Jing Yong-jie. Plastic Analysis of Thin Plates with Anisotropic Hardening[J]. Applied Mathematics and Mechanics, 1986, 7(3): 225-234.
 Citation: Jing Yong-jie. Plastic Analysis of Thin Plates with Anisotropic Hardening[J]. Applied Mathematics and Mechanics, 1986, 7(3): 225-234.

# Plastic Analysis of Thin Plates with Anisotropic Hardening

• Publish Date: 1986-03-15
• In this paper we discuss the adoption of the anisotropic hardening model due to the existence of Bauschinger effect when thin plate is applied by repeated loading, The loading condition of thin plates for linear kine matic hardening has been deduced in terms of generalized forces and generalized plastic deformation, And it can be extended to non-linear results kinematic hardening and mixed hardening, hinally as an example the numerical are obtained for a circular place.
•  [1] Shield, R, T, and H, Ziegler, On Prager's hardening rule, J.Appl.Math, Phys,(ZAMP).9a, 3 (1958).260-276. [2] Ziegler, H,A Modification of Prager's hardening rules, Quarterly Appl, Math.,17(1959), 55-65. [3] Mroz,Z,On the description of anisotropic work-hardening, I, Mech, Phys, Solids, 15(1967), 163-175. [4] Axelsson, K, and A, Samuelsson, rinite element analysis of elasto-Plastic materials displaying mixed hardening, Intel, J.Num, Meth, Engng, 14 (1979),211-225. [5] Lamba, H, S, and O, M, Sidebottom, Cyclic plasticity for nonproportional paths; Part 2-comparison with prediction of three incremental plasticity models, J.Lngny Mat.Tech, (Trans, ASME) 100, Jan, (1978),104-111. [6] Zenner, H,On life prediction in low cyclic-fatigue, Proceedings of the International Symposium on low-Cycle Faligue Strength,and Elasto-Plasiie Behaaiour of Materials, (1979). [7] Kachanov, L, M,Foundation of the Theory of Plaslicity (1971). [8] Hwang, Chintsun, Incremential Stress-strain law applied to work-hardening plastic materials, I.Appl, Mech.,(Trans, ASMIJ)Dec, (1959),594-598.

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