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Cam-Clay plasticity, part IV: Implicit integration of anisotropic bounding surface model with nonlinear hyperelasticity and ellipsoidal loading function

机译:凸轮黏土可塑性,第四部分:具有非线性超弹性和椭球加载函数的各向异性边界面模型的隐式积分

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This paper describes a fully implicit stress-point integration algorithm for a class of anisotropic bounding surface plasticity models with ellipsoidal loading function. The plasticity model is coupled with a nonlinear hyperelastic model to ensure that the elastic component of the combined model is energy-conserving. A key feature of the integration algorithm for the combined model is a return mapping in strain space, which allows fully implicit integration and consistent linearization of the constitutive equations.
机译:本文针对一类具有椭圆加载函数的各向异性边界表面可塑性模型描述了一种完全隐式的应力点积分算法。塑性模型与非线性超弹性模型耦合,以确保组合模型的弹性成分是节能的。用于组合模型的积分算法的关键特征是应变空间中的返回映射,该映射允许完全隐式积分和本构方程的一致线性化。

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