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Implementation of a generalized midpoint algorithm for integration of elastoplastic constitutive relations for von Mises’ hardening material

机译：冯·米塞斯硬化材料弹塑性本构关系积分的广义中点算法的实现

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G. P. Nikishkov; S. N. Atluri;
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年度 1993
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1. Integration method for constitutive equation of von Mises elastoplasticity with linear hardening [J] . Attila Kossa Periodica Polytechnica. Mechanical Engineering . 2007,第2期

机译：线性硬化的冯·米塞斯弹塑性本构方程的积分方法
2. Two-point constitutive equations and integration algorithms for isotropic-hardening rate-independent elastoplastic materials in large deformation [J] . Wang ZQ, Dui GS International Journal for Numerical Methods in Engineering . 2008,第12期

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3. Numerical implementation of a novel accurate stress integration scheme of the von Mises elastoplasticity model with combined linear hardening [J] . Attila Kossa, Laszlo Szabo Finite elements in analysis & design . 2010,第5期

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4. Application of Integration Algorithms for Elastoplastic Constitutive Relations [C] . Liu Yanfang, Shi Fazhong 2005 Mori Seiki 2nd International Conference on Die amp; Mould Technology; 20051017-19; Beijing(CN) . 2005

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5. THERMO-ELASTOPLASTIC ANALYSIS OF WORK-HARDENING MATERIALS USING THE FINITE ELEMENT METHOD (GEOTECHNICAL) [D] . ELRAFEI, ALI MOHAMED. 1985

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6. FEM and Von Mises Analysis on Prosthetic Crowns Structural Elements: Evaluation of Different Applied Materials [O] . Ennio Bramanti, Gabriele Cervino, Floriana Lauritano, 2017

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7. Elastoplastic analysis by active macro-zones with linearudkinematic hardening and von Mises materials. [O] . Zito L, Terravecchia S, Panzeca T 2014

机译：带有线性 ud的活动大区域的弹塑性分析运动硬化和冯·米塞斯材料。

Implementation of a generalized midpoint algorithm for integration of elastoplastic constitutive relations for von Mises’ hardening material

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