Analysis of Le Teil Earthquake in France and Its Correlation with Le Teil Quarry Extraction Using Sentinel-1 and Topographic Data
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摘要:
2019年11月11日的Mw 4.9 Le Teil地震是法国东南部罗纳河谷地区历史上破坏性最大的地震。基于哨兵1号卫星数据,利用GAMMA软件提取了该地震同震形变场。根据同震形变场,采用贝叶斯算法和最速下降法分别反演了断层几何参数和断层滑动分布。利用2000年和2006—2011年的两期数字高程模型数据估算了断层附近采石场开采量,并根据三维均匀弹性半空间的Boussinesq解求得由采石活动所造成的断层面上的库仑应力变化。结果表明,升降轨卫星视线向最大垂直位移分别为14.9 cm和8.6 cm。Le Teil地震是倾角72°、走向54°、平均滑动角约108°的高角度逆冲型地震;地震破裂到地表,破裂面积约3 413 m×1 358 m,最大破裂深度约为1.472 km;断层最大滑动量0.2 m,主滑动量(> 0.15 m)集中于0~0.75 km深度范围内;反演得到的矩震级为Mw 4.79。断层面上的库仑应力变化显示库仑应力在2000年以后的6~11年内增加了0.024 MPa。Le Teil采石场在1833—2019年被持续开采,且2007年以来,采石速率迅速增大。若考虑整个采石周期,则库仑应力变化可达0.1 MPa,远大于该地区的构造加载速率,表明2019年Le Teil地震与采石活动密切相关。
Abstract:ObjectivesThe Mw 4.9 Le Teil earthquake that occurred on November 11, 2019 is the most destructive earthquake recorded in the Rhône River Valley of France.
MethodsWe first used Sentinel-1 data to calculate the coseismic displacement field of the Le Teil earthquake with the GAMMA software package. We then obtained fault geometric parameters and coseismic displacement fields based on Bayesian inversion and the steepest descent method (SDM). We last quantified the effects of quarry extraction activity on fault by using the digital elevation model (DEM) data acquired in 2000 and 2006—2011. We calculated the extraction volume and the Coulomb stress change on the fault plane based on the Boussinesq solution of three dimension homogeneous and elastic half-space.
ResultsThe coseismic displacement field show that the largest displacements in the line of sight of the ascending and descending orbits are 14.9 cm and 8.6 cm, respectively. We find that the seismogenic fault has a southeast dip angle of 72°, a strike of 54° and an average rake of 108°; the earthquake rupture reached the surface, with a rupture area of about 3 413 m×1 358 m, and a depth of about 1.472 km. The slip is over 0.15 m and is concentrated at a depth of 0–0.75 km with a peak slip of 0.2 m. We calculated the geodetic magnitude to be Mw 4.79. The Coulomb stress change on the fault plane is 0.024 MPa in 6–11 years after 2000.
ConclusionsThe rock extraction of the Le Teil quarry had been active during 1833—2019, and the extraction is even more intense after 2007. The Coulomb stress change on the fault plane could reach up to 0.1 MPa, which is much larger than the local tectonic loading rate, suggesting that the Le Teil earthquake is strongly related to rock extraction activities.
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感谢欧洲空间局提供的Sentinel‑1卫星数据(https://scihub.copernicus.eu/),法国国家地理和林业信息研究所提供的高精度地形数据(https://portal.opentopography.org/dataspace/dataset?opentopoID=OTDS.112019.32631.1),美国国家航空航天局提供的SRTM DEM下载(https://doi.org/10.5067/MEaSUREs/SRTM/SRTMGL1N.003),日本航空航天局提供的AW3D30 DEM下载(https://www.eorc.jaxa.jp/ALOS/en/aw3d30/data/index.htm),德国地学研究中心汪荣江老师提供的SDM程序(ftp://ftp.gfz-potsdam.de/pub/home/turk/wang/),英国COMET提供的GBIS软件(https://comet.nerc.ac.uk/gbis/)。文中的图件大部分利用GMT软件绘制(http://www.soest.hawaii.edu/gmt/)。
http://ch.whu.edu.cn/cn/article/doi/10.13203/j.whugis20210248
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表 1 Le Teil地震震源参数
Table 1 Source Parameters for the Le Teil Earthquake
研究来源 长度/m 宽度/m 矩震级 深度/km 走向/(°) 倾角/(°) 滑动角/(°) 最大滑动量/m 备注 USGS1 4.8 10 53 57 99 LDG/CEA2 4.8 2 62 59 107 Ritz等[2] 4.9 1 50 45 89 Novellis等[1] 5 000 1 900 1.6 50 62.3 116.5 0.26 单一断层 3 500 1 900 1.4 43.2 52.2 98 0.29 断层F1 1 600 1 900 1.5 25.4 62.0 93.4 0.21 断层F2 本文 5 400 1 600 4.79 1.6 54 72 108 0.2 注: USGS1:https://earthquake.usgs.gov/earthquakes/eventpage/us60006a6i/executive;LDG/CEA2:http://www-dase.cea.fr/actu/dossiers_scientifiques/2019-11-11/index.html。表 2 Le Teil地震干涉数据信息
Table 2 InSAR Data for the Le Teil Earthquake
传感器 主影像 从影像 轨道类型 垂直基线/m 轨道 Sentinel-1 20191106 20191112 升轨 -15.2 T59 20191031 20191112 降轨 -75.7 T139 表 3 最优模型参数
Table 3 Optimal Model Parameters
名称 断层长度/m 断层宽度/m 断层深度/m 倾角/(°) 走向角/(°) 走滑量/m 倾滑量/m 下界 3 000 1 000 0 30 30 -0.5 -0.5 上界 5 500 3 000 3 000 80 70 0.5 0.5 最优 3 413.2 1 357.9 1 471.7 72.13 53.93 -0.106 7 0.109 8 2.50% 3 338.7 1 199.2 1 332.6 69.63 53.58 -0.120 6 0.102 7 97.50% 3 497.3 1 480.9 1 583.2 74.68 54.16 -0.094 1 0.118 7 表 4 采石体积与库仑应力变化
Table 4 Rock Extraction Volume and Coulomb Stress Change
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