CSMm 2.5.Constitutive Laws
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[[Category: CSMm 2.Structure]] | [[Category: CSMm 2.Structure]] | ||
[[Category: CSMm 2.5.Constitutive_Laws]] | [[Category: CSMm 2.5.Constitutive_Laws]] | ||
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| + | For the moment one can use a simple elastic model or a more complex elasto-plastic model with a VonMisses yield criterion: | ||
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| + | *'''Elastic model''' | ||
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| + | <math>\boldsymbol{\sigma = D \cdot \epsilon} </math> | ||
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| + | *'''Elasto-Plastic model:''' | ||
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| + | It uses a '''Von Mises''' yield criterion: plastic yielding starts when the elastic energy stored in changes of shape reaches a critical value. | ||
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| + | <!-- The following text is commented--> | ||
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| + | <!-- | ||
The constitutive law class is a core class of kratos. Located in kratos/kratos/includes/constitutive_law.h. | The constitutive law class is a core class of kratos. Located in kratos/kratos/includes/constitutive_law.h. | ||
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--- to be continued | --- to be continued | ||
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Latest revision as of 11:22, 3 October 2013
For the moment one can use a simple elastic model or a more complex elasto-plastic model with a VonMisses yield criterion:
- Elastic model
- Elasto-Plastic model:
It uses a Von Mises yield criterion: plastic yielding starts when the elastic energy stored in changes of shape reaches a critical value.
