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An implicit integration algorithm for the finite element implementation of a nonlinear anisotropic material model including hysteretic nonlinearity

机译:包含滞回非线性的非线性各向异性材料模型有限元实现的隐式积分算法

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Fully implicit integration schemes have been demonstrated to be very robust and efficient for nonlinear elastoplastic and elastic- viscoplastic models and enjoy widespread use in finite element formulations. The paper introduces a new form of fully implicit local and global algorithms for the integration of nonlinear elastoplastic constitutive laws including anisotropic plasticity and hysteretic small strain elastic nonlinearity.
机译:对于非线性弹塑性和弹粘塑性模型,完全隐式积分方案已被证明是非常强大和有效的,并且在有限元公式中得到广泛使用。本文介绍了一种新形式的完全隐式局部和全局算法,用于积分非线性弹塑性本构关系,包括各向异性可塑性和滞后小应变弹性非线性。

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