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外扰动Riemann几何在地震预测中的应用

Application of Riemann Geometry with External Perturbations to Earthquake

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【作者】 李新洲

【Author】 LI Xin zhou (College of Science, Engineering and Information, Shanghai Teachers University, Shanghai, 200234, China)

【机构】 上海师范大学理工信息学院!上海200234

【摘要】 研究了球对称 Riemann几何在外扰动下的稳定性 .主要讨论引力波入射到该物体时 ,发生散射和吸收的方式 .这个问题的答案显然在地震预测研究中存在着应用前景 .在理论上 ,这些答案还引发进一步的兴趣 :它将更深入地揭示广义相对论时空性质

【Abstract】 The stablity of the spherical object to external perturbations has been discussed. On the applied side, the principal question to which the study is addressed is the manner in which gravitational waves, incident on the object, are scattered and absorbed. The answer to this question has clearly some interest on predicting earthquake. On the theoretical side, the answer has a more trascendent interest: it provides insight into the deeper aspects of spacetime as conceived in general relativity.

【关键词】 灾害引力波外扰动地震
【Key words】 catastrophegravitational waveperturbationearthquake
【基金】 国家自然科学基金资助项目!( 1 98750 1 6)
  • 【文献出处】 上海师范大学学报(自然科学版) ,JOURNAL OF SHANGHAI TEACHERS UNIVERSITY , 编辑部邮箱 ,2000年02期
  • 【分类号】P315
  • 【下载频次】21
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