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Integration algorithm for modeling the elasto- viscoplastic response of polycrystalline materials

机译:用于建模多晶材料弹黏塑性响应的积分算法

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摘要

An integration scheme is presented for modeling the texture evolution and stress strain response of elasto-viscoplastic polycrystalline materials. Single crystal kinematics based on a multiplicative decomposition of the deformation gradient is used to obtain an evolution equa- tion for the crystal elastic deformation gradient. An implicit scheme to integrate this equation is presented which is stable and efficient. The reorientation of the crystal as well as the elastic strain can then be obtained from a polar decomposition of the elastic deformation gradient. Numerical studies are presented using material parameters for aluminum (FCC crystals) and zircaloy (HCP crystals) to den1onstrate the general nature of the model. Predictions of the model are also compared with those obtained using a rigid-viscoplastic polycrystal mode1 which neglects the elastic response. Retaining the elastic response makes the model useful for large deformation analyses where both anisotropy due to texture as well as elastic effects such as springback and residual stresses are important.
机译:提出了一种集成方案,用于模拟弹粘塑性多晶材料的织构演变和应力应变响应。基于变形梯度的乘法分解的单晶运动学被用于获得晶体弹性变形梯度的演化方程。提出了一种稳定且高效的积分方程的隐式方案。然后可以从弹性变形梯度的极性分解中获得晶体的重新取向以及弹性应变。使用铝(FCC晶体)和锆合金(HCP晶体)的材料参数进行了数值研究,以证明模型的一般性质。该模型的预测结果也与使用忽略了弹性响应的刚粘塑性多晶模1得到的结果进行了比较。保留弹性响应使该模型可用于大变形分析,在大变形分析中,由于纹理引起的各向异性以及诸如回弹和残余应力之类的弹性效应都很重要。

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