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关于影响函数的加权积分式

On the Weighted Integral Formulae of influence Function

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【作者】 王可成王贻荪

【Author】 Wang Kecheng; Wang Yisun

【机构】 湖南省计算中心

【摘要】 本文提出了弹性半空间表面上作用圆形均布水平突加力或谐和力时的两类影响函数式;用影响函数法求圆形和矩形基底内外点的位移式,以及基底平均位移式;为确定圆形和矩形基础振动分析的集总模型参数提供了依据.

【Abstract】 This paper presents two kinds of influence function formulae due to either suddenly or harmonically acted tangential load uniformly distributed over a circular area on the surface of an elastic half-space. Using the method of influence function, formulae for determination of the tangential displacements of points outside and inside the bases of circular or rectangular foundations, as well as the average displacement of these bases are introduced. The results of this paper may also be used for determination of the parameters of the lumped analog of vibration of the circular or rectangular foundations.

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