2012, 31(4) 824-830 DOI:     ISSN: 1004-5589 CN: 22-1111/P

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Keywords
Taylor series iteration
resolution
normalized full gradient of gravity anomalies
downward continuation
harmonic wave number
Authors
GUO Can-Can
ZHANG Feng-Xu
WANG Yan-Guo
SONG Meng-Xin
PubMed
Article by Guo, C. C.
Article by Zhang, F. X.
Article by Wang, Y. G.
Article by Song, M. X.

Calculating normalized full gradient of gravity anomalies using Taylor series iteration

GUO Can-Can, ZHANG Feng-Xu, WANG Yan-Guo, SONG Meng-Xin

College of Geo-exploration Science and Technology��Jilin University��Changchun 130026��China

Abstract��

In order to improve the instability problem of downword continuation in its conventional calculation�� we propose a method of calculating normalized full gradient of gravity anomalies based on Taylor series iteration method for rapid and stable downward continuation�� The experiment of infinite horizontal cylinder proves that the GH field characteristics of this method perform a single high value and the maximum position coincides with the location of model centroid�� The asymmetric-density oil storage sphere-coronal model prove that this method has still distinguished the characteristics of“one less value between two high values”�� The method of Fourier series and Fourier transform do not when the thickness of the oil storage part is low�� These fully illustrate that normalized full gradient of gravity anomaly computation method based on Taylor series iterative not only enhances the stability of calculation result��also improves the anomaly resolution��

Keywords�� Taylor series iteration   resolution   normalized full gradient of gravity anomalies   downward continuation   harmonic wave number  
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