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)
1. 个人简介
安美建, 男, 1969年生。博士, 研究员。主要从事(天然)地震学、深部
结构、地球动力学、信息技术方面的研究。
2. 工作经历
2011—今, 中国地质科学院地质力学研究所, 研究员
2006.6—2011, 中国地质科学院地质力学研究所, 副研究员
2000.11—2006.07, 中国科学院研究生院, 博士后
1997.07—2000.09, 四通信息技术有限公司等, 软件工程师
1991.07—1994.09, 石家庄综合地质大队, 助理工程师
3. 国内外学术任职
南极研究科学委员会(SCAR)下设“固态地球响应及冰冻圈演
变”(SERCE)科学计划指导专家
4. 负责/主持的项目
(1) 2013—2015年, 地质调查工作项目“成矿带天然地震数据解析关键技术研究”(编号: 12120113101400);
(2) 2009—2011, 国家自然基金面上项目“南极大陆及周边地区地壳和上地幔三维深部结构研究”(编号: 40874021);
(3) 2009—2010, 地质调查工作项目“高精度地震层析成像新技术及区域地震数据开发预研究”(编号: 1212010916024);
(4) 2007—2009, 国家自然基金面上项目“中国大陆及邻区地壳和上地幔三维温度场及其演化研究”(编号: 40674058)。
5. 代表性专著、论文
(1) An Mei-jian, WIENS D A, ZHAO Yue. 2016. A frozen collision belt beneath ice: an overview of seismic studies around the Gamburtsev Subglacial Mountains, East Antarctica[J]. Advances in Polar Science, 27(2): 78-89.
(2) AN Mei-jian, WIENS D A, ZHAO Yue, FENG Mei, NYBLADE A A, KANAO M, LI Yuan-sheng, MAGGI A, LÉVÊQUE J J. 2015. Temperature, lithosphere–asthenosphere boundary, and heat flux beneath the Antarctic Plate inferred from seismic velocities[J]. Journal of Geophysical Research: Solid Earth, 120(12): 8720-8742.
(3) AN Mei-jian, WIENS D A, ZHAO Yue, FENG Mei, NYBLADE A A, KANAO M, LI Yuan-sheng, MAGGI A, LÉVÊQUE J J. 2015. S-velocity Model and Inferred Moho Topography beneath the Antarctic Plate from Rayleigh Waves[J]. Journal of Geophysical Research: Solid Earth, 120(1): 359-383.
(4) AN Mei-jian, WIENS D A, AN Chun-lei, SHI Gui-tao, ZHAO Yue, LI Yuan-sheng. 2015. Antarctic ice velocities from GPS locations logged by seismic stations[J]. Antarctic Sci., 27(2): 210-222.
(5) AN Mei-jian. 2012. A simple method for determining the spatial resolution of a general inverse problem. Geophys[J]. J. Int., 191(2): 849-864.
(6) AN Mei-jian, FENG Mei, LONG Chang-xing. 2010. Deep Ruptures around the Hypocenter of the 12 May 2008 Wenchuan Earthquake Deduced from Aftershock Observations[J]. Tectonophysics, 491(1-4): 96-104.
(7) AN Mei-jian, FENG Mei, ZHAO Yue. 2009. Destruction of Lithosphere within the North China Craton Inferred from Surface Wave Tomography[J]. Geophys. Geosyst., 10: Q08016.
(8) AN Mei-jian, FENG Mei, DONG Shu-wen, LONG Chang-xing, ZHAO Yue, YANG Nong, ZHAO Wen-jin, ZHANG Ji-zhong. 2009. Seismogenic structure around the epicenter of the May 12, 2008 Wenchuan earthquake from micro-seismic tomography[J]. Acta Geologica Sinica (English Edition), 83(4): 724-732.
(9) AN Mei-jian, SHI Yao-lin. 2007. Crustal and Upper-mantle Temperature of the Chinese Continent[J]. Sci China (Ser. D), 50(10): 1441-1451.
(10) 安美建, 石耀霖. 2007. 中国大陆地壳和上地幔三维温度场[J]. 中国科学(D), 37(6): 736-745.
(11) AN Mei-jian, SHI Yao-lin. 2006. Lithospheric Thickness of the Chinese Continent[J]. Phys. Earth Planet. Ints., 159: 257-266.
(12) 安美建, 石耀霖. 2006. 中国大陆岩石圈厚度分布研究[J]. 地学前缘, 13(3): 23-30.
(13) AN Mei-jian, ASSUMPÇÃO M. 2006. Crustal and upper mantle structure in intracratonic Paraná Basin, SE Brazil, from surface wave dispersion using genetic algorithm[J]. J. South Am. Earth Sci., 21: 173-184.
(14) AN Mei-jian, ASSUMPÇÃO M. 2005. Effect of lateral variation and model parameterization on surface wave dispersion inversion to estimate the average shallow structure in the Paraná Basin[J]. J. Seismology, 9: 449-462.
(15) AN Mei-jian, ASSUMPÇÃO M. 2004. Multi-Objective Inversion of Surface Waves and Receiver Functions by Competent Genetic Algorithm Applied to the Crustal Structure of the Paraná Basin, SE Brazil[J]. Geophys. Res. Lett., 31(5): L05615.