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Angular Spectral Density and Information Entropy for Eddy Current Distribution

机译:涡流分布的角谱密度和信息熵

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Here, a new method is proposed to quantitatively evaluate the eddy current distribution induced by different exciting coils of an eddy current probe. Probability of energy allocation of a vector field is modeled via conservation of energy and imitating the wave function in quantum mechanics. The idea of quantization and the principle of circuit sampling is utilized to discretize the space of the vector field. Then, a method to calculate angular spectral density and Shannon information entropy is proposed. Eddy current induced by three different exciting coils is evaluated with this method, and the specific nature of eddy current testing is discussed.
机译:在此,提出了一种新的方法来定量评估由涡流探头的不同励磁线圈引起的涡流分布。通过能量守恒和模仿量子力学中的波函数来模拟矢量场能量分配的概率。量化的思想和电路采样的原理被用来离散矢量场的空间。然后,提出了一种计算角谱密度和香农信息熵的方法。用这种方法评估了三个不同励磁线圈感应的涡流,并讨论了涡流测试的具体性质。

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