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      1. 王珣

        特聘副教授 碩士生導師

        入職時間:2021-03-01

        所在單位:地球科學與信息物理學院

        職務:特聘副教授

        學歷:研究生(博士)畢業

        性別:男

        學位:博士學位

        在職信息:在職

        畢業院校:中南大學

        學科:地質資源與地質工程

        論文成果

        當前位置: 中文主頁 >> 論文成果

        2021

        [1]   Xun Wang, Deshan Feng*. Multi-parameter Full-waveform Inversion of 3D On- ground GPR with a Modified Total Variation Regularization Scheme, IEEE Geoscience and Remote Sensing Letters, 2021, 18(3):466-470. (SCI, JCR Q1, IF: 3.833)

        [2]   Deshan Feng, Xun Wang, Bin Zhang*. A frequency-domain quasi-newton-based bi-parameter synchronous imaging scheme for ground penetrating radar with applications in full waveform inversion, IEEE Transactions on Geoscience and Remote Sensing, 2021, 59(3):1949-1966. (SCI, JCR Q1, IF: 5.855)

        [3]   Feng Deshan, Wang Xiangyu*, Wang Xun, Ding Siyuan, Zhang Hua. Deep Convolutional Denoising Autoencoders with Network Structure Optimization for the High-Fidelity Attenuation of Random GPR Noise. Remote Sensing, 2021; 13(9):1761.(SCI, JCR Q1, IF: 4.509)

        2020

        [4]   王珣, 馮德山*. 基于改進全變差正則化的GPR多尺度全波形雙參數同步反演, 地球物理學報, 2020, 63(12): 4485-4501. (SCI,JCR Q4, IF: 0.88)

        [5]   Deshan Feng, Xiangyu Wang, Xun Wang*. New dynamic stochastic source encoding combined with a minmax-concave total variation regularization strategy for full waveform inversion, IEEE Transactions on Geoscience and Remote Sensing, 2020, 58(11):7753-7771. (SCI, JCR Q1, IF: 5.855)

        [6]   Xun Wang, Deshan Feng*, Daoxue Yang, Xiangyu Wang. An interpolating scaling functions method with low-storage five-stage fourth-order explicit Runge-Kutta schemes for 3D ground penetrating radar simulation, Journal of Applied Geophysics, 2020, 180:104128. (SCI, JCR Q2, IF: 1.975)

        [7]   Deshan Feng, Xuan Su, Xun Wang*,Xiangyu Wang. A modified total variation regularization approach based on the Gauss-Newton algorithm and split Bregman iteration for magnetotelluric inversion, Journal of Applied Geophysics, 2020, 178:104073. (SCI, JCR Q2, IF: 1.975)

        [8]   Deshan Feng, Hua Zhang, Xun Wang*. Second-generation wavelet finite element based on the lifting scheme for GPR simulation, Applied Geophysics, 2020, 17(1):143-53. (SCI, JCR Q4, IF: 0.954)

        2019

        [9]   Deshan Feng, Cen Cao, Xun Wang*. Multiscale full waveform dual-parameter inversion based on total variation regularization to on-ground GPR data, IEEE Transactions on Geoscience and Remote Sensing, 2019, 57(11): 9450-9465. (SCI, JCR Q1, IF: 5.855)

        [10]    Deshan Feng, Siyuan Ding, Xun Wang*. An exact PML to truncate lattices with unstructured-mesh-based adaptive finite element method in frequency domain for ground penetrating radar simulation, Journal of Applied Geophysics, 2019, 170:103836. (SCI, JCR Q2, IF: 1.975)

        [11]    Deshan Feng, Xun Wang, Bin Zhang*. An investigation into the electromagnetic response of small scale random porous media with GPR using FEM of B-spline wavelet on the interval, Journal of Applied Geophysics, 2019, 169:174-182. (SCI, JCR Q2, IF: 1.975)

