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Analytical model for mutual inductance between two rectangular coils in driver pickup mode for eddy current testing

机译:涡流拾取模式下两个矩形线圈互感的分析模型

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摘要

The electromagnetic induction method by means of eddy current plays an important role in non-destructive testing. In detecting a defect from the impedance variation, there is the driver pickup coils method, which arranges two coils on the one side of the tested material. In most studies, circular coils have been analysed. In this paper, the electromagnetic field and mutual inductance between two rectangular eddy current coils in driver pickup mode are calculated analytically for different sizes and arbitrary misalignment above a planar conductor. Firstly, the second-order vector potential formulation is used for the calculation of the fields produced by a rectangular transmitter coil of multi-turns and rectangular cross section placed on a conducting half-space. Then, the closed-form expressions are provided for the mutual inductance between two rectangular coils in free-space and its change due to the eddy current in the conducting half-space. Finally, the mutual inductance and its change are calculated for different frequencies, lift-off, distances and misalignments. The validity of the theoretical analysis and calculation is confirmed by the experiments.
机译:通过涡流电流的电磁感应方法在非破坏性测试中起重要作用。在检测阻抗变化的缺陷时,存在驾驶员拾取线圈方法,其在测试材料的一侧布置两个线圈。在大多数研究中,已经分析了圆形线圈。在本文中,用于驱动器拾取模式中的两个矩形涡流线圈之间的电磁场和互感进行分析,用于平面导体上方的不同尺寸和任意未对准。首先,二阶矢量电位制剂用于计算由位于导电半空间上的多匝和矩形横截面的矩形发射器线圈产生的场。然后,为闭合形式表达式用于自由空间中的两个矩形线圈之间的互感及其由于导电半空间中的涡流而变化。最后,为不同的频率,剥离,距离和未对准计算互感及其变化。实验证实了理论分析和计算的有效性。

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