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地震分布多重分形特征的中期预报意义探讨
引用本文:汪秉宏,李东升,张军.地震分布多重分形特征的中期预报意义探讨[J].防灾减灾工程学报,1998(1).
作者姓名:汪秉宏  李东升  张军
作者单位:中国科学技术大学,安徽省地震局
基金项目:国家自然科学基金地球科学部No.49474216项目,国家地震局地震科学联合基金
摘    要:讨论了地球岩石圈的自组织临界状态和地震发生的非局域性与多重标度分形统计特征。研究了地震多重分形性质的计算方法及其应用于地震预报的前景。采用推广GP算法从典型震区的地震数据计算地震多重分形分布的广义维数谱和奇异性谱以确立较敏感的强震前兆,对于不同算法进行了精度、数据量要求及适用范围的比较。研究结果表明:地震分布的多重分形维数谱和奇异性谱对于一些典型震区的强震发生具有中期预报价值。

关 键 词:地震空区  多重分形维数谱  奇异性谱  GP算法  地震预报

STUDY ON MEDIUM TERM PREDICTION SIGNIFICANCE FROM MULTI FRACTAL PROPERTY OF EARTHQUAKE DISTRIBUTION
Wang Binghong.STUDY ON MEDIUM TERM PREDICTION SIGNIFICANCE FROM MULTI FRACTAL PROPERTY OF EARTHQUAKE DISTRIBUTION[J].Journal of Disaster Prevent and Mitigation Eng,1998(1).
Authors:Wang Binghong
Abstract:In this paper, the multi fractal statistical characteristics of earthquake distribution are summarized. The calculation method of earthquake multi fractal features is presented, and the possibility of its application to earthquake prediction research is studied. The generalized Grassberger Procaccia algorithum is used to calculate multi fractal property of earthquake spatial distribution. The results show that the medium term symptoms of strong earthquakes in some regions can be proposed from the multi fractal dimension spectrum and singularity spectrum of earthquake distribution.
Keywords:earthquake gap  Multi  fractal dimension spectrum GP algorithum  earthquake prediction
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