Noor A K, Burton W S. Assessment of computational model sfor multilayered composite shells [J] . A p pl Mech Rev,1990, 43 : 67 - 97.
[2]
张 雨, 向锦武. 复合材料层合厚圆柱壳高阶理论的改进及其应用[J] . 复合材料学报, 2002, 19 (4) : 86 - 91.Zhang Y, Xiang J W. Higher-order t heory and it s finite element met hod for t hick laminated composite cylindrical shell s[J] . Acta Materiae Compositae S inica, 2002, 19 (4) : 86 -91.
[3]
Reddy J N. An evaluation of equivalent-single-layer and layerwise t heories of composite laminates [J] . Comp S t ruct,1993, 25 : 21 - 58.
[4]
Xiang Z H, Xue M D, Liu Y H, Cen Z Z. Finite elementbuckling analysis of rotationally periodic laminated compositeshells [J] . I nt J N umer Meth Eng, 2002, 53 : 959 - 981.
[5]
程乐锦. 薛明德. 胡 宁. 基于三维有限元法的层合圆柱壳应力分析[J] . 复合材料学报, 2003, 19 (4) : 88 - 93.Cheng L J, Xue M D, Hu N. St ress analysis of t he laminatedcylindrical shells based on t he 3D FEM [J] . A cta MateriaeCompositae S inica, 2003, 19 (4) : 88 - 93.
[6]
Wilson E L, Taylor R L, Doherty W P, et al . IncompatibleDisplacement Models [A] . In : Fenves Steven J . Numericaland Computer Met hods in St ructural Mechanics [M] . NewYork : Academic Press Inc, 1973.
[7]
王勖成. 有限单元法[M] . 北京: 清华大学出版社, 2003.Wang X C. Finite Element Met hod [M] . Beijing : TsinghuaUniversity Press, 2003.
[8]
李建中. 旋转周期结构屈曲问题的数值分析[D] . 北京: 清华大学, 1998.Li J Z. Numerical analysis of buckling of rotationally periodicst ructures [D] . Beijing : Tsinghua University, 1998.
[9]
Han B, Simit ses GJ . Analysis of anisot ropic laminated cylindrical shell s subjected to destabilizing loads Ⅱ: Numerical result s [J] . Comp S t ruct, 1991, 17 : 183 - 205.
