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Determination of focal depth by two waveform-based methods:A case study for the 2008 Panzhihua earthquake 被引量:18
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作者 Zhenjie Wang Jiajun Chong +1 位作者 Sidao Ni Barbara Romanowicz 《Earthquake Science》 CSCD 2011年第4期321-328,共8页
With the 2008 Ms6.1 Panzhihua earthquake as a case study, we demonstrate that the focal depth of the main shock can be well constrained with two approaches: (1) using the depth phase sPL and (2) using full wavefo... With the 2008 Ms6.1 Panzhihua earthquake as a case study, we demonstrate that the focal depth of the main shock can be well constrained with two approaches: (1) using the depth phase sPL and (2) using full waveform inversion of local and teleseismic data. We also show that focal depths can be well constrained using the depth phase sPL with single broadband seismic station. Our study indicates that the main shock is located at a depth of ii kin, much shallower than those from other studies, confirming that the earthquake occurs in upper crust. Aftershocks are located in the depth range of 11 16 kin, which is consistent with a ruptured near vertical fault whose width is about 10 km, as expected for an Ms6.1 earthquake. 展开更多
关键词 Panzihua earthquake focal depth waveform inversion depth phase waveform comparison method
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WAVEFORM RELAXATION METHODS AND ACCURACY INCREASE 被引量:1
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作者 Song Yongzhong (Nanjing Normal University,) 《Annals of Differential Equations》 1995年第4期440-454,共15页
In this paper we propose some waveform relaxation (WR) methods for solving large systems of initial value problems. Nonlinear ODEs, linear ODEs, semi-explicit DAEs and linear DAEs are discussed. The accuracy increase ... In this paper we propose some waveform relaxation (WR) methods for solving large systems of initial value problems. Nonlinear ODEs, linear ODEs, semi-explicit DAEs and linear DAEs are discussed. The accuracy increase for WR methods is investigated. 展开更多
关键词 ordinary differential system differential-algebraic system waveform relaxation method ACCURACY INCREASE
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