The Inertia in a Revised Mach’s Principle

International Journal of Applied Physics

© 2019 by SSRG - IJAP Journal

Volume 6 Issue 3

Year of Publication : 2019

Authors : Massimo Auci

10.14445/23500301/IJAP-V6I3P110

How to Cite?

Massimo Auci, "The Inertia in a Revised Mach’s Principle," SSRG International Journal of Applied Physics, vol. 6,  no. 3, pp. 57-65, 2019. Crossref, https://doi.org/10.14445/23500301/IJAP-V6I3P110

Abstract:

Using the Bridge