Scalar - Vector Potential and Lagrange Function of the Moving and Fixed Charge

Authors

  • F. F. Mende

equation of motion, charge, lagrangian, leastaction principle, kinetic energy, potential energy, the laws of induction, scalar-vector potential

Abstract

In the article is introduced the concept of scalarvector written Lagrange's function for the moving charge. This procedure of the introduction to of Lagrange the moving charge earlier is not Lagrangian of fixed charge, which is fo charges.

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How to Cite

Scalar - Vector Potential and Lagrange Function of the Moving and Fixed Charge. (2018). Global Journal of Science Frontier Research, 18(A10), 1-9. https://www.journalofscience.org/index.php/GJSFR/article/view/2367

References

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Р Фейнман, Р Лейтон, М Сэндс (1977) Фейнмановские лекции по физике.

Ф Менде (1988) К вопросу об уточнении уравнений элетромагнитной индукции. -Харьков, депонирована в ВИНИТИ. 774(88).

Ф Менде (2003) ARE THERE MISTAKES IN MODERN PHYSICS?. (3).

F Mende On refinement of certain laws of classical electrodynamics.

Ф Менде (2008) Непротиворечивая электродинамика. 153.

Ф Менде (2010) ARE THERE MISTAKES IN MODERN PHYSICS?. (3), 176.

Scalar - Vector Potential and Lagrange Function of the Moving and Fixed Charge

Published

2018-10-12

How to Cite

Scalar - Vector Potential and Lagrange Function of the Moving and Fixed Charge. (2018). Global Journal of Science Frontier Research, 18(A10), 1-9. https://www.journalofscience.org/index.php/GJSFR/article/view/2367