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任秀艳
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性别 :
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博士研究生毕业
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地球探测科学与技术学院
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地球探测与信息技术
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朝阳校区
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[1] Impact of Satellite Orbit Altitudes on the Global Induced Magnetic Fields. IEEE Transactions on Geoscience and Remote Sensing,2024, 62 (5930915)
[2] Electrical conductivity of mantle transition zone and water content revealed by the magnetic data of China Seismo-electromagnetic Satellite. IEEE Journal of Selected Topics in Applied Earth Observations and Remote Sensing
[3] Footprint-driven stochastic approximation inversion for time-domain airborne electromagnetic data. Geophysics,2024
[4] 3D time-domain airborne electromagnetic inversion based on secondary field finite-volume method. Geophysics,2018
[5] Stripping induced polarization effects from airborne electromagnetic to improve 3D conductivity inversion of a narrow palaeovalley. Geophysics. 2020,15 :133-139
[6] A Robust Approach for Geo-Electromagnetic Sounding Data Inversion Using l1-Norm Misfit and Adaptive Moment Estimation. IEEE Transactions on Geoscience and Remote Sensing,2024
[7] A fast 3D Inversion for Airborne EM Data Using Preconditioned Stochastic Gradient Descent. Geophysical Journal International,2023
[8] Review on airborne electromagnetic inverse theory and applications. Geophysics. 2015,80 :W17-W31
[9] Fast 3D time-domain airborne EM forward modeling using random under-sampling. Journal of Applied Geophysics,2021
[10] Multiscale 3-D Stochastic Inversion of Frequency-Domain Airborne Electromagnetic Data. Remote sensing,2024
[11] Monitoring Waterflooding Front Based on the three-dimensional direct-current method with steel casing. Geophysical Prospecting
[12] Gravity compression forward modeling and multiscale inversion based on wavelet transform. applied geophysics. 2018,15 :342-352
[13] 3D forward modeling of a dual-ship-towed marine CSEM and response analysis. Applied Geophysics. 2018,19 :149-157
[14] Adaptive finite element for 3D time-domain airborne electromagnetic modeling based on hybrid posterior error estimation. Geophysics. 2018,83 :WB71-WB79
[15] A Fast 3D Inversion for Airborne EM Data Using Preconditioned Stochastic Gradient Descent. GJI. 2023,234 :737-754
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