A New Hybrid Quadrilateral Finite Element for Mindlin Plate

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Chin Yi, Zhang Jing-yu. A New Hybrid Quadrilateral Finite Element for Mindlin Plate[J]. Applied Mathematics and Mechanics, 1994, 15(2): 179-188.

Citation:

Chin Yi, Zhang Jing-yu. A New Hybrid Quadrilateral Finite Element for Mindlin Plate[J]. Applied Mathematics and Mechanics, 1994, 15(2): 179-188.

Citation:

Chin Yi, Zhang Jing-yu. A New Hybrid Quadrilateral Finite Element for Mindlin Plate[J]. Applied Mathematics and Mechanics, 1994, 15(2): 179-188.

[1]	丁浩江、周卫宇、孙丽波.一种新型的平板弯曲单元,力学学报.18(5) (1986).
[2]	Robert, D, Cook,有限元分析的概念和应用》.大连工学院数力系译(1978).
[3]	张敬宇、杨海元,建立杂交有限元模型的一种简明格式,天津大学学报.(增2) (1984).
[4]	Crisfield,M. A,A four-node thin-plate bending element using shear constraints-A modified version of Lyon's element,Comput. Methods, Appl,Mech, Eng,38(1983).
[5]	杨海元、张敬宇,《一种薄厚板均适用的平板弯曲九自由度全协调三角形有限元》,天津大学科研处(1979).
[6]	Tessler,Alexander,A prior identification of shear locking and stiffening in triangular Mindlin element,Comput. Methods Appl. Mech. Eng,53(1985).
[7]	谢贻权、何福保,《弹性和塑性力学中的有限单元法》,机械工业出版社(1982).
[8]	Salerno, V, L, and M, A, Goldberg, Effect of shear deformations on the bending of rectangular plates, J.A, M,27(1)(1960).
[9]	S.铁摩辛柯等.《板壳理论》,科学出版社(1977).
[10]	张福范,均布荷载下悬臂矩形板的弯曲.应用数学和力学.1(3) (1980).