Problem of Lorentz Force and its Solution

1
F. F. Mende
F. F. Mende
2
A. S. Dubrovin
A. S. Dubrovin

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GJRE Volume 15 Issue F9

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In the article is developed the concept of scalarvector potential, based on the symmetrization of the equations of induction, during record of which is used the substantional derivative. The physical causes of molding of Lorentz force are examined. is shown that the dependence of the scalar potential of charge on the speed is the physical cause of Lorentz force. The examination of power interaction of the current carrying systems is carried out and it is shown that with the low speeds of charges the concept of scalar-vector potential gives the same results as the concept of magnetic field. It is shown that the Lorentz force is connected with the gradient of scalar potential. This potential form the charges, which move in the field of the vector potential of magnetic field, which, is in turn the consequence of the dependence of the scalar potential of charge on the speed.

12 Cites in Articles

References

  1. V Nicolsky,T Nicolskaya (1989). Electrodynamics and propagation of radio waves.
  2. V Kuznetso,Tugay Yu. I.,V Kuchansky (1954). Technical Sciences, Abnormal Overvoltages in Main Electric Networks with Distortion Sources.
  3. R Feynman,R Leighton,M Sends (1977). Unknown Title.
  4. F Mende (2012). New electrodynamics.
  5. F Mende On refinement of certain laws of classical electrodynamics.
  6. F Mende (2014). Concept of Scalar-Vector Potential in the Contemporary Electrodynamic, Problem of Homopolar Induction and Its Solution.
  7. F Mende (2013). On refinement of certain laws of classical electrodynamics.
  8. F Mende (2015). The Classical Conversions of Electromagnetic Fields on Their Consequences AASCIT Journal of PhysicsVol.
  9. F Mende (1988). On refinement of equations of electromagnetic induction.
  10. F Mende (2013). On thephysical basis ofunipolar induction.A new type of unipolar generator.
  11. F Mende (2014). Concept of Scalar-Vector Potential in the Contemporary Electrodynamic, Problem of Homopolar Induction and Its Solution.
  12. F Mende (2013). The problem of contemporary physics and method of their solution.

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.

F. F. Mende. 2016. \u201cProblem of Lorentz Force and its Solution\u201d. Global Journal of Research in Engineering - F: Electrical & Electronic GJRE-F Volume 15 (GJRE Volume 15 Issue F9): .

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Journal Specifications

Crossref Journal DOI 10.17406/gjre

Print ISSN 0975-5861

e-ISSN 2249-4596

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GJRE-F Classification: FOR Code: 290903
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v1.2

Issue date

January 15, 2016

Language

English

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In the article is developed the concept of scalarvector potential, based on the symmetrization of the equations of induction, during record of which is used the substantional derivative. The physical causes of molding of Lorentz force are examined. is shown that the dependence of the scalar potential of charge on the speed is the physical cause of Lorentz force. The examination of power interaction of the current carrying systems is carried out and it is shown that with the low speeds of charges the concept of scalar-vector potential gives the same results as the concept of magnetic field. It is shown that the Lorentz force is connected with the gradient of scalar potential. This potential form the charges, which move in the field of the vector potential of magnetic field, which, is in turn the consequence of the dependence of the scalar potential of charge on the speed.

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Problem of Lorentz Force and its Solution

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

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