有限变形的二次梯度塑性理论

René Chambon , Denis Caillerie , Claudio Tamagnini
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引用次数: 22

摘要

将Chambon等人[2]的工作扩展到有限变形状态,基于变形梯度的乘法分解、二次变形梯度的加性分解和最大耗散原理,建立了具有微观结构的各向同性材料塑性局部二次梯度理论。
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A finite deformation second gradient theory of plasticity

Extending the previous work by Chambon et al. [2] to the finite deformation regime, a local second gradient theory of plasticity for isotropic materials with microstructure is developed based on the multiplicative decomposition of the deformation gradient, the additive decomposition of the second deformation gradient and the principle of maximum dissipation.

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