Plane Elasticity Sectorial Donain and the Hamiltonian System

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Zhong Wan-xie. Plane Elasticity Sectorial Donain and the Hamiltonian System[J]. Applied Mathematics and Mechanics, 1994, 15(12): 1057-1066.

Citation:

Zhong Wan-xie. Plane Elasticity Sectorial Donain and the Hamiltonian System[J]. Applied Mathematics and Mechanics, 1994, 15(12): 1057-1066.

Citation:

Zhong Wan-xie. Plane Elasticity Sectorial Donain and the Hamiltonian System[J]. Applied Mathematics and Mechanics, 1994, 15(12): 1057-1066.

[1]	Timoshenko, S. P. and J. N. Goodier, Theory of Elasticity, McGraw-Hill, NY(1951).
[2]	钱伟长、叶开沅,《弹性力学》,科学出版社(1956).
[3]	钟万勰、钟翔翔,计算结构力学、最优控制及偏微分方程半解析法,计算结构力学及其应用,7(1)(1990),1-15.
[4]	钟万勰、钟翔翔,LQ控制区段混合能矩阵的微分方程及其应用,自动化学报,183) (1992),325-331.
[5]	Zhong Wan-aie and Zhong Xiang-giang, Elliptic partial differential equation and optimal control, Numerical Methods for Partial Differential Equations,8(2)(1992), 149-169.
[6]	钟万勰,条形域平面弹性问题与哈密尔顿体系,大连理工大学学报,31(4) (1991), 373-384.
[7]	Zhong Wan-gie and Yang Zai-shi, Partial differential equations and Hamiltonian system, Computational Mechanics in Structural Engineering, eds, Cheng, F.Y.and Fu Zi-zhi, Elsevier (1992), 32-48.
[8]	俞寿文,薄膜一基底的几个力学问题,力学与实践,15(4) (1993), 1-8.
[9]	钱伟长,《变分法及有限元(上册)》,科学出版社(1980).
[10]	胡海昌,《弹性力学中的变分原理及应用》,科学出版社(1981).