[1] Zhu Zheng-you and Cheng Chang-jun,General mathematical theory of large deflections of thin plates with some holes,Acta Mechanica Sinica,2,3(1986),278-265. (in Chinese).
[2] Cheng Chang-jun and Lü Xiao-an,General mathematical theory of large deflections of perforated thin plates,Acta Mechanica Sinica,21,2(1989),193-203. (in Chinese).
[3] Cheng Chang-jun and Yang Xiao,The existance of bifurcation solutions,on the generalized von Kármán equations,Proc.MMM,Ed.Chien Wei-zang and Guo You-zhong.(in Chinese).
[4] Yang Xiao and Cheng Chang-jun,Variational principles of perforated thin plates and the finite element method for buckling and post-buckling analysis.(to appear).
[5] Cheng Chang-jun and Zhu Zheng-you,The buckled states of annular plates,Scientia Sinica(Series A),29,9(1986),956-965.
[6] Huang Chi-Lung,On post-buckling of orthotropic annular plates,Int.J.Nonlinear Mech.,10(1975),63-74.
[7] Cheng Chang-jun,Duan Wei and D.F.Parker,Elastic instability of polar orthotropic annular plates,Int.J.Engng Sci.,27,2(1989),109-121.
[8] Cheng Chang-jun and A.J.M.Spencer,Non-axisymmetric instability of polar orthotropic annular plates,J.Engng.Math.,23(1989).29-51.
[9] Cheng Chang-jun and Lü Xiao-an,Buckling and post-buckling of annular plates in shearingⅠ:Buckling,Ⅱ:Post-buckling,Comp.Meth.Appl.Mech.Eng.(to appear).
[10] Bathe,K.L.and E.L.Wilson,Numerical Methods in Finite Element Analysis,Perntice-Hall,Inc.(1976).
[11] Zienkiewisz,O.C.and Y.K.Cheung,The Finite Element Method in Structural and ContinuumMechanics,McGraw-Hill(1967).
[12] Zhu Zheng-you and Cheng Chang-jun,Numerical Computation Methods of BiurcationSolutions,Lanzhou University Press(1989).(in Chinese).
[13] Cao Zhi-hao,Matrix Eigenvalue Problems,Shanghai Science and Technology Press(1983).(in Chinese). |
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