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SOLID185 element uses enhanced strain formulation, simplified enhanced strain formulation, or uniform reduced integration.
Importance of finite strain formulation is demonstrated.
To accurately simulate large deformations we consider the co-rotated strain formulation.
Our large strain formulation additively decomposes the inelastic strain rate into components along the octahedral and cubic slip planes.
Our incremental large strain formulation additively decomposes the inelastic strain rate into components along the octahedral and cubic slip planes.
A rate-independent small strain formulation from crystal plasticity theory was implemented.
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The plane stress and strain formulations are employed for in-plane and through-thickness models respectively.
Unlike most of the existing finite strain formulations which use classical strain measures and objective corotational rates, the current approach emphasises the logarithmic objective description as an alternative.
In this paper, we study various micro-mechanical strain formulations for three-dimensional granular assemblies, following the work of Bagi in two dimensions (Bagi, 2006).
The extension of small strain formulations to the finite strain case, which is based on the multiplicative decomposition of the deformation gradient into elastic and inelastic parts, proved not straight forward.
A one-dimensional finite-strain formulation [developed by Jeeravipoolvarn (2010)] was used.
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