摘要
弹性方程的边值问题，无论是在理论上，还是在工程技术上都是很重要的问题。由于二维弹性问题的解析解获得解决，因此三维问题的解析解引起许多学者的关注。本文利用积分变换分析了各向同性、连续介质的三维弹性问题；并用第二类 Fredholm算子方程，给出了该问题的解析解。
The boundary value problem of elasticity equation is very important in both theoretical field and engineering techniques. Since two－ dimensional elasticity equation has been analytically solved, it arises attentions of many scholars to find the analytical solution of three－ dimensional elasticity equation. In this paper, integral transformation is used to analyze three－ dimensional elasticity problem of isotropic continuous medium. By applying second kind Fredholm operator equation, the analytic solution of this probem is given.
出处
《哈尔滨建筑大学学报》
2000年第4期117-120,共4页
Journal of Harbin University of Civil Engineering and Architecture
关键词
弹性问题
积分变换
解析解
三维问题
elasticity problem
integral transformation
analytical solution
