A study of equivalence of influences of varying thickness and conductivity in 3D-processing of airborne electromagnetic data in complex media

N. Kondratyev, D. S. Kiselev, D. Vagin, M. Persova, Y. Soloveichik
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Abstract

The paper is devoted to the problem of processing the airborne electromagnetic (AEM) data with a view to developing recommendations on parameterization of a geological medium for carrying out the geometric 3D-inversion of airborne data. The study is performed with the use of finite element 3D-modeling of transient EM fields induced by the helicopter AEM system in complex media followed by the 3D-inversion of airborne synthesized data. The geoelectrical models chosen for investigation are taken as typical of this class of airborne EM surveys: the rugged topography and the conductive inhomogeneous top layer, which overlaps the low-resistive layer containing target conductive bodies. It is shown that, if the variations of the top layer thickness do not exceed 30...35 m in performing 3D-inversion, as a minimum, at its first stage, the top layer can be recovered as equivalent with constant (but recovered) thickness, i.e. when the top layer is parameterized in the inverse problem, in the vector of the unknowns we can include only lateral borders of 3D-inhomogeneities, their conductivity, and layer thickness described by one parameter. It is also shown that, if, in the medium under study, the variations of the top layer thickness are more significant, its bottom border should be recovered in more detail, because otherwise the target objects located in the second layer with the responses of about 15...20 % of the measured signals can be missed, while, in the case of recovering the top layer parameters more accurately, these target objects can be discovered quite confidently.
复杂介质中航空电磁数据三维处理中不同厚度和电导率影响的等效性研究
本文研究了航空电磁数据的处理问题,以期为航空数据的几何三维反演提供地质介质参数化的建议。对直升机AEM系统在复杂介质中产生的瞬态电磁场进行了有限元三维建模,并对机载综合数据进行了三维反演。所选择的地电模型是这类航空电磁测量的典型模型:崎岖地形和导电不均匀的顶层,与含有目标导电体的低阻层重叠。结果表明,如果顶层厚度的变化不超过30…在进行3d反演时,至少35 m,在其第一阶段,顶层可以恢复为具有恒定(但恢复)厚度的等效层,即当顶层在反问题中参数化时,在未知向量中我们只能包括三维非均匀性的侧向边界,它们的电导率和由一个参数描述的层厚度。结果还表明,在研究介质中,如果顶层厚度变化更显著,则应更详细地恢复其底边界,否则,位于第二层的目标物体的响应约为15…20%的测量信号可能会丢失,而在更准确地恢复顶层参数的情况下,可以相当自信地发现这些目标物体。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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