|
��չ���� |
|
| ������Ϣ | |
 |
Supporting info |
|
PDF(411KB) |
|
[HTMLȫ��] |
|
�����[PDF] |
|
����� |
| �����뷴�� | |
|
�������ù����� |
|
���� |
|
Email Alert |
|
���·��� |
|
���������Ϣ |
| ���Ĺؼ���������� | |
|
��б̨�� |
|
�����쳣 |
|
���� |
| ��������������� | |
|
����� |
|
����� |
|
������ |
| PubMed | |
|
Article by Ma G |
|
Article by Li Z |
|
Article by Li L |
�����ص��з��ƻ����⣨2017YFC0602203��2017YFC0601606��2017YFC0601305�������ҿƼ��ش�ר��������2016ZX05027-002-003����������Ȼ��ѧ������Ŀ��41604098���������Ȼ��ѧ�����ص���Ŀ��41430322����������.
[2] Hubbert M K.A line-integral method of computing the gravimetric effects of two-dimensional masses[J].Geophysics, 1948, 13(2):215-225.
[3] Talwani M, Worzel J L, Landisman M.Rapid gravity computations for two-dimensional bodies with application to the Mendocino submarine fracture zone[J].Journal of Geophysical Research-Atmospheres, 1959, 64(1):49-59.
[4] Grant F S. Interpretation theory in applied geophysics[J]. Geophysical Journal of the Royal Astronomical Society, 2010, 11(5):566-566.
[5] Stanley J M,Green R. Gravity gradients and its interpretation of the truncated plate[J].Geophysics, 1976, 41:1370-1376.
[6] ������, ����.��ά��б̨�ϲ������쳣��������[J].�ﻯ̽���㼼��, 1986, 8(1):20-41. CAI Zong-xi, JIANG Lan.Forward and inverse problems of gravity anomalies due to 2-D inclined faults[J].Computing Techniques for Geophysical and Geochemical Exploration(in Chinese), 1986,8(1):20-41.
[7] Won I J, Bevis M. Computing the gravitational and magnetic anomalies due to a polygon:algorithms and fortransubroutine[J].Geophysics, 1987, 52(2):232-238.
[8] Butler D K. Generalized gravity gradient analysis for 2-D inversion[J]. Geophysics, 1995, 60(4):1018-1028.
[9] ۨ���,�����,������,��.����ʵ��������ֱ�ݶȷ��ݳ���ɽ����һ������������[J].�������,2012,31(4):791-796. HUAN Heng-fei, WU Yan-gang, GUAN Yan-wu, et al.Deep structure inversion by measurement of vertical gradient of gravity for a profile of Changbai Mountain area[J].Global Geology, 2012, 31(4):791-796.
[10] ������, ����˳,������,��.һ�ֶϲ������쳣�������ͷ���[J].ʯ�͵�������̽,2012,47(4):665-667. LI Li-li,MENG Ling-shun,DU Xiao-juan,et al.A quantitative method for interpreting gravity anomaly of fault[J].Oil Geophysical Prospecting,2012,47(4):665-667.
[11] �ŷ���,���Ӣ,�ŷ���,��.����DCT��������һ�����ݶȼ���λ��ʶ����ѹ����е��о���Ӧ��[J].�������,2008,27(1):83-88. ZHANG Feng-qin,ZHU Hong-ying,ZHANG Feng-xu,et al.Study and application of normalized full gradient of gravity anomalies and phase based on DCT in identifying fracture[J].Global Geology,2008,27(1):83-88.
[12] ������.̨��(�ϲ�)ģ�������쳣���ݼ����һ�����㷨[J]. �������, 2014,33(2):477-483. FENG Lan-tian. A new algorithm for gravity anomaly forward calculation of stepped(fault) model[J]. Global Geology, 2014,33(2):477-483.
[13] �պ���,����Ң,���ٻ�,��. ��б̨�������쳣��ʽ�ĸĽ�[J]. ���������չ, 2014,29(5):2066-2071. SU He-peng,LI Wen-yao,WANG Rong-hua,et al. Some improvements on the formula for inclined steps gravity anomaly[J]. Progress in Geophysics, 2014,29(5):2066-2071.