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Topographic Correction for the Data of SQUID-based TEM Using a Ground Loop

机译:基于SQUID的TEM数据的地形校正

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摘要

Superconducting quantum interference device (SQUID) can be used to detect the signal of transient electromagnetic method (TEM) due to its superiority of high sensitivity in the low frequency range. However, the measuring direction of SQUID is hardly consistent with the normal direction of the transmitting coil of a TEM system because of the undulating topography in the field. In this case, the central magnetic field measured by SQUID is only a component of the theoretical central magnetic field. There will be larger errors if we directly use the measured central magnetic field for geological interpretation. To solve this problem, we propose a topographic correction method for the data of SQUID-based TEM using ground loop. The theoretical central magnetic field of the ground loop is calculated after the trapezoidal transmitting current wave is turned off. Then, we use the theoretical central magnetic field of the ground loop as the reference to correct the measured central magnetic field of SQUID-based on the trigonometric function relation between the measuring direction of SQUID and the topographic inclination. The experiment of SQUID-based TEM using a ground loop was carried out in the field. The result shows that at the measurement point with larger topographic inclination, the average absolute error of the measured central magnetic field reduces significantly with the proposed correction method. This method can also be applied to the correction of complex topographic effects when using SQUID to measure three components of magnetic field.
机译:超导量子干涉装置(SQUID)由于在低频范围内具有高灵敏度的优越性,可用于检测瞬态电磁法(TEM)的信号。然而,由于场内地形起伏,SQUID的测量方向与透射电镜系统的发射线圈的法向方向几乎不一致。在这种情况下,SQUID测量的中心磁场只是理论中心磁场的一个分量。如果我们直接使用测得的中心磁场进行地质解释,误差会更大。针对该问题,该文提出一种基于地环的基于SQUID的透射电镜数据的形貌校正方法。地环路的理论中心磁场是在梯形发射电流波关闭后计算的。然后,以地面回路的理论中心磁场为参考,基于SQUID测量方向与地形倾角的三角函数关系,修正SQUID的实测中心磁场;在现场进行了基于SQUID的地地环路TEM实验。结果表明:在形貌倾角较大的测量点,所提校正方法所测中心磁场的平均绝对误差显著减小;当使用SQUID测量磁场的三个分量时,该方法也可用于复杂形貌效应的校正。

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