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二层流体中沿任意路径运动的奇点解析解*
引用本文:何友声,鲁传敬,陈学农.二层流体中沿任意路径运动的奇点解析解*[J].应用数学和力学,1991,12(2):119-134.
作者姓名:何友声  鲁传敬  陈学农
作者单位:上海交通大学
摘    要:本文求解了二层流体存在时在上层或下层流体中沿任意路径运动的奇点的速度势.流体的深度为有限或者无限.计入上层流体的影响后,流体交界面不再是等压力面或零压力面.文中给出了这种情况下的一系列奇点基本解的解析表达式.

关 键 词:分层流体    奇点运动    解析解
收稿时间:1990-05-01

Analytical Solutions of Singularities Moving with an Arbitrary Path when Two Fluids Are Present
He You-sheng Lu Chuan-jing Chen Xue-nong.Analytical Solutions of Singularities Moving with an Arbitrary Path when Two Fluids Are Present[J].Applied Mathematics and Mechanics,1991,12(2):119-134.
Authors:He You-sheng Lu Chuan-jing Chen Xue-nong
Affiliation:Shanghai Jiaotong University, Shanghai
Abstract:The derivations are carried out for the velocity potentials of singularities moving with an arbitrary path either in the upper fluid or in the lower fluid with or without a horizontal bottom when two fluids are present. In such a case, the pressure distribution is no longer equal to a constant or zero at the free interface. Taking the influence of an/upper fluid upon the lower fluid into consideration, a series of fundamental solutions in^closed forms are presented in this paper.
Keywords:stratified fluids  singularity motion  analytical solution
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