Modeling and Performance Analysis of 3D Structured Rectilinear Rogowski Coil Using Finite Element Method

This paper proposed a discrete Rogowski coil (RC) model, consist of rectilinear solenoids (S) connected in series. This model is designed using ANSYS Maxwell software for different shape of primary conductor and the mutual inductance (M) between RC model are calculated. The paper discussed about imp...

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Bibliographic Details
Published inPeriodica polytechnica. Electrical engineering and computer science Vol. 69; no. 3; pp. 268 - 279
Main Authors Bawankule, Priti, Chandrasekaran, Kandasamy
Format Journal Article
LanguageEnglish
Published Budapest Periodica Polytechnica, Budapest University of Technology and Economics 01.07.2025
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ISSN2064-5260
2064-5279
2064-5279
DOI10.3311/PPee.36872

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Summary:This paper proposed a discrete Rogowski coil (RC) model, consist of rectilinear solenoids (S) connected in series. This model is designed using ANSYS Maxwell software for different shape of primary conductor and the mutual inductance (M) between RC model are calculated. The paper discussed about impact of various shape and different position of primary conductor. The M between the RC model and straight circular, rectangular cross section and D-shaped conductors are evaluated using the Finite Element Method (FEM). The effect of cross section of primary conductor on M has analyzed and reported. For larger numbers of S, eccentricity of conductor will decrease so that output of coil is also improved. In this study, the distribution of magnetic field is examined for changes in the position of the conductors. The designed RC model output is studied with respect to the power and high frequency input signals. A discrete RC is tested using simulated standard sinusoidal and impulse (8/20 μs) as an input signal. Performance of the RC is analyzed, and its results for the different input magnitude is reported. An output characteristic and sensitivity of the designed RC have also been determined and reported.
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ISSN:2064-5260
2064-5279
2064-5279
DOI:10.3311/PPee.36872