The Method of Mixed Boundary Condition for a Kind of Linear and Nonlinear Composite Structure

Chen Shan-lin; Zhang Li-ying

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Article Navigation > Applied Mathematics and Mechanics > 1986 > 7(3): 215-224

Chen Shan-lin, Zhang Li-ying. The Method of Mixed Boundary Condition for a Kind of Linear and Nonlinear Composite Structure[J]. Applied Mathematics and Mechanics, 1986, 7(3): 215-224.

Citation:

Chen Shan-lin, Zhang Li-ying. The Method of Mixed Boundary Condition for a Kind of Linear and Nonlinear Composite Structure[J]. Applied Mathematics and Mechanics, 1986, 7(3): 215-224.

Citation:

Chen Shan-lin, Zhang Li-ying. The Method of Mixed Boundary Condition for a Kind of Linear and Nonlinear Composite Structure[J]. Applied Mathematics and Mechanics, 1986, 7(3): 215-224.

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The Method of Mixed Boundary Condition for a Kind of Linear and Nonlinear Composite Structure

Chen Shan-lin¹,
Zhang Li-ying²

1.
Chongqing Institute of Architecture and Engr., Chongqing;
2.
Chongqing Jiaotong Institute, Chongqing

Received Date: 1985-09-01
Publish Date: 1986-03-15

Abstract

Abstract

This paper deals with the aaisymmetrical deformation of shallow shells in large deflection, which are in conjunction with linear elastic structures at the boundary. A method of mired boundary condition for this problem is introduced, then the problem of a composite structure is transformed into a problem of a sinlgle structure and the integral equatiaus are given, The perturbation method is used to obtain the solutions and an eaemple of composite structure consisting of a shallow spherical and a cylindrical shell is presented.

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References(4)

References

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[2]	陈山林,圆板大挠度的钱伟长解及其渐近特性.应用数学和力学,3, 4 (1982).513-518.
[3]	陈山林,板和扁壳大挠度问题摄动参数的最小二乘法选择,上海国际非线性力学会议论文集,上海,(1985).
[4]	刘人怀、陈山林,椭球封头中心开孔接管的强度问题,兰州大学科技专刊,1 (1973), 14-28.