在印度古吉拉特邦库奇用超导重力仪观测2010年智利和2011年日本地震后的自由振荡

IF 2.8 4区 地球科学 Q2 GEOCHEMISTRY & GEOPHYSICS
Chandra Sekhar Pedapudi , Madhusudhana Rao Katlamudi , Severine Rosat
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引用次数: 1

摘要

在本文中,我们利用2009年3月安装在印度古吉拉特邦Kutch的Badargadh(23°0.47 N, 70°0.62 E)的双球超导重力仪(SG - 055)的数据,对智利(2010年2月27日,MW8.8)和日本(2011年3月11日,MW9.1)大地震后地球的自由振荡进行了观测。为了观察噪声特征,我们以新的低噪声模型(NLNM)为参考,计算了0.05 ~ 20 mHz频段5个安静日重力时间序列的功率谱密度。我们将巴达尔加德基地的噪音水平与世界上其他SG基地进行了比较。这表明巴达格德SG处于低噪声状态。我们发现噪声在低于1mhz的频率处增加。在朱古(非洲,贝宁)和斯特拉斯堡(法国)也观察到这种特点。利用古吉拉特邦的理论潮汐,我们估计Grav1(下球)的尺度因子约为−814 nm/s2/V, Grav2(上球)的尺度因子约为−775 nm/s2/V。在切换到频域之前,我们从一秒重力数据中校正了大气压力的影响。我们在日本地震期间共提取了53个地球自由振荡模态,在智利地震期间提取了约47个地球自由振荡模态。我们能够提取最低的0S2球面模式(0.30945 mHz或54分钟)和0S2径向模式(0.81439 mHz或20分钟)。由于科里奥利分裂效应,较长的时间序列显示单独的0S2单重波和0S3 (0.46855 mHz)单重波。我们使用PREM模式和以前的全球观测交叉参考了这些模态的频率。日本地震和智利地震与PREM模型的相关系数分别为0.999和0.993。这证实了对地震学低频研究有用的数据质量。我们还计算了观测到的基本模态与先前确定的观测值和理论值的相对偏差。我们发现,我们观察到的自由振荡的相对偏差不超过0.5%,表明良好的相关性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Observation of free oscillations after the 2010 Chile and 2011 Japan earthquakes by superconducting gravimeter in Kutch, Gujarat, India

In this paper, we present observations of free oscillations of the Earth after major earthquakes in Chile (February 27, 2010, MW8.8) and Japan (March 11, 2011, MW9.1) using data from the dual-sphere superconducting gravimeter (SG - 055), installed at Badargadh (23°0.47 N, 70°0.62 E), Kutch, Gujarat, India in March 2009. To see the noise characteristics, we calculated the power spectral density of the gravity time series of 5 quiet days in the frequency band 0.05–20 mHz using the new low noise model (NLNM) as a reference. We compared the noise level of the Badargadh site to other SG sites around the world. This shows that the Badargadh SG is in a low noise state. We find that the noise increases at frequencies below 1 mHz. Such a characteristic is also observed in Djougou (Afrique, Benin) and Strasbourg (France). Using theoretical tides for Gujarat, we estimated a scale factor of about −814 nm/s2/V for Grav1 (lower-sphere) and about −775 nm/s2/V for Grav2 (upper-sphere). We corrected the influence of atmospheric pressure from the one-second gravity data before switching to the frequency domain. We extracted a total of 53 Earth's Free Oscillations (EFO) modes during the earthquake in Japan and about 47 EFO modes during the earthquake in Chile. We are able to extract the lowest 0S2 spheroidal mode (0.30945 mHz or 54 min) and 0S0 radial mode (0.81439 mHz or 20 min). The longer time series shows individual 0S2 singlets and 0S3 (0.46855 mHz) singlets due to the Coriolis splitting effect. We cross-referenced the frequencies of these modes using the PREM model and previous global observations. The correlation coefficient between the observed and the PREM model for these two events are 0.999 for Japan earthquake and 0.993 for Chile earthquake. This validates the quality of the data useful for low-frequency studies in seismology. We also calculated the relative deviations of our observed fundamental modes with previously determined observed and theoretical values. We found that the relative deviations of our observed free oscillations do not exceed 0.5%, indicating good correlations.

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来源期刊
Geodesy and Geodynamics
Geodesy and Geodynamics GEOCHEMISTRY & GEOPHYSICS-
CiteScore
4.40
自引率
4.20%
发文量
566
审稿时长
69 days
期刊介绍: Geodesy and Geodynamics launched in October, 2010, and is a bimonthly publication. It is sponsored jointly by Institute of Seismology, China Earthquake Administration, Science Press, and another six agencies. It is an international journal with a Chinese heart. Geodesy and Geodynamics is committed to the publication of quality scientific papers in English in the fields of geodesy and geodynamics from authors around the world. Its aim is to promote a combination between Geodesy and Geodynamics, deepen the application of Geodesy in the field of Geoscience and quicken worldwide fellows'' understanding on scientific research activity in China. It mainly publishes newest research achievements in the field of Geodesy, Geodynamics, Science of Disaster and so on. Aims and Scope: new theories and methods of geodesy; new results of monitoring and studying crustal movement and deformation by using geodetic theories and methods; new ways and achievements in earthquake-prediction investigation by using geodetic theories and methods; new results of crustal movement and deformation studies by using other geologic, hydrological, and geophysical theories and methods; new results of satellite gravity measurements; new development and results of space-to-ground observation technology.
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