摘要
本文推导了圆板位移型热后屈曲方程,在设定挠度试函数后,由微分方程精确求出径向位移,然后用Galerkin法消去另一方程的残差,试函数由Legendre多项式构成,结果表明:本文方法是有效的,有关结果可供设计圆板时参考。
The displacment type thermal post buckling control equations of circular plate has been deduced. The Galerkin's technique was used with Legendre's multinomial expansion as a trial function. It is shown that methed used in this paper is an efficient. Some results are of benefit to design of circular plates.
基金
陕西省自然科学基金
关键词
屈曲
位移型方程
圆板
buckling/displacment type control equation
circular plate
Legendre's multinomial