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doc:user:general:ifields

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doc:user:general:ifields [2015/01/07 15:07] bomandoc:user:general:ifields [2015/01/26 12:15] joris
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-====== Internal Fields ======+====== Fields at Gauss Points ======
  
-Fields that are saved for each integration point are referenced by codes with the ''IF'' prefix (standing for **I**nternal **F**ield).+Fields that are computed at each integration point are referenced by codes with the ''IF'' prefix (standing for **I**nternal **F**ield).
  
  
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 | ''IF_EVMS'' | von Mises stress |  | ''IF_EVMS'' | von Mises stress | 
 | ''IF_TRIAX'' | stress triaxiality T = hydrostatic stress / equivalent stress |  | ''IF_TRIAX'' | stress triaxiality T = hydrostatic stress / equivalent stress | 
-| ''IF_RUPT_CRIT''Rupture Criterion |+| ''IF_RUPT_CRIT''rupture Criterion |
 | ''IF_DYNAMIC_YIELD'' | dynamic yield stress|  | ''IF_DYNAMIC_YIELD'' | dynamic yield stress| 
 | ''IF_STATIC_YIELD'' | static yield stress |  | ''IF_STATIC_YIELD'' | static yield stress | 
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 $$ $$
- \boldsymbol{\sigma}_{cauchy} = \dfrac{\boldsymbol{F}\,\boldsymbol{\sigma}_{PK2}\,\boldsymbol{F}^T}{det(F_{total})}+ \boldsymbol{\sigma}_{\text{cauchy}} = \dfrac{\mathbf{F}\,\boldsymbol{\sigma}_{\text{PK2}}\,\mathbf{F}^T}{\det(\mathbf{F}_{\text{total}})}
 $$ $$
doc/user/general/ifields.txt · Last modified: 2018/08/30 12:56 by papeleux

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