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INTERNAL BOUNDARY VALUE PROBLEM OF GRAVIMETRY AND ITS APPLICATION

INTERNAL BOUNDARY VALUE PROBLEM OF GRAVIMETRY AND ITS APPLICATION
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摘要 As a deepening and extension of Theory of Unified Representation of Gravitational Field^([1]), this paper covers two aspects as follows: in theory, we go into the fundamental structure of the internal problem and put emphasis on seeking the solution of the disturbing potential in spectral domain and establishing a spectral structure form of anomalous density; and in application, according to the given form we try to take a look at the distribution charateristics of anomalous densities of lithosphere about 30—40 km deep in the continent of China in illustration of evaluating practical trustworthiness of the present theory. Calculations done here are based on earth gravity model DQM84D^([2]) and show that this theory seems to be convincing. As a deepening and extension of Theory of Unified Representation of Gravitational Field<sup>[1]</sup>, this paper covers two aspects as follows: in theory, we go into the fundamental structure of the internal problem and put emphasis on seeking the solution of the disturbing potential in spectral domain and establishing a spectral structure form of anomalous density; and in application, according to the given form we try to take a look at the distribution charateristics of anomalous densities of lithosphere about 30—40 km deep in the continent of China in illustration of evaluating practical trustworthiness of the present theory. Calculations done here are based on earth gravity model DQM84D<sup>[2]</sup> and show that this theory seems to be convincing.
出处 《Science China Chemistry》 SCIE EI CAS 1990年第11期1357-1368,共12页 中国科学(化学英文版)
基金 Project supported by National Natural Science foundation of China
关键词 theory of unified representation of GRAVITATIONAL field INTERNAL boundary value problem ANOMALOUS density of LITHOSPHERE theory of unified representation of gravitational field internal boundary value problem anomalous density of lithosphere
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