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《Journal of Science of Teachers College and University》 1988-03
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ON THE EXPRESSION OF ELASTIC WAVE EQUATIONS

Zhang Bo (Math.Dept.) Li Zhibin (Harbin Institute of Technology)  
A solution of elastic wave equation:is studied in this paper. An analytic expression of solutions of the initial boundary value-problems is given.
【Key Words】: elastic wave equation partial differential equation seismic waves.
【Fund】: 地震科学联合基金会资助课题
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【Co-citations】
Chinese Journal Full-text Database 10 Hits
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2 WANG Dong-mei HUANG Jin-yang(College of Science, Beijing University of Chemical Technology, Beijing 100029,China);Large time behavior of the solutions to the models for a reactor with periodic flow reversal[J];Journal of Beijing University of Chemical Technology;2005-02
3 PAN Jian1,GUO Yu-fang2(1.Dept.of Maths,Gannan Normal College,Ganzhou 341000,China;2.College of Application Science,Jiangxi University of Science and Technology,Ganzhou 341000,China);Pricing Formulas for Power-function Options with No Risk-Neutral Valuation[J];Journal of Changchun Normal University;2007-10
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7 Qu Zhilin(Northeast Forestry UniversityHarbin 150040. P. R. China); Song Liyan(Broadcast and Television University of Songhuajiang ForestryDistrict); Gai Yingchun(Jiamusi City Center Hospital)(Journal of Northeast Forestry University. 1999, 27(4). -70 ~ 7;The Air Effect of Green System by the Method of Wavelet[J];JOURNAL OF NORTHEAST FORESTRY UNIVERSITY;1999-04
8 Wu Xiaoqing1,Du Ning2,Zhong Shouming3 (1. Southwest Petroleum Institute Chengdu 610050; 2. Economic Department of China West Normal University Sichuan Nanchong 637000; 3. School of Applied Mathematics, UEST of China Chengdu 610054);Well Posed of New Model for Nonlinear Equation of Flow in Low Permeability Gas Reservoirs[J];Journal of University of Electronic Science and Technology of China;2004-04
9 YU Tao(Department of Mathematics, South China Normal University,Guangzhou 510631,China);Asymptotic behavior of the solution about heat coefficient of one-dimensional heat equation[J];Journal of Foshan University(Natural Science Edition);2005-02
10 Peng Xinling (Mathematics Department, South China Nonnal University,Guangzhou 510631, China);One Diomensional Heat Flow Equation Initial-Boundary Value Problem[J];Journal of Guangdong Polytechnic Normal University;2005-04
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