13 T14 |
Traction interpolation coefficient in direction 1 | pressure units | 0 |
| T20 T21 T22 T23 T24 |
Traction interpolation coefficient in direction 2 | pressure units | 0 |
| SH0 SH1 SH2 SH3 SH4 SH5 SH6 SH7 SH8 SH9 SH10 SH11 SH12 |
Shearing Interpolation coefficient in the 1-2 plane | pressure units | 0 |
History Variables
This material uses four history variable:
- J or the determinant of the deformation and equal to V/V0.
- Theta 12 history
- l 1 history
- l 2 history
Examples
References
- ↑ Cite error: Invalid
<ref>tag; no text was provided for refs namedBoisse
Cite error: <ref> tag defined in <references> with name "Boisse" has no content.