Generalization of the Einstein-Plank-Richardson law for the photon energy in medium resolves Abraham-Minkowski dilemma in the electromagnetic field theory statement
Sergey G. Chefranov

TL;DR
This paper generalizes the Einstein-Plank-Richardson law for photons in media, resolving the Abraham-Minkowski dilemma by aligning photon momentum with Abraham's theory and providing new insights into refraction and cosmic radiation phenomena.
Contribution
It introduces a new quantum law for photon energy in media, unifies de Broglie and Einstein's theories, and resolves longstanding debates on photon momentum in dielectric media.
Findings
Photon momentum aligns with Abraham's theory p=p_a=E/(c*n)
New quantum law: E=h*nu*n
Implications for Vavilov-Cherenkov radiation in cosmic background
Abstract
On the base of the Hamilton theory for the time-like photon in isotropic dielectric with refraction index n (S.Antoci, et.al, 2007), we suggest generalization of the Einstein-Plank-Richardson law for the value of the light energy quantum in medium:E=h*nu*n, where h is the Plank's constant, and nu is the light frequency. By use of this new quantum law, we resolve the famous contradiction between de Broglie and Einstein's theories, related with the old Abraham-Minkowski dilemma in the definition of the photon momentum value p (in the medium for n>1). We show that the same value p=p_a=E/(c*n)(c is the speed of light in vacuum) follows now from the both theories of de Broglie and Einstein, which complies with the theory of Abraham, but not with the theory of Minkowski (where p=p_m=E*n/c). Based on the corpuscular approach with p=p_a and E=h*nu*n^2, we give new inference for the Snellius…
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Taxonomy
TopicsExperimental and Theoretical Physics Studies · Relativity and Gravitational Theory · Dark Matter and Cosmic Phenomena
