Difference between revisions of "Isotropic Softening Material"

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This [[Material Models|MPM Material]] is an isotropic, elastic material, but once it fails, it develops anisotropic damage. The constitutive law for this material is
This [[Material Models|MPM Material]] is an isotropic, elastic material, but once it fails, it develops anisotropic damage. The constitutive law for this material is
\tens\sigma = (\tens I - \tens D)\tens C \tens \varepsilon  
 
     
<math>\sigma = ( I - D)C \varepsilon</math>


The elastic regime for this material is identical to a [[Mooney Material|Mooney]] except that it only allows a Neohookean elastic regime (with G = G<sub>1</sub> and G<sub>2</sub> = 0).,
The elastic regime for this material is identical to a [[Mooney Material|Mooney]] except that it only allows a Neohookean elastic regime (with G = G<sub>1</sub> and G<sub>2</sub> = 0).,

Revision as of 13:19, 13 January 2016

Constitutive Law

This MPM Material is an isotropic, elastic material, but once it fails, it develops anisotropic damage. The constitutive law for this material is

      [math]\displaystyle{ \sigma = ( I - D)C \varepsilon }[/math]

The elastic regime for this material is identical to a Mooney except that it only allows a Neohookean elastic regime (with G = G1 and G2 = 0).,