摘要
文献[1]、[2]用有限傅立叶变换法得到了矩形域平面问题和薄板弯曲问题的一般解.本文利用光弹性测得的若干点边界值通过数值积分来计算上述解答中的待定常数.从而确定了所论问题的解析解。
In papers [1]、 [2],the general solutions of two-dimensional and bending problems of rectangular plates are obtained by finite Fourior transform method. In this paper, the experimental values of several points at the boundary of a photoelastic model are applied to the calculation of undetermined constants in the previous solutions by numeral integration, thus the analytical solutions of problems under study are determined.
出处
《工程力学》
EI
1988年第4期7-12,共6页
Engineering Mechanics
