[1] 张恒磊,刘天佑,杨宇山. 各向异性标准化方差计算重磁源边界 [J]. 地球物理学报,2011,54 (7): 1921-1927. ZHANG Heng-lei, LIU Tian-you, YANG Yu-shan. Calculation of gravity and magnetic source boundary based on anisotropy normalized variance [J]. Chinese Journal of Geophysics, 2011, 54 (7): 1921-1927.
[2] 张恒磊,胡祥云,刘天佑. 基于二阶导数的磁源边界与顶部深度快速反演 [J]. 地球物理学报,2012, 55 (11): 3839-3847. ZHANG Heng-lei, HU Xiang-yun, LIU Tian-you. Fast inversion of magnetic source boundary and top depth via second order derivative [J]. Chinese Journal of Geophysics, 2012, 55 (11): 3839-3847.
[3] Thompson D T. EULDPH: a new technique for making computer assisted depth estimates from magnetic data [J]. Geophysics, 1982, 47: 31-37.
[4] Reid A B, Allsop J M, Granser H, et al. Magnetic interpretation in three dimensions using Euler deconvolution [J]. Geophysics, 1990, 55: 80-91.
[5] 任秀艳,杜晓娟,孙瑞雪,等. 地面磁梯度测量在勘查地下污水管道中的应用 [J]. 世界地质,2014, 33 (3): 659-665. REN Xiu-yan, DU Xiao-juan, SUN Rui-xue, et al. Application of ground magnetic gradient in underground sewage pipe survey [J]. Global Geology, 2014, 33 (3): 659-665.
[6] 张凤旭,孟令顺,张凤琴,等. 利用Hilbert变换计算重力归一化总梯度 [J]. 地球物理学报, 2005, 48 (3): 704-709. ZHANG Feng-xun, MENG Ling-shun, ZHANG Feng-qin, et al. Calculating normalized full gradient of gravity anomaly using Hilbert transform [J]. Chinese Journal of Geophysics, 2005, 48(3): 704-709.
[7] 郭灿灿,张凤旭,王彦国,等. 基于泰勒级数迭代的重力归一化总梯度 [J]. 世界地质,2012, 31 (4): 824-830. GUO Can-can, ZHANG Feng-xu, WANG Yan-guo, et al. Calculating normalized full gradient of gravity anomalies using Taylor series iteration [J]. Global Geology, 2012, 31 (4): 824-830.
[8] 苏超,杜晓娟,马国庆,等. 几何平均重力归一化总梯度在山东招远金矿采空区的应用 [J]. 世界地质,33 (4): 889-894. SU Chao, DU Xiao-juan, MA Guo-qing, et al. Application of normalized full gradient method with geometric mean in mined-out area of Zhaoyuan gold deposit in Shandong [J]. Global Geology, 2014, 33 (4): 889-894.
[9] 王予,薛林福,彭冲,等. 鞍山-本溪地区太古宙结晶基底埋深 [J]. 世界地质,2016,35 (2): 387-394. WANG Yu, XUE Lin-fu, PENG Chong, et al. Buried depth of Archean crystalline basement in Anshan-Benxi area [J]. Global Geology, 2016, 35(2): 387-394.
[10] 于清水,张凤旭,曾昭发. 大兴安岭北段的地球物理场研究 [J]. 世界地质,2016, 34 (1): 187-193. YU Qing-shui, ZHANG Feng-xu, ZENG Zhao-fa. Research on geophysical field in northern part of Da Hinggan mountains [J]. Global Geology, 2016, 34 (1): 187-193.
[11] Salem A, Williams S E, Fairhead J D, et al. Tilt-depth method: a simple depth estimation method using first-order magnetic derivatives [J]. The leading Edge, 2007, 26: 1502-1505.
[12] Nabighian M N. The analytic signal of two-dimensional magnetic bodies with polygonal cross-section: its properties and use for automated anomaly interpretation [J]. Geophysics, 1972, 37(3): 507-517.
[13] Miller H G, Singh V. Potential field tilt: a new concept for location of potential field sources [J]. Journal of Applied Geophysics, 1994, 32: 213-217.
[14] Salem A, Williams S E, Fairhead J D, et al. Interpretation of magnetic data using tilt-angle derivatives [J]. Geophysics, 2008, 73 (1): 1-10.
[15] Lee M, Morris W, Ugalde H. Amplitude effects of magntic signals on depth estimations [C]. 11th SAGA Biennial Technical Meeting and Exhibition, Swaziland, 2009(16/18): 276-279.
[16] Lahti I, Karinen T. Tilt derivative multiscale edges of magnetic data [J]. The Leading edge, 2010, 29 (1): 24-29.
[17] Fairhead J D, Salem A, Cascone L, et al. New developments of the magnetic tilt-depth method to improve structural mapping of sedimentary basins [J]. Geophysical Prospecting, 2011, 59 (6): 1072-1086.
[18] WANG Yan-guo, ZHANG Jin, GE Kun-peng, et al. Improve tilt-depth method for fast estimation of top and bottom depths of magnetic bodies [J]. Applied Geophysics, 2016, 13(2): 249-256.
[19] 郭华,熊盛青,于长春. Tilt-depth方法的应用 [J]. 物探与化探,2009, 33 (5): 583-586. GUO Hua, XIONG Sheng-qing, YU Chang-chun. The application of tilt-depth technology [J]. Geophysical and Geochemical Exploration, 2009, 33 (5): 583-586.
[20] Salem A, Williams S E, Samson E, et al. Sedimentary basins reconnaissance using the magnetic tilt-depth method [J]. Exploration Geophysics, 2010, 41: 198-209.
[21] 郭华,王平,谢汝宽. 利用Tilt-depth求取埋藏深度及其边界位置的关系研究 [J]. 地球物理学进展,2012,27 (5): 2151-2159. GUO Hua, WANG Ping, XIE Ru-kuan. The relationship of the boundary and the depth computed with the method of tilt-depth [J]. Progree in Geophysics, 2012, 27 (5): 2151-2159.
[22] Cooper G R J. A gradient-ratio method for the semi-automatic interpretation of gravity map data sets [J]. Geophysical Prospecting, 2012, 60: 995-1000.
[23] Zhou S, Huang D N. Determining the depth of certain gravity sources without a priori specification of their structural index [J]. Journal of Applied Geophysics, 2015, 122: 172-180.
[24] Cooper G R J. The automatic determination of the location, depth, and dip of contacts from aeromagnetic data [J]. Geophysics, 2014, 79 (3): 35-41.
[25] 赖中信,王连训,周锐,等. 下庄矿区铀成矿条件及找矿新思路 [J]. 铀矿地质,2010, 26 (5): 277-282. LAI Zhong-xin, WANG Lian-xun, ZHOU Rui, et al. Metallogenic and new prospecting direction for Xiazhuang uranium mine area [J]. Uranium Geology, 2010, 26 (5): 277-282.
[26] 何德宝,范宏海,汪昱. 下庄铀矿田成矿模式 [J]. 铀矿地质,2016, 32 (3): 152-158. HE De-bao, FAN Hong-hai, WANG Yu. Metallogenic model in Xiazhuang uranium ore field [J]. Uranium Geology, 2016, 32 (3): 152-158.