弹性地基上扁球壳的非轴对称弯曲

Bending of shallow spherical shells on an elastic foundation

研究了双参数地基上圆底扁球壳的非轴对称弯曲，并求出了通解，该通解是以调和函数和贝塞尔函数表示的，在ｎ＝０和ｎ＝１时，通解包含有６个待定常数，在ｎ＞１时，通解则包含有８个待定常数。

he bending of shallow spherical shells on an elastic foundation with two parameters is investigated. The general solution is expressed by the hamonic functions and Bessel functions. In the cases n =0 and n=1, the solution is possessed of six determinated constants I in the cases n>1,the solution will have eight determinated constants.