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Robust Integration Schemes for Generalized Viscoplasticity with Internal-State Variables

机译:具有内部状态变量的广义粘塑性的鲁棒积分方案

摘要

The scope of the work in this presentation focuses on the development of algorithms for the integration of rate dependent constitutive equations. In view of their robustness; i.e., their superior stability and convergence properties for isotropic and anisotropic coupled viscoplastic-damage models, implicit integration schemes have been selected. This is the simplest in its class and is one of the most widely used implicit integrators at present.
机译:本演示文稿中的工作范围集中在速率相关本构方程积分算法的开发上。鉴于其健壮性;即,对于各向同性和各向异性耦合的粘塑性损伤模型,它们具有出色的稳定性和收敛性,因此选择了隐式积分方案。这是同类产品中最简单的,并且是目前使用最广泛的隐式积分器之一。

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