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徐淮地区煤矿井筒破裂原因初探
引用本文:刘文龙,郑敏.徐淮地区煤矿井筒破裂原因初探[J].地震工程与工程振动,1996,16(4):127-133.
作者姓名:刘文龙  郑敏
作者单位:安徽省地震局
摘    要:本用震源力学理论和方法研究了徐淮地区从1970年以来构造应力场的方向和强度的时空变化过程。结果表明:以唐山地震为分界线,本区的应力场P轴取向由震前平均61.8°变为震后平均77.7°。如果将本区以宿北断裂为界分为南区和北区两个部分,则北区的P轴取向从68.1°变71.2°,而南区的P轴取向由62.5°变到83.6°,南区的变化明显于北区。

关 键 词:煤矿  井筒破裂  构造应力场  破裂原因

THE COUPLING MODEL OF BOUNDARY ELEMENT AND FINITE ELEMENTMETHODS IN SOLVING DYNAMIC SEMI-INFINITE PLANE PROBLEMS
Ding Hongyan, Zhang Qing, Wang Lingyu.THE COUPLING MODEL OF BOUNDARY ELEMENT AND FINITE ELEMENTMETHODS IN SOLVING DYNAMIC SEMI-INFINITE PLANE PROBLEMS[J].Earthquake Engineering and Engineering Vibration,1996,16(4):127-133.
Authors:Ding Hongyan  Zhang Qing  Wang Lingyu
Abstract:A dynamic boundary element--finite element coupling model is set up in the paperby combining the finite element and boundary element equations in establishment of thetime difference pattern in the Newmark approach. The efficiency both for solving the local domain problems in the finite element method and the infinite domain problems inthe boundary element method can thus be achieve(l simultaneously in analysis of dynamic response of a tbundatioll in time domain by using the coupling model. The 7 node super--parameter infinite element is employed in the domain integration of the boundaryelement method in the model. The numerical results of applications illustrate t.rtesatisfactory precision by using the model.
Keywords:Boundary element method  Finite element method  Dynamic response  Infinite element
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