Angular Spectral Density and Information Entropy for Eddy Current Distribution

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 ide...
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Autor*in:	Guolong Chen [verfasserIn] Weimin Zhang [verfasserIn]

Format:	E-Artikel
Sprache:	Englisch

Erschienen:	2016

Schlagwörter:	eddy current testing non-destructive testing conservation of energy planar eddy current probe fractal geometry

Übergeordnetes Werk:	In: Entropy - MDPI AG, 2003, 18(2016), 11, p 392
Übergeordnetes Werk:	volume:18 ; year:2016 ; number:11, p 392

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DOI / URN:	10.3390/e18110392

Katalog-ID:	DOAJ085383368

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callnumber-first	Q - Science
author	Guolong Chen
spellingShingle	Guolong Chen misc QB460-466 misc QC1-999 misc eddy current testing misc non-destructive testing misc conservation of energy misc planar eddy current probe misc fractal geometry misc Science misc Q misc Astrophysics misc Physics Angular Spectral Density and Information Entropy for Eddy Current Distribution
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topic_title	QB460-466 QC1-999 Angular Spectral Density and Information Entropy for Eddy Current Distribution eddy current testing non-destructive testing conservation of energy planar eddy current probe fractal geometry
topic	misc QB460-466 misc QC1-999 misc eddy current testing misc non-destructive testing misc conservation of energy misc planar eddy current probe misc fractal geometry misc Science misc Q misc Astrophysics misc Physics
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title	Angular Spectral Density and Information Entropy for Eddy Current Distribution
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title_full	Angular Spectral Density and Information Entropy for Eddy Current Distribution
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title_sort	angular spectral density and information entropy for eddy current distribution
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title_auth	Angular Spectral Density and Information Entropy for Eddy Current Distribution
abstract	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.
abstractGer	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.
abstract_unstemmed	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.
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title_short	Angular Spectral Density and Information Entropy for Eddy Current Distribution
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