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Reissner型板表面裂纹应力强度因子的线弹簧-不连续位移边界积分方程解法
引用本文:赵明皞,刘元杰,程昌钧.Reissner型板表面裂纹应力强度因子的线弹簧-不连续位移边界积分方程解法[J].计算力学学报,1996,13(1).
作者姓名:赵明皞  刘元杰  程昌钧
作者单位:机械工业部郑州机械研究所!郑州,450052(赵明皞,刘元杰),兰州大学力学系!兰州,730000(程昌钧)
基金项目:国家自然科学基金,机械工业技术发展基金
摘    要:本文由Reissner型板的不连续位移基本解,根据Betti互换定理,导出了Reissuer型板的不连续位移边界积分方程;结合平面问题的不连续位移边界积分方程─—边界元方法和线弹簧模型,给出了Rrissner型板表面裂纹应力强度因子的线弹簧-不连续位移边界积分方程解法。

关 键 词:应力强度因子/边界积分方程

The method of analysis of the stress intensity factors of surface cracks in Reissner's plates by line-spring model and the displacement discontinuity boundary integral equation
Zhao Minghao,Liu Yuanjie.The method of analysis of the stress intensity factors of surface cracks in Reissner''s plates by line-spring model and the displacement discontinuity boundary integral equation[J].Chinese Journal of Computational Mechanics,1996,13(1).
Authors:Zhao Minghao  Liu Yuanjie
Abstract:By use of the displacement discontinuity fundamental solutions of Reissner's plate, the Displacement Discontinuity Boundary Integral Equation(DDBIE)is derived based on the Betti's reciprocal theorem. Making use of the DDBE and that of plane problems and the Line-Spring model,a method of analysis of the stress intensity factors of surface cracks in Reissner's plates is given.
Keywords:stress intensity factor/boundary integral equation  boundary element method  Reissner's plate  Line-Spring model
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