GSTDTAP  > 气候变化
DOI10.1029/2018GL079746
Bilinear Magnitude-Frequency Distributions and Characteristic Earthquakes During Hydraulic Fracturing
Igonin, Nadine; Zecevic, Megan; Eaton, David W.
2018-12-16
发表期刊GEOPHYSICAL RESEARCH LETTERS
ISSN0094-8276
EISSN1944-8007
出版年2018
卷号45期号:23页码:12866-12874
文章类型Article
语种英语
国家Canada
英文摘要

Previous studies show that a temporal drop in the b value (slope) of magnitude-frequency distributions observed during hydraulic-fracturing operations could signify the activation of a preexisting fault system. Based on a new data set from Alberta, Canada, we provide a case study wherein events induced during hydraulic fracturing are localized within spatial clusters with a range of b values from similar to 1.0 to similar to 2.5. The distribution in b values is related to the orientation and depth distribution of these clusters. As a consequence of the superposition of spatially varying clusters, the catalog for the entire data set yields a bilinear magnitude distribution with exceptionally low apparent b value at larger magnitude levels. Several clusters are compatible (at 95% confidence level) with the characteristic-earthquake hypothesis, a controversial model for some fault systems wherein episodic large ruptures occur significantly above the maximum-likelihood Gutenberg-Richter relationship.


Plain Language Summary The b value, or slope, of the semilogarithmic magnitude-frequency distribution quantifies the relative distribution of large and small events. Variability in the b value over space and time provides insight into the changes of behavior within the subsurface. We show that there is significant variability in b values at both regional and local scales in Alberta, Canada. Using a new hydraulic-fracturing data set, we show that there is an apparent bilinear magnitude distribution. By partitioning the seismic events into spatial and temporal clusters, we show they have varying b values and their superposition explains the bilinear behavior. Furthermore, we show that b value is strongly influenced by the orientation and depth expression of the faults. A number of moderate-magnitude events fall above the 95% confidence bounds for maximum-likelihood Gutenberg-Richter distributions, which is consistent with the characteristic-earthquake hypothesis. This hypothesis states that over long timescales, episodic rupture occurs over large fault segments such that magnitude-frequency distributions observed during the interseismic period between characteristic events underestimate the probability of future large events. This could have important implications for quantifying hazard from injection-induced earthquakes.


领域气候变化
收录类别SCI-E
WOS记录号WOS:000454296600025
WOS关键词INDUCED SEISMICITY ; GUTENBERG-RICHTER ; FAULT ; COMPLETENESS ; CATALOGS ; MOMENT
WOS类目Geosciences, Multidisciplinary
WOS研究方向Geology
引用统计
文献类型期刊论文
条目标识符http://119.78.100.173/C666/handle/2XK7JSWQ/26520
专题气候变化
作者单位Univ Calgary, Dept Geosci, Calgary, AB, Canada
推荐引用方式
GB/T 7714
Igonin, Nadine,Zecevic, Megan,Eaton, David W.. Bilinear Magnitude-Frequency Distributions and Characteristic Earthquakes During Hydraulic Fracturing[J]. GEOPHYSICAL RESEARCH LETTERS,2018,45(23):12866-12874.
APA Igonin, Nadine,Zecevic, Megan,&Eaton, David W..(2018).Bilinear Magnitude-Frequency Distributions and Characteristic Earthquakes During Hydraulic Fracturing.GEOPHYSICAL RESEARCH LETTERS,45(23),12866-12874.
MLA Igonin, Nadine,et al."Bilinear Magnitude-Frequency Distributions and Characteristic Earthquakes During Hydraulic Fracturing".GEOPHYSICAL RESEARCH LETTERS 45.23(2018):12866-12874.
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