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Progress of the earthquake early warning system in Fujian, China
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作者 Xing Jin Yongxiang Wei +3 位作者 Jun Li Hongcai Zhang Qiang Ma Lanchi Kang 《Earthquake Science》 2013年第1期3-14,共12页
In this article, we systematically introduce the atest progress of the earthquake early warning (EEW) ;ystem in Fujian, China. We focus on the following key echnologies and methods: continuous earthquake location m... In this article, we systematically introduce the atest progress of the earthquake early warning (EEW) ;ystem in Fujian, China. We focus on the following key echnologies and methods: continuous earthquake location md its error evaluation; magnitude estimation; reliability udgment of EEW system information; use of doubleparameter principle in EEW system information release hreshold; real-time estimation of seismic intensity and available time for target areas; seismic-monitoring network and data sharing platform; EEW system information ; elease and receiving platform; software test platform; and est results statistical analysis. Based on strong ground notion data received in the mainshock of the Wenchuan earthquake, the EEW system developed by the above algorithm is simulated online, and the results show that the ;ystem can reduce earthquake hazards effectively. In lddition, we analyzed four earthquake cases with magniude greater than 5.5 processed by our EEW system since he online-testing that was started one year ago, and results ndicate that our system can effectively reduce earthquake lazards and have high practical significance. 展开更多
关键词 Earthquake early warning Continuously earthquake location Magnitudeestimation double-parameter principle
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On a semilinear stochastic partial differential equation with double-parameter fractional noises 被引量:2
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作者 LIU JunFeng YAN LiTan 《Science China Mathematics》 SCIE 2014年第4期855-872,共18页
We study the existence,uniqueness and Hlder regularity of the solution to a stochastic semilinear equation arising from 1-dimensional integro-differential scalar conservation laws.The equation is driven by double-para... We study the existence,uniqueness and Hlder regularity of the solution to a stochastic semilinear equation arising from 1-dimensional integro-differential scalar conservation laws.The equation is driven by double-parameter fractional noises.In addition,the existence and moment estimate are also obtained for the density of the law of such a solution. 展开更多
关键词 stochastic partial differential equations double-parameter fractional noises H61der regularity density of the law Malliavin calculus
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