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Plastic limit analysis with non linear kinematic strain hardening for metalworking processes applications

机译:具有非线性运动应变硬化的塑性极限分析,适用于金属加工工艺应用

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摘要

Limit analysis approaches are widely used to deal with metalworking processes analysis; however, they are applied only for perfectly plastic materials and recently for isotropic hardening ones excluding any kind of kinematic hardening. In the present work, using Implicit Standard Materials concept, sequential limit analysis approach and the finite element method, our objective consists in extending the limit analysis application for including linear and non linear kinematic strain hardenings. Because this plastic flow rule is non associative, the Implicit Standard Materials concept is adopted as a framework of non standard plasticity modeling. The sequential limit analysis procedure which considers the plastic behavior with non linear kinematic strain hardening as a succession of perfectly plastic behavior with yielding surfaces updated after each sequence of limit analysis and geometry updating is applied. Standard kinematic finite element method together with a regularization approach is used for performing two large compression cases (cold forging) in plane strain and axisymmetric conditions.
机译:极限分析方法被广泛用于金属加工过程分析。但是,它们仅用于完美的塑性材料,最近用于各向同性的硬化材料,但不包括任何类型的运动硬化。在当前工作中,使用隐式标准材料的概念,顺序极限分析方法和有限元方法,我们的目标在于扩展极限分析应用程序,以包括线性和非线性运动学应变硬化。由于此塑性流动规则是非关联的,因此采用“隐含标准材料”概念作为非标准塑性建模的框架。顺序极限分析程序将具有非线性运动学应变硬化的塑性行为视为一连串的完美塑性行为,并在每个极限分析和几何更新序列应用后更新屈服面。标准运动学有限元方法和正则化方法一起用于在平面应变和轴对称条件下执行两种大压缩情况(冷锻)。

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