RAS Energy, Mechanics & ControlИзвестия Российской академии наук. Энергетика Bulletin of the Russian Academy of Sciences. Energetics

  • ISSN (Print) 0002-3310
  • ISSN (Online) 3034-6495

Determination of Electrodynamic Forces between Coaxial Coil Turns with Current of Various Configuration

PII
10.31857/S0002331022060048-1
DOI
10.31857/S0002331022060048
Publication type
Status
Published
Authors
Volume/ Edition
Volume / Issue number 1
Pages
72-78
Abstract
Determination of electrodynamic forces, as may be required for various practical purposes, is based on known calculation recommendations for mutual inductance coefficients, including the calculation methods with special functions, like complete elliptic integrals of the 1st and the 2nd kind, as well as spherical Legendre functions of the 2nd kind with half-integer index [1–5]. Some examples of practical tasks requiring these calculations are the assessments of mutual inductances in non-contact chargers, as well as the assessments of electrodynamic interactions in the windings of transformers, inductors, various solenoid-based loading devices, electric drives, etc. These applications are discussed in numerous publications and guides, e.g. [6–9].
Keywords
соосные витки различной конфигурации электродинамические силы коэффициенты взаимной индукции
Date of publication
14.09.2025
Year of publication
2025
Number of purchasers
0
Views
13

References

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  7. 7. Цицикян Г.Н., Бобровников П.В., Антипов М.Ю. Руководство по расчету индуктивности и электродинамических сил в токоведущих частях электротехнических комплексов. Монография. – СПб. ФГУП “Крыловский государственный научный центр” 2020, 118 с.
  8. 8. Raju S., Wu R., Chan M., Patrick Yue C. Modeling of mutual coupling between planar inductors in wireless power electronics. V. 20. № 1. Yanuary 2014. pp. 481–490.
  9. 9. Lee S.-H., Lorenz R.D. Development and Validation of Model for 95%-Efficiency 220-W Wireless Power Transfer Over a 30-cm Air Gap. IEEE Trans. on Industry Applications, V. 47. № 6. Nov/Dec 2011. pp. 1495–2504.
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