## 留言板

 引用本文: 陈铭俊, 谭国焕, 张佑啟. 解平行四边形薄板弯曲问题的样条有限条法[J]. 应用数学和力学, 1984, 5(6): 755-764.
M. J. Chen L. G. Tham, Y. K. Cheung, . Analysis of Thin Parallelogram Plates’ Bending by Spline-Finite-Strip Method[J]. Applied Mathematics and Mechanics, 1984, 5(6): 755-764.
 Citation: M. J. Chen L. G. Tham, Y. K. Cheung, . Analysis of Thin Parallelogram Plates’ Bending by Spline-Finite-Strip Method[J]. Applied Mathematics and Mechanics, 1984, 5(6): 755-764.

## Analysis of Thin Parallelogram Plates’ Bending by Spline-Finite-Strip Method

• 摘要: Y.K.Cheung等(1982)用样条有限条方法成功地求解了矩形板和壳的问题.本文将此法作少许的修正用于分析平行四边形板,这一修正只增加少许的计算量,但仍保持有限条法的良好性质(如带状性质等)本文还给出方法的误差估计和数值算例.
•  [1] Zienkiewicz,O,C.,The Finite,Ellent Method,3rd Edition.McGraw-Hill,U,K,(1974). [2] Cheung,Y,K.,Finite Stri pregamon,Structural Analysis,1st Ed,Pergamon Press(1976). [3] Cheung,Y.K.,S.C,Fan sad C,Wu,Spline finite strip in structural analysis,Proc,of the Inter,Conf.on Finite Element Method,Shanghai(1982),704-709. [4] Schultz.M,H.,Spline Analysis,Prentice-Hall,Inc,(1973). [5] 李岳生、齐东旭《样条函数方法》.科学出版社(1982). [6] Ciarlet,P,G.,Namerical Analysis of the Finite Element Method,(有中译本)(1975). [7] Ramstad,H.,Parallelogram elements in bending Accuracy and convergence of results,Div,of Structural Mechanics,The Technical University of Norway(1967)
##### 计量
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##### 出版历程
• 收稿日期:  1983-12-21
• 刊出日期:  1984-12-15

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