摘要
本文主要研究由内部膨胀源引起的粘弹介质地球的重力场变化及地面起伏.首先建立了适用于地球物理问题的关于一个粘弹性、自转、自引力、任意初始构形、任意模型参数分布及具有任意初始应力的地球之Betti互易定理在Laplace变换参数域的表达形式;然后将这个理论用于讨论粘弹性、非自转、球形径向非均匀、自引力,初态为流体静力平衡的地球响应于内部膨胀源的重力场变化和地表起伏.
In this work we focus our attention on the gravitational variation and surficial undulation caused by internal dilatation source for a viscoelastic earth model. First we develop the Betti's reciprocal theorem which is applicable for a viscoelastic, self-rotating, self-gravitating earth with an arbitrary model parameters distribution,an arbitrary configuration and an arbitrary initial field,in the domain of Laplace transform parameters. Then we use this theory to investigate the gravitational variation and surficial undulation of a viscoelastic self-gravitating,spherical symmetric and hydrostatic earth responding to an internal dilatation source.
出处
《地球物理学报》
SCIE
EI
CSCD
北大核心
1994年第A02期238-248,共11页
Chinese Journal of Geophysics
基金
国家自然科学基金
中国科学院动力大地测量学开放实验室资助
关键词
内部膨胀源
粘弹性
地球重和场
重力场
地面起伏
Internal dilatation source
Viscoelastic
Laplace transform, Non-tidal gravity variation.