Short-term Exciting, Long-term Correcting Models for Earthquake Catalogs
Short-term Exciting, Long-term Correcting Models for Earthquake Catalogs
复制标题
地震目录的短期激动、长期校正模型
DOI:
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发表时间:
2000
期刊:
影响因子:
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通讯作者:
B. Bolt
中科院分区:
文献类型:
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作者:
F. Schoenberg;B. Bolt
Short-term Exciting, Long-term Correcting Models for Earthquake Catalogs Frederic Schoenberg Bruce Bolt Dept. of Statistics Dept. of Geology and Geophysics University of California, Los Angeles University of California, Berkeley Abstract A class of probability models for earthquake occurrences, called Short-term Exciting Long-term Cor- recting (SELC) models, is presented. This class encompasses features of different models presently used in hazard analysis to characterize earthquake catalogs, such as that of F. Omori. It offers the potential for a unified approach to the analysis and description of different types of earthquake catalogs. Maximum likelihood estimation methods for the seismicity model parameters and standard errors are presented. Sample SELC models are shown to provide satisfactory fit to a seven-year catalog of microearthquakes occurring in Parkfield, California and a longer seismicity sequence from the San Andreas fault zone in Central California. Inferences on seismicity patterns and mechanisms are discussed. Both significant clustering and strain release are detected. Introduction Two widely noted features of earthquake catalogs are the following: 1) Earthquakes tend to occur in clusters. This clustering is both spatial and temporal, and is some- times referred to with terms such as swarms , foreshock activity , and aftershock and Adamopoulos, 1973; Kagan and Knopoff, activity (Hawkes 1984; Ogata and Tanemura, 1984; Bullen and Bolt, Ogata and Katsura, 1988). 2) The fault ruptures that generate earthquakes decrease the amount of strain present at the locations along the fault where rupture occurs. This tectonic strain is thought to rebuild gradually over time, eventually achieving a critical level at which time another earthquake, or sequence of earthquakes, is generated (Reid, 1911; Ogata and Vere-Jones, 1984; Wang et al., 1991; Ogata, 1994). Several probability models reflect efforts at modeling this first type of behavior. Earthquake catalogs are modeled as realizations of triggering, branching or epidemic-type point processes, and all the referenced models have the feature that the instance of an earthquake at point (x,ti) the likelihood of an earthquake at point (y,?2) m in space and time increases space and time, where t < The likelihood of a particular realization may be given by the conditional rate of the point process; these models prescribe that the conditional rate of the earthquake process increases if more earthquakes have occurred. The amount which the conditional rate increases as a result of one previous earthquake is generally assumed to taper off as both time and distance from the previous earthquake increase. Numerous researchers have instead focused on the second facet of earthquake behavior listed above. In some cases small events and/or aftershocks are removed from earthquake catalogs under consideration (e.g.