        [12]    Deshan Feng, Xun Wang, Bin Zhang*. Improving reconstruction of tunnel lining defects from ground-penetrating radar profiles by multi-scale inversion and bi-parametric full-waveform inversion, Advanced Engineering Informatics, 2019, 41:100931. (SCI, JCR Q1, IF: 3.879)

        [13]    Bin Zhang, Qianwei Dai, Xiaobo Yin, ZhiWei Li, Deshan Feng, Ya Sun, Xun Wang. An optimized choice of UCPML to truncate lattices with rotated staggered grid scheme for ground penetrating radar simulation, IEEE Transactions on Geoscience and Remote Sensing, 2019. (SCI, JCR Q1, IF: 5.630)

        [14]    Qianwei Dai, Yi Lei, Bin Zhang, Deshan Feng, Xun Wang, Xiaobo Yin. A practical adaptive moving-mesh algorithm for solving unconfined seepage problem with Galerkin finite element method, Scientific Reports, 2019, 9(1): 6988. (SCI, JCR Q1, IF: 4.011)

        2018

        [15]    Deshan Feng, Xun Wang, Bin Zhang*. Specific evaluation of tunnel lining multi-defects by all-refined GPR simulation method using hybrid algorithm of FETD and FDTD, Construction and Building Materials, 2018, 185: 220-229. (SCI, JCR Q1, IF: 4.046)

        [16]    馮德山, 王珣*. 自適應多尺度第二代小波配點法探地雷達數值模擬, 地球物理學報, 2018, 61(9): 3851-3864. (SCI, JCR Q4, IF: 0.829)

        [17]    馮德山, 王珣*.基于GPU并行的時間域全波形優化共軛梯度法快速GPR雙參數反演, 地球物理學報, 2018, 61(11):4647-4659. (SCI, JCR Q4, IF: 0.829,)

        [18]    馮德山, 劉金寶, 王珣. 含地形起伏的 MT 模型非規則四邊形 FEM 正演與反演. 中南大學學報, 2018, 49(3): 626-632. (EI)

        2017 年之前

        [19]    馮德山, 王珣*. 基于卷積完全匹配層的非規則網格時域有限元探地雷達數值模擬, 地球物理學報, 2017, 60(1): 413-423. (SCI,JCR Q4, IF: 0.88)

        [20]    馮德山, 王珣. 區間B樣條小波有限元GPR模擬雙相隨機混凝土介質, 地球物理學報, 2016, 59(8): 3098-3109. (SCI, JCR Q3, IF: 0.984)

        [21]    馮德山, 楊良勇, 王珣. 探地雷達FDTD數值模擬中不分裂卷積完全匹配層對倏逝波的吸收效果研究, 地球物理學報, 2016, 59(12): 4733-4746. (SCI, JCR Q4, IF: 0.829)

        [22]    馮德山, 楊炳坤, 王珣, 杜華坤. Daubechies小波有限元求解GPR波動方程[J]. 地球物理學報, 地球物理學報, 2016, 59(1): 342-354. (SCI, Q4, IF: 0.829)

        [23]    馮德山, 楊道學, 王珣. 插值小波尺度法GPR數值模擬及四階龍格庫塔ADE-PML邊界條件研究, 物理學報, 2016, 65(23): 234102. (SCI, JCR Q4, IF: 0.67)

        [24]    石明, 馮德山, 李開鵬, 王珣. 大地電磁三維矢量有限元正演模擬. 湖南大學學報, 2016, 10: 119-125. (EI)

        [25]    馮德山, 王珣, 楊炳坤, 杜華坤. Daubechies小波有限元聯系系數計算的廣義最小二乘-復化梯形求積法,中南大學學報, 2015, 46(12): 4578-4583. (EI)

        [26]    馮德山, 王珣. 大地電磁雙二次插值FEM正演及最小二乘正則化聯合反演, 中國有色金屬學報, 2013, 23(9): 2524-2531. (EI)

         


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