2018, 37(1) 224-231 DOI:   10.3969/j.issn.1004-5589.2018.01.020  ISSN: 1004-5589 CN: 22-1111/P

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Keywords
normalized full gradient of gravity
derivative-iteration method
harmonic number
depth
fullness coefficient
Authors
LI Yin-fei
ZHANG Feng-xu
TAI Zhen-hua
HAO Meng-cheng
PubMed
Article by Li Y
Article by Zhang F
Article by Tai Z
Article by Hao M

Normalized full gradient of gravity based on derivative-iteration method

LI Yin-fei, ZHANG Feng-xu, TAI Zhen-hua, HAO Meng-cheng

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

Abstract��

Aiming at solving the problem of low resolution and precision for the detection of oil reservoirs by normalized full gradient of gravity, the authors use downward continuation of the derivative iterative method to calculate normalized full gradient of gravity. The Fourier transform and this method are both used in the model tests. The influence of harmonic number N, depth and fullness coefficient on GH field are analyzed. The results show that compared with Fourier transform, this method is less affected by the influence from harmonic number N, and the resolution of GH field to reservoirs is higher and the inversed depth is more accurate. The validity of the method is verified by practical application.

Keywords�� normalized full gradient of gravity   derivative-iteration method   harmonic number   depth   fullness coefficient  
Received 2017-03-16 Revised 2017-12-07 Online:  
DOI: 10.3969/j.issn.1004-5589.2018.01.020
Fund:
Corresponding Authors:
Email: fxzhang 16@163.com
About author:

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