摘要
根据Biot固结理论和积分变换方法得出了半空间作用圆形载荷或抽水井点时的基本解。利用圆形载荷和抽水井点的基本解得出了单桩和抽水井点相互作用时在时间域内的第二类Fredholm积分方程。利用Laplace变换对上述积分方程进行简化后 ,进行相应的逆变换 ,并对该积分方程进行离散 ,就可得单桩在抽水井点作用下桩的变形。
In terms of Biot consolidation theory and by using integral transforms methods, the fundamental solutions of circular load or point sink in the interior of the half space are established. The second kind of Fredholm integral equation of the single pile interacted with the point sink is obtained through the fundamental solutions. The integral equation can be simplified by means of Laplace transforms methods. By the corresponding inverse integral transforms and the numerical solution of the integral equation, the displacement, axial force and the shear stress of the pile are obtained.
出处
《岩石力学与工程学报》
EI
CAS
CSCD
北大核心
2001年第2期243-247,共5页
Chinese Journal of Rock Mechanics and Engineering
基金
国家自然科学基金! (598790 1 2 )
国家教委博士点基金 !(980 2 4 832 )资助项目
关键词
抽水井点
积分变换
单桩
数值方法
Consolidation
Integral equations
Laplace transforms
Shear stress
Structural loads