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Second order integration algorithms for j2 plasticity with generalized isotropic/kinematic hardening
Jahanshahi, M ; Sharif University of Technology | 2012
433
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- Type of Document: Article
- Publisher: AJCE , 2012
- Abstract:
- In this work four algorithms are presented for the integration of equations governing the behavior of von Mises material in plastic limit. Two of them are single-step and the others are double-step algorithms. Single-step algorithms are straight forward extension of backward Euler method or midpoint rule while double-step algorithms are a combination of two. In past similar algorithms were proposed for special cases of isotropic/kinematic hardening; however the algorithms presented in this work are applicable to general isotropic/kinematic hardening laws. Theoretical as well as numerical aspects are presented for all integration schemes and elaborated for double-step algorithms which are less explored in the literature. A comparison is made between the presented algorithms and the classical backward Euler method
- Keywords:
- Backward euler method ; Midpoint rule ; Nonlinear hardening ; Plasticity ; Second order
- Source: Asian Journal of Civil Engineering ; Volume 13, Issue 2 , April , 2012 , Pages 203-232 ; 15630854 (ISSN)
- URL: http://ajce.bhrc.ac.ir/tabid/1529/agentType/View/PropertyID/6002/Default.aspx