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A Macroscopic Yield Function Coupled with Crystal Plasticity Theory for Modeling Forming of AZ31 Magnesium Alloy Sheets

机译:宏观屈服函数与晶体可塑性理论耦合对AZ31镁合金薄板成形的建模

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We present a multi-scale computational tool that uses an anisotropic yield function developed by Cazacu et. al [5] to generate yield surfaces for forming simulations of commercial grade AZ31 magnesium alloy sheets. This macroscopic scale model uses input parameters obtained (a) only from mechanical tests and (b) a combination of mechanical test data and data generated using a microstructure based crystal plasticity model that incorporates slip and twinning mechanisms and the accompanying texture evolution. The crystal plasticity model is calibrated using experimental texture data as well as macroscopic uniaxial tension and compression data. We compare the yield surfaces generated by both sets of data to assess the robustness and sensitivity of the calibration method.
机译:我们提出了一种使用Cazacu等人开发的各向异性屈服函数的多尺度计算工具。等人[5]生成屈服面用于商业级AZ31镁合金薄板的成形模拟。此宏观模型使用输入的参数(a)仅从机械测试获得,以及(b)机械测试数据和使用基于微观结构的晶体塑性模型(结合了滑移和孪生机制以及伴随的纹理演化)生成的数据的组合。使用实验纹理数据以及宏观单轴拉伸和压缩数据对晶体可塑性模型进行校准。我们比较两组数据生成的屈服面,以评估校准方法的鲁棒性和敏感性。

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