火山岩块状硫化物矿床三维瞬变电磁正演模拟

LI Rui-Xue, WANG He, XI Zhen-Zhu, LONG Xia, HOU Hai-Tao, LIU Yuan-Yuan, JIANG Huan
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引用次数: 3

摘要

火山岩块状硫化物矿床瞬变电磁正演模拟是计算深海环境全空间三维体的涡流电磁响应。采用全域矢量有限元法模拟了VMS矿床的三维瞬变电磁响应。用砖矩形单元对矿体进行离散。在频域采用伽辽金法推导有限元方程,在时域采用傅里叶反变换。通过仿真结果与双半空间模型解析解的比较,验证了全域矢量有限元算法的有效性。结果吻合较好,表明矢量有限元法能够求解全空间问题。为了验证数值方法计算复杂边界条件下VMS矿床响应的能力,根据电磁物理尺度建模规则,将三维电模型的矢量有限元解与物理实验结果进行了比较。对比表明,对于海水、矿体和围岩的复杂电磁边界,全域矢量有限元法计算的VMS矿床瞬变电磁响应与物理尺度模拟结果具有相同的特点。矢量有限元法计算简单,结果精确,异常响应明显清晰。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
THE 3D TRANSIENT ELECTROMAGNETIC FORWARD MODELING OF VOLCANOGENIC MASSIVE SULFIDE ORE DEPOSITS

The transient electromagnetic forward modeling of volcanogenic massive sulfide (VMS) ore deposits is to calculate the eddy currents electromagnetic response of a three dimensional body in the full space of deep-sea environment. We simulated the three dimensional transient electromagnetic response of the VMS deposits using full-domain vector finite element method. The ore body was discretized with brick rectangular elements. The finite element equation was deduced in frequency domain by employing Galerkin procedure, and the conversion to time domain was by inverse Fourier transform. We confirmed the validity of the full-domain vector finite element algorithm by comparing simulated results with analytical solutions of double half-space model. The results have a good agreement with each other, which indicates that the vector finite element method is capable of solving whole space problem. In order to demonstrate the ability of the numerical method in calculating the response of VMS deposits containing complex boundary conditions, we compared vector finite element solution of a three dimensional electrical model with physical experiment results according to electromagnetic physical scale modeling rules. The comparison suggests that for the complex electromagnetic boundary of seawater, ore body and country rocks, the transient electromagnetic response of VMS deposits calculated by full-domain vector finite element method has same features with the physical scale modeling result. The vector finite element method is simple and its results are precise with obvious and clear anomaly response.

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