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地形—均衡补偿重力、大地水准面异常频谱分析
引用本文:方剑,马宗晋,许厚泽.地形—均衡补偿重力、大地水准面异常频谱分析[J].地球物理学进展,2006,21(1):25-30.
作者姓名:方剑  马宗晋  许厚泽
作者单位:1.中国科学院测量与地球物理研究所,武汉 430077;2.中国地震局地质研究所,北京 100029
基金项目:国家自然科学基金课题(40574003、49834002),教育部地球空间环境与大地测量重点实验室课题(020912)资助
摘    要:将地形高、地球内部质量异常以及重力、大地水准面展开成球谐级数,依据岩石圈弹性挠曲均衡补偿理论建立地形—均衡补偿重力、大地水准面异常的球谐级数表达式.由此我们可以研究地形—均衡补偿重力、大地水准面异常与球谐级数阶次的关系,以及不同波长地形荷载与岩石圈挠曲补偿的关系,探讨地形—均衡补偿重力、大地水准面的频谱特性.从观测大地水准面异常和自由空气重力异常扣除地形—均衡补偿大地水准面、重力异常,可以得到均衡大地水准面异常和均衡重力异常.均衡大地水准面异常已经消除了浅层物质不均匀的影响,反映的是地球深部物质密度不均匀分布.均衡重力异常显示出中短波长特性,反映的是地壳上地幔物质分布的失衡和物质调整的动力学特征.

关 键 词:地形—均衡补偿  重力  大地水准面  频谱  动力学
文章编号:1004-2903(2006)01-0025-06
收稿时间:2005-03-15
修稿时间:2005-04-20

Frequency analyze of topography-isostasy compensative gravity and geoid anomaly
FANG Jian,MA Zong-jin,XU Hou-ze.Frequency analyze of topography-isostasy compensative gravity and geoid anomaly[J].Progress in Geophysics,2006,21(1):25-30.
Authors:FANG Jian  MA Zong-jin  XU Hou-ze
Institution:1. Institute of Geodesy and Geophysics, Chinese Academy of Sciences, Wuhan 430077, China;2. Institute of geology, China seismological bureau, Beijing 100029, China
Abstract:Expending geography,earth interior mass,gravity and geoid into sphere harmonic series,we establish topography-isostasy compensation gravity and geoid sphere harmonic series expression according to isostatic compensation theory of lithospheric flexibility.Thus,we can the relation between topography-isostasy compensative gravity,geoid and order and degree of sphere harmonic series and topography wavelength.Deducted topography-isostasy compensation gravity,geoid anomalies from observed free air gravity and geoid anomalies,isostatic gravity anomaly and isostatic geoid anomaly could be obtained.Isostatic geoid anomaly eliminates the gravity effect of shallow mass.Isostatic geoid anomaly reflects inhomogenity of earth deep mass distribution.Isostatic gravity anomaly shows middle-short wavelength character,reflects mass distribution imbalance and mass adjust dynamical character in crust and upper-mantle.
Keywords:topography-isostasy  compensation  gravity  geoid  frequency power  dynamic
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