International Journal of Physics
ISSN (Print): 2333-4568 ISSN (Online): 2333-4576 Website: http://www.sciepub.com/journal/ijp Editor-in-chief: B.D. Indu
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International Journal of Physics. 2017, 5(4), 141-146
DOI: 10.12691/ijp-5-4-6
Open AccessArticle

The Theory of Virtual Particles as an Alternative to Special Relativity

Liudmila B. Boldyreva1,

1The State University of Management, Russia

Pub. Date: August 03, 2017

Cite this paper:
Liudmila B. Boldyreva. The Theory of Virtual Particles as an Alternative to Special Relativity. International Journal of Physics. 2017; 5(4):141-146. doi: 10.12691/ijp-5-4-6

Abstract

Special relativity (SR) made it possible to explain a number of physical phenomena, which shows that its postulates: the principle of constancy of the speed of light and the principle of relativity (the latter suggests the invariance of physical laws with respect to Lorentz’ transformations reflecting the dependence of mass and size of moving bodies on their speed) are based on the properties of a physical process. It is shown in this paper that such a process is the creation in the physical vacuum of a virtual particles pair by the quantum entity that is a singularity in electric and/or magnetic fields and such properties are properties of this virtual particles pair, in particular, the dependence of its mass and size on the speed of the entity creating the pair. Based on the properties of virtual particles we may assume that theory of virtual particles may be an alternative to SR, it may describe the physical phenomena without using the four-dimensional kinematic formalism, remaining in the framework of the model of three-dimensional space and independent time. A substantiation of this assumption is that the equations describing the physical phenomena derived in SR can be derived as well by taking into account the creation of virtual particles pairs by quantum entities while using the Galilean addition of velocities.

Keywords:
special relativity virtual particle Doppler effect for light spin-orbit interaction relationship between mass and energy quantum mechanics

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References:

[1]  Born, M, Einstein’s Theory of Relativity. Dover Publications, New York, 1962.
 
[2]  Mandl, F. and Shaw, G, Quantum Field Theory. John Wiley & Sons, Chichester UK, revised edition, 56, 176, 1984/2002.
 
[3]  Myakishev, G.Ya, “Virtual Particles”. In book Physics of microworld. Little encyclopedia. 132-133, Soviet Encyclopedia Publishing House, Moscow, 1988 (In Russian).
 
[4]  Boldyreva, L.B. and Sotina, N.B, “Hidden dynamics in relativistic kinematics”, Physics Essays, 16 (3), 1-6, 2003.
 
[5]  Boldyreva, L.B, “The Spin Magnetic Moment of Electron as a Photon Property”, International Journal of Physics, 5 (3), 67-32, 2017.
 
[6]  Boldyreva, L.B, “The Model of Magnetic Field Based on the Concepts of Virtual Particles and Quantum Harmonic Oscillators Possessing Zero-Point Energy”, International Journal of Physics, 4 (2), 26-31, 2016.
 
[7]  Einstein, A, “Zur electrodynamic bewegter Körper”, Annalen der Physik, 322, 891-921, 1905.
 
[8]  Milonni, P.W, The quantum vacuum. Academic Press, Inc. Harcourt Brace & Company, Publishers, 1994.
 
[9]  Baars, J.W.M.; Lucas, R.; Mangum, J.G.; Lopez-Perez J.A, “Near-Field Radio Holography of Large Reflector Antennas”, IEEE Antennas and Propagation Magazine, 49 (5), 1-13, 2007.
 
[10]  Wichmann, E.H, Quantum Physics. Berkeley physics course, vol. IV, McGraw-Hill Book company, 1971.
 
[11]  Boldyreva, L.B, Quantum correlations–Spin supercurrents, International Journal. of Quantum Information, 12 (1), 1450007 (13 pages), 2014.
 
[12]  Thomson, M, Modern particle physics. 1st edition, Cambridge: Publisher: Cambridge University Press, 2013.
 
[13]  Purcell, E.М, Electricity and Magnetism. Berkeley physics course, vol. 2, McGraw-Hill Book company, 1965.
 
[14]  Sedov, L.I, A Course in Continuum Mechanics. Wolters-Noordhoff, Vol. 1-4, 1971-1972.
 
[15]  Okun, L.B, “Mass versus relativistic and real masses”, Am. J. Phys., 77, 430-431, May 2009.
 
[16]  Kaufmann, W, “Die elektromagnetische Masse des Elektrons“, Physikalische Zeitschrift, 4 (1b), 5456, 1902.
 
[17]  Thomas, L.T, “The Kinematics of an Electron with an Axis”, Philosophical Magazine, 3 (1), 1-22, 1927.
 
[18]  Fox, J.G, “Evidence against emission theories”, American Journal of Physics, 33, 1-17, 1965.
 
[19]  Ritz, W, “Recherches critiques sur l’Électrodynamique Générale”, Annales de Chimie et de Physique, 13, 145, 1908.
 
[20]  Jackson, J.D, Classical electrodynamics, 3d edition. John Wiley, New York, 1999.
 
[21]  Alvager, T., Barley, J.M, “Test of the second postulate of Special Relativity in the GeV region”, Physics Letters, 12, 260, 1964.