COMPOSITE PLATE OPTIMIZATION ONLY REQUIRES ONE PARAMETER

被引:21
作者
GRENESTEDT, JL
机构
[1] Research Engineer, ABB Corporate Research, Composites and Design, Baden
来源
STRUCTURAL OPTIMIZATION | 1990年 / 2卷 / 01期
关键词
D O I
10.1007/BF01743518
中图分类号
TP39 [计算机的应用];
学科分类号
081203 ; 0835 ;
摘要
The object of the study was to optimize composite plates concerning free vibration frequencies, buckling loads, and deflections under constant pressure. Layups without coupling between bending and extension but otherwise arbitrary selection of the ply angle variation through the thickness of the laminate were included. For these plates, four different boundary conditions were studied. The number of relevant parameters was successively reduced from the initial six bending stiffnesses that any laminate has. Bending-twisting coupling has only negative influence on fundamental eigenfrequency, buckling load and average deflection under a constant pressure, so the number of parameters could be reduced by two. The remaining four parameters are not independent, but are functions of only two independent parameters, the flexural lamination parameters. It was further seen that the optimal designs always were found on the boundary of the allowable region of the flexural lamination parameters, i.e. there is only one relevant parameter for the optimization problems. This parameter can be interpreted as the layup angle (Θ) in an orthotropic (+/ - Θ) laminate. © 1990 Springer-Verlag.
引用
收藏
页码:29 / 37
页数:9
相关论文
共 15 条
[1]  
Adali S., Design of shear-deformable antisymmetric angleply laminates to maximize the fundamental frequency and frequency separation, Comp. Struct., 2, pp. 349-369, (1984)
[2]  
Bert C.W., Optimal design of a composite-material plate to maximize its fundamental frequency, J. Sound Vib., 50, pp. 229-237, (1977)
[3]  
Bert C.W., Design of clamped composite-material plates to maximize fundamental frequency, Journal of Mechanical Design, 100, pp. 274-278, (1978)
[4]  
Chen T.L.C., Bert C.W., Design of composite-material plates for maximum uniaxal compressive buckling load, Proc. Okla. Acad. Sci., 56, pp. 104-107, (1976)
[5]  
Cheng K., Sensitivity analysis and a mixed approach to the optimization of symmetric layered composite plates, Eng. Opt., 9, pp. 233-248, (1986)
[6]  
Fukunaga H., Compressive buckling characteristics and optimization of laminated plates, J. Japan Soc. Aeronaut. Space Sci., 30, pp. 482-489, (1982)
[7]  
Grenestedt J.L., Layup optimization and sensitivity analysis of the fundamental eigenfrequency of composite plates, Comp. Struct., 12, pp. 193-209, (1989)
[8]  
Grenestedt J.L., A study on the effect of bending-twisting coupling on buckling strength, Comp. Struct., 12, pp. 271-290, (1989)
[9]  
Hirano Y., Optimum design of laminated plates under axial compression, AIAA J., 17, pp. 1017-1019, (1979)
[10]  
Miki M., Design of laminated fibrous composite plates with required flexural stiffness, ASTM STP 864, pp. 387-400, (1985)