地震临界现象及相关尺度增长定量检测方法研究综述

地震 ›› 2008, Vol. 28 ›› Issue (2): 79-86.

地震临界现象及相关尺度增长定量检测方法研究综述

苗青壮, 蒋海昆

中国地震台网中心, 北京 100045

收稿日期:2007-09-26 修回日期:2007-11-29 出版日期:2008-04-30 发布日期:2021-10-29
作者简介:苗青壮(1981-), 男, 山东威海人, 2005年在读硕士学位, 主要从事地震活动性及地震预测方法等研究。
基金资助:
“十一五”国家科技支撑计划项目子专题(2006BAC01B03-02-02)资助

Summary of research on phenomena of critical earthquakes and the method to inspect increase of correlative length

MIAO Qing-zhuang, JIANG Hai-kun

China Earthquake Networks Center, CEA, Beijing 100046, China

Received:2007-09-26 Revised:2007-11-29 Online:2008-04-30 Published:2021-10-29

摘要/Abstract

摘要： 当前作为强震前的典型特征, 临界阶段地震活动的相关长度增长及主震周围矩释放加速(AMR)现象近年来受到广泛关注及普遍认可。但近期部分震例研究显示, 在震中周围的大尺度范围内检测到矩释放加速的现象, 而在震中附近较小区域又可检测到矩释放减速的现象。该文拟对地震活动相关以及临界状态的研究状况, 主震前震区周围大范围矩释放加速和小范围矩释放减速定量化检测的国内外研究状况以及研究中所存在的问题作了综述。

关键词: 震前相关, 临界状态, AMR, 地震矩, DA模型

Abstract: As the typical characteristics before strong shocks, the earthquake activities of critical moment and phenomena of accelerating earthquake moment release around main earthquakes have been attended these years. Some researches have lately showed that there are the phenomena of accelerating earthquake moment release in the wide area around the epicenter and the phenomena of decelerating earthquake moment release in the narrower region around the epicenter. Here the authors briefly summarize the status of the research and existing problems at home and abroad: the critical state of seismic activities and phenomena of accelerating and decelerating earthquake moment release before the mainshock.

Key words: Correlation before earthquake, Critical state, AMR, Seismic moment, DA model

中图分类号:

P315.7

苗青壮, 蒋海昆. 地震临界现象及相关尺度增长定量检测方法研究综述[J]. 地震, 2008, 28(2): 79-86.

MIAO Qing-zhuang, JIANG Hai-kun. Summary of research on phenomena of critical earthquakes and the method to inspect increase of correlative length[J]. EARTHQUAKE, 2008, 28(2): 79-86.

