Inverse Asymptotic Solution Method for Finite Deformation Elasto-Plasticity

Article Contents

Article Navigation > Applied Mathematics and Mechanics > 1997 > 18(11): 959-966

Chen Zhida. Inverse Asymptotic Solution Method for Finite Deformation Elasto-Plasticity[J]. Applied Mathematics and Mechanics, 1997, 18(11): 959-966.

Citation:

Chen Zhida. Inverse Asymptotic Solution Method for Finite Deformation Elasto-Plasticity[J]. Applied Mathematics and Mechanics, 1997, 18(11): 959-966.

Citation:

Chen Zhida. Inverse Asymptotic Solution Method for Finite Deformation Elasto-Plasticity[J]. Applied Mathematics and Mechanics, 1997, 18(11): 959-966.

Beijing Graduate School, China University of Mining, Beijing 100083, P. R. China

[1]	陈至达,《有理力学》,中国矿业大学出版社,徐州(1988).
[2]	陈至达,《杆、板、壳大变形理论》,科学出版社,北京(1994).
[3]	P.Liand Z,D,Chen,The updated co-moving coordinate formulation of continuum mechanics based on the S-R decomposition theorem,Computer Method in-Applied Mechanics and Engineering,114(1994),21-34.
[4]	E,M,Cegal,elc,Research on Plastic Deformation of Metal by Moirc Method,Metallugical Publisher,Moscow(1974),154.
[5]	M,M,Frocht,Photoelasticity,Vol.Ⅱ,John Wiley&Sons(1948),76.
[6]	Z.D,Chen and X.C.Liu,Nonlinear geo metric field theory and viscoplasticity of large deform anon,MD,Vol 69-1,Proeedings of the ASME Materials Division,Editurs,N,R.ScGttc's,etc.(1995),429-440.