Physical and Effective Electrodynamic Parameters of the Material Media

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F. F. Mende
F. F. Mende
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A. S. Dubrovin
A. S. Dubrovin

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Physical and Effective Electrodynamic Parameters of the Material Media

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Abstract

The mathematical model of the temporary dispersion of electromagnetic waves in the plasmo-like media, the dielectrics and the magnetic materials with the use not of the effective frequency-dependent, and not depending on the frequency physical quantity of dielectric and magnetic constant for the case of isotropic medium with the sizes, the much large of the size of the heterogeneity of field is developed (wavelength). This becomes possible due to the calculation of the kinetic inductance of charges and their kinetic capacity on the basis of the deep understanding of the physical sense of the dispersion as a result of the attraction of the methodological approaches, borrowed from electrical engineering. It is shown that in the case indicated the traditionally utilized in the electrodynamics effective dielectric constant can be expressed through several physical quantities, which do not depend on the frequency.

References

27 Cites in Article
  1. Andrey Alexandrov,Larisa Bogdankevich,Anri Rukhadze (1990). Principles of the Quasilinear Theory of Plasma Oscillations.
  2. L Landau,E Lifshits (1973). Electrodynamics of continuous media.
  3. V Ginzburg (1967). The propagation of electromagnetic waves in a plasma.
  4. A Akhiezer (1974). Plasma PhysicsNauka.
  5. I Tamm (1966). Fundamentals of theory of electricity.
  6. L Artsimovich (1976). New books from Atomizdat.
  7. James Clerk,Maxwell (1954). Selected workson the theory ofthe electric field.
  8. F Mende,A Spitsyn (1985). Surface impedance in superconductors.
  9. F Mende (2012). Revolution in the modern physics.
  10. F Mende On refinement of certain laws of classical electrody namics.
  11. F Mende (2012). Roleandplaceofthekineticinductanceofch argesinclassicalelectrodynamics.
  12. F Mende (2013). New approaches incontemporary classical electrodynamics.
  13. F Mende (2015). What is Not Taken into Account and they Did Not Notice Ampere, Faraday, Maxwell, Heaviside and Hertz.
  14. F Mende (2010). Problemsof modern physicsand their solutions.
  15. F Mende (2014). Global Journal of Researches in Engineering.
  16. F Mende Conception of the scalar-vector potential in contemporary electrodynamics.
  17. F London (1950). Unknown Title.
  18. F Mende Transversal plasma resonance in a nonmagnetized plasma and possibilities of practical employment of it.
  19. F Mende (2014). Transverse Plasma Resonans Mode in an Nonmagnetized Plasma and Its Practical Applications.
  20. A Yriv (1973). Quantum electrodynamics and nonlinear optics.
  21. F Mende (2013). Кinetic еlectriccapacity.
  22. F Mende (2015). Symmetrization and the Modification of the Equations of Induction and Material Equations of Maxwell.
  23. F Mende (1988). Abstracts of articles deposited at VINITI.
  24. V Nicolsky,T Nicolskaya (1989). Propagation of Radio Waves in the Ionosphere.
  25. F Mende (2015). Updated Electrodynamics.
  26. F Mende (2003). Are thereerrorsin modern physics.
  27. F Mende (2014). Kinetic Induktance Charges and its Role in Classical Electrodynamics.

Funding

No external funding was declared for this work.

Conflict of Interest

The authors declare no conflict of interest.

Ethical Approval

No ethics committee approval was required for this article type.

Data Availability

Not applicable for this article.

How to Cite This Article

F. F. Mende. 2016. \u201cPhysical and Effective Electrodynamic Parameters of the Material Media\u201d. Global Journal of Research in Engineering - F: Electrical & Electronic GJRE-F Volume 16 (GJRE Volume 16 Issue F4): .

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Journal Specifications

Crossref Journal DOI 10.17406/gjre

Print ISSN 0975-5861

e-ISSN 2249-4596

Keywords
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GJRE-F Classification: FOR Code: 020302
Version of record

v1.2

Issue date

April 23, 2016

Language
en
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The mathematical model of the temporary dispersion of electromagnetic waves in the plasmo-like media, the dielectrics and the magnetic materials with the use not of the effective frequency-dependent, and not depending on the frequency physical quantity of dielectric and magnetic constant for the case of isotropic medium with the sizes, the much large of the size of the heterogeneity of field is developed (wavelength). This becomes possible due to the calculation of the kinetic inductance of charges and their kinetic capacity on the basis of the deep understanding of the physical sense of the dispersion as a result of the attraction of the methodological approaches, borrowed from electrical engineering. It is shown that in the case indicated the traditionally utilized in the electrodynamics effective dielectric constant can be expressed through several physical quantities, which do not depend on the frequency.

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Physical and Effective Electrodynamic Parameters of the Material Media

F. F. Mende
F. F. Mende
A. S. Dubrovin
A. S. Dubrovin

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