摘要
本文分析了由两种不同材料叠成的双层圆板,边缘简支,在均匀压力作用下的弹性力学解答.其方法是先求出双层无限大板在均匀压力作用下的解,然后求双层圆板在边缘上受集中力和力距作用下的解,最后利用叠加原理和边界上应用圣维南原理得到最终解答.
In this paper, the solution about a double layered discal plate which is simply-supported and subjected to a uniform pressure is obtained. First, the solution of, a double layered infinite plate subjecfed to a uniform pressure is given. Second, the solutions of a single layered discal plate under the action of uniform tension and moment along its edge are present.At the last, the final solution which is needed is obtained by the principle of superposition and St. Venant principle.
关键词
双层圆板
均匀压力
Hankcl变换
double layered discal plate
uniform pressure
Hankel transforms
