By an
etherono-quantonic theory of the author [1], which deduces that the magnetic field of a magnetic moment is generated
by an etherono-quantonic vortex GM = GA GB of etherons and of quantons with mass mh = h/c2, giving the magnetic
induction B, a revised model of
pseudoscalar photon derived from the Munera’s model and the Hunter-Wadlinger
model is proposed, formed by two vectorial photons with diameter l/p, deformed to the speed direction to the value: l/2 proportional with the speed. The revised model of photon is compatible
with the ondulatory and the corpuscular properties of the particles and allows
a phenomenological microphysical explanation for the Kerr and the
Cotton-Mouton effects and other similar effects. It is explained also
microphysically the magnetic rotating
polarization (the Faraday effect). The model indicates the variation of the
quantum vacuum refraction index in the presence of a strong electric E-field or magnetic B-field.
Cite this paper
Marius, A. (2015). A Revised Model of Photon Resulted by an Etherono-Quantonic Theory of Fields. Open Access Library Journal, 2, e1920. doi: http://dx.doi.org/10.4236/oalib.1101920.
Munera, H.A. (2002) A Semiclassical
Model of the Photon Based on Objective Reality and Containing Longitudinal
Field Components. In:
Evans, M.W., Ed., Modern
Nonlinear Optics, John Wiley & Sons Inc., Hoboken, 335-385.
Hunter, G. and Wadlinger, R.L.P. (1989) Photons and Neutrinos as Electromagnetic
Solitons. Physics Essays, 2, 158- 172. http://dx.doi.org/10.4006/1.3035861
Arghirescu, M. (2015)
A Quasi-Unitary Pre-Quantum Theory of Particles
and Fields and Some Theoretical Implications. International
Journal of High Energy Physics, 2, 80-103.
Hunter, G., Wadlinger, L.P., et al. (2002) Gravitation and Cosmology: From the Hubble
Radius to the Planck Scale. Fundamental
Theories of Physics, 126, 157-166.
Heinze, G., Hubrich,
C. and Halfmann, T. (2013) Stopped Light and Image Storage by Electromagnetically
Induced Transparency up to the Regime of One Minute. Physical
Review Letters, 111, Article ID: 038103. http://dx.doi.org/10.1103/physrevlett.111.033601