Scattering of Electrons in the Field of the Binomial Potential of a Proton

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SFRDQLL0

Scattering of Electrons in the Field of the Binomial Potential of a Proton

V.K. Gudym
V.K. Gudym Institute of Semiconductor Physics of the NASU, Kyiv 03028, Ukraine
E.V. Andreeva
E.V. Andreeva
DOI

Abstract

On the basis of the strict solution of the classical problem of two bodies, it is shown that the interaction of an electron with the proton occurs by the law of binomial potential. With regard for this law, we obtain a formula for the calculation of the angles of deviation of electrons at the scattering by protons. The formula allows one to find the angles for the energies of electrons from several eV to hundreds of MeV and for the impact parameters down to 10-13 cm. Generally, we may assert that the classical mechanics with the binomial potential can sufficiently exactly represent any phenomena in the microworld.

Scattering of Electrons in the Field of the Binomial Potential of a Proton

On the basis of the strict solution of the classical problem of two bodies, it is shown that the interaction of an electron with the proton occurs by the law of binomial potential. With regard for this law, we obtain a formula for the calculation of the angles of deviation of electrons at the scattering by protons. The formula allows one to find the angles for the energies of electrons from several eV to hundreds of MeV and for the impact parameters down to 10-13 cm. Generally, we may assert that the classical mechanics with the binomial potential can sufficiently exactly represent any phenomena in the microworld.

V.K. Gudym
V.K. Gudym Institute of Semiconductor Physics of the NASU, Kyiv 03028, Ukraine
E.V. Andreeva
E.V. Andreeva

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V.K. Gudym. 2014. “. Global Journal of Science Frontier Research – A: Physics & Space Science GJSFR-A Volume 14 (GJSFR Volume 14 Issue A1): .

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Crossref Journal DOI 10.17406/GJSFR

Print ISSN 0975-5896

e-ISSN 2249-4626

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GJSFR Volume 14 Issue A1
Pg. 27- 35
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Scattering of Electrons in the Field of the Binomial Potential of a Proton

V.K. Gudym
V.K. Gudym Institute of Semiconductor Physics of the NASU, Kyiv 03028, Ukraine
E.V. Andreeva
E.V. Andreeva

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