A constitutive model for spring-back prediction in which the change of Young's modulus with plastic deformation is considered

Author:

Zang S.L.,Liang J.,Guo C.

Publisher

Elsevier BV

Subject

Industrial and Manufacturing Engineering,Mechanical Engineering

Reference19 articles.

1. D.J. Zhang, Z.S. Cui, X.Y. Ruan, Y.Q. Li, Sheet spring-back prediction based on non-linear combined hardening rule and Barlat89's yielding function, Computational Materials Science 38 (2006) 256–262.

2. Spring-back evaluation of automotive sheets based on isotropic-kinematic hardening laws and non-quadratic anisotropic yield functions, Part I: Theory and formulation;Chung;International Journal of Plasticity,2005

3. W. Lems, The change of Young's modulus after deformation at low temperature and its recovery, Ph.D. Dissertation, Delft, 1963.

4. A process model for air bending;Vin;Journal of Materials Processing Technology,1996

5. Elasto-plastic formulation using a kinematic hardening model for spring-back analysis in sheet metal forming;Morestin;Journal of Materials Processing Technology,1996

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