Mathematical Model of Electromagnetic Fields near Defects Registered via Magneto-Optical Defectoscopy

A mathematical model is presented for a three-dimensional quasi-stationary electromagnetic field of secondary sources induced by an external non-sinusoidal periodic field in a conducting control object containing a closed defect. Numerical modeling of the electromagnetic field near such an object is done using software with the developed mathematical model. Results are compared to magneto-optical images of defects observed in an experiment.

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Publication Details

Journal
Bulletin of the Russian Academy of Sciences Physics
Published
2024-11-01
DOI
https://doi.org/10.1134/s1062873824708213
Citations
1
Primary Topic
Magnetic Properties and Applications
Type
article
Field-Weighted Citation Impact
0.12
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article

Mathematical Model of Electromagnetic Fields near Defects Registered via Magneto-Optical Defectoscopy

Nazar Lugovskoy, Dmitriy M. Filippov, V. N. Berzhansky, Alexandr A. Shuyskyy
1 citations
Bulletin of the Russian Academy of Sciences Physics
Magnetic Properties and Applications
0.12
article

Mathematical Model of Electromagnetic Fields near Defects Registered via Magneto-Optical Defectoscopy

Nazar Lugovskoy, Dmitriy M. Filippov, V. N. Berzhansky, Alexandr A. Shuyskyy
article en
1 citations

Abstract

A mathematical model is presented for a three-dimensional quasi-stationary electromagnetic field of secondary sources induced by an external non-sinusoidal periodic field in a conducting control object containing a closed defect. Numerical modeling of the electromagnetic field near such an object is done using software with the developed mathematical model. Results are compared to magneto-optical images of defects observed in an experiment.

Bulletin of the Russian Academy of Sciences PhysicsVol. 88(11)
Openalex Percentile: Top 64%
Magnetic Properties and Applications
0.12
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