参考文献

[1] Keilis-Borok V I. The lithosphere of the Earth as a non-linear system with implications for earthquake prediction[J]. Rev Geophys, 1990, 28(1): 19-34.
[2] Gabrielov, Newman, Turcotte. An exactly soluble hierarchical clustering model: Inverse cascades, self-similarity and scaling[J]. Phys Rev E, 1999, 60: 5293-5300.
[3] Press F, Allen C. Pattern of seismic release in the Southern California region[J]. J Geophys Res, 1995, 100: 6421-6430.
[4] Romanowicz B. Spatiotemporal patterns in the energy-release of great earthquakes[J]. Science, 1993, 260: 1923-1926.
[5] Jaumè R. Sykes Evolving Towards a Critical Point: A Review of Accelerating Seismic Moment/Energy Release Prior to Large and Great Earthquake[J]. Pure Appl Geophys, 1999, 155: 279-306.
[6] Keilis-Borok V I, Soloviev A A. Nonlinear Dynamics of the Lithosphere and Earthquake Prediction[J]. Springer-Verlag, Heidelberg, 2003, 355: 136-149.
[7] Bufe Varnes. Pridictive modeling of seismic cycling of the greater San Francisco Bay region[J]. J Geophys Res, 1993, 98: 9871-9883.
[8] Pollitz, Roland Burgmann, Barbara Romanowicz. Viscosity of Oceanic Asthenosphere Inferred from Remote Triggering of Earthquakes[J]. Science, 1998, 280: 1245-1249.
[9] Aki K. Scale dependence in earthquake phenomena and its relevance to earthquake prediction[J]. Proc Natl Acad Sci, 1996, 93: 3748-3755.
[10] Shaw B E, Carlson J M, Langer J S. Patterns of seismic activity preceding large earthquakes[J].J Geophys Res, 1992, 97: 479-492.
[11] Gabrielov A M, Zaliapin I V, et al. Colliding cascades model for earthquake prediction[J]. Geophys J Int, 2000, 143: 427-437.
[12] Zaliapin, Keilis-Borok V I, Ghil M.A Boolean delay equation model of colliding cascades, Part II: Prediction of critical transitions[J]. J Stat Phys, 2003, 111(3-4): 839-861.
[13] Shebalin P, Zaliapin I, Keilis-Borok V I. Premonitory rise of the earthquakes' correlation range: lesser Antilles[J]. Phys Earth Planet Int, 2000, 122(3-4): 241-249.
[14] Zöller, Hainzl, Kurths.Observation of growing correlation length as an indicator for critical point behavior prior to large earthquakes[J]. J Geophys Res, 2001, 106: 2167-2176.
[15] Keilis-Borok V I, Shebalin P N, Zaliapin I V. Premonitory patterns of seismicity months before a large earthquake: five case histories in southern California[J]. Proc Natl Acad Sci, 2002, 99(26): 16562-16567.
[16] Sykes L R, Jaumè S. Seismic activity on neighboring faults as a long term precursor to large earthquakes in the San Fancisco Bay area[J]. Nature, 1990, 348: 595-599.
[17] Ellsworth W L, LINDH A G, Prescott W H, et al. The 1906 San Francisco earthquake and the seismic cycle, In Earthquake Prediction: An International Review[M]. 1981. 21-27.
[18] Kananmori H. The energy release in great earthquakes[J]. J Geophys Res, 1977, 82: 1981-1987.
[19] Papazachos B, Papazachos C. Accelerated Preshock Deformation of Broad Regions in the Aegean Area[J]. Pure Appl Geophys, 2000, 157: 1663-1681.
[20] Knopoff, Levshina, Keilis-Borok, et al. Increased long-range intermediate-magnitude earthquake activity prior to strong earthquakes in California[J]. J G R, 1996, 101(B3): 5779-5796.
[21] Bowman, Quillon D D, Sammis G, et al. An observational test of the critical earthquake concept[J]. J Geophys Res, 1998, 103: 24359-24372.
[22] Ben-Zion Yehuda, Lyakhovsky Vladimir. Accelerated seismic release and related aspects of seismicity patterns on earthquake faults[J]. Pure Appl Geophys, 2002, 159: 2385-2412.
[23] Bufe C G, Nishenko S P, Varnes D J. Seismicity trends and potential for large earthquakes in the Alaska-Aleutian region[J]. Pure Appl Geophys, 1994, 142: 83-99.
[24] 杨文政, 马丽. 地震活动加速模型及其在中国的应用[J]. 地震学报, 1999, 21(1): 32-41.
[25] 蒋长胜, 吴忠良, 史勇军. 中强震前地震活动矩释放加速现象(AMR)的普遍性问题[J]. 中国地震, 2004, 20(2): 119-125.
[26] Papazachos C B, Karakaisis G F, Scordilis E M, et al. New observational information on the precursory accelerating and decelerating strain energy release[J]. Tectonophysics, 2006, 243: 83-96.
[27] Papazachos C B, Karakaisis G F, Scordilis E M, et al. Probabilities of activation of seismic faults in critical regions of the Aegean area[J]. Geophys J Int , 2004, 159: 679-687.
[28] Papazachos C B, Scordilis E M, Karakaisis G F, et al. Decelerating preshock seismic deformation in fault regions during critical periods[J]. Bull Geol Soc Greece, 2004, 36: 1-9.
[29] Papazachos C B, Karakaisis G F, Scordilis E M, et al. Global observational properties of the critical earthquake model[J]. Bull Seismol Soc Am, 2005, 95: 1841-1855.
[30] Changsheng Jiang, Zhongliang Wu. Accelerating Strain Release before strong Earthquakes: More Complex in the Real World[J]. Journal of the Graduate School of the Chinese Academy of Sciences, 2005, 22(3): 286-291
[31] 秦嘉政, 皇甫岗, 钱晓东. 云南强震活动与预测方法研究[M]. 昆明: 云南科技出版社, 2005. 242-258.
[32] Brehm D J, Braile L W. Intermediate-term earthquake prediction using the modified time-to failure in southern California[J]. Bull Seism Soc Am, 1999, 89(1): 275-293.
[33] Zöller G, Hainzl S, Kurths J, et al. A systematic test on precursory seismic quiescence in Armenia[J]. Nat Hazards, 2002, 26: 245-263.
[34] Jaumè B C. Moment release rate variations during the seismic circle in the Alaska-Aleutians subduction zone. extended abstrac, Proceed, Wadati Conference on Great Subduction Earthquakes[M]. University of Alaska, 1992, 123-128.
[35] Wenzheng Yang, Vere-Jones, Ma Li. A proposed method for locating the critical region of a future earthquake using the critical earthquake concept[J]. J Geophys Res, 2001, 106: 4121-4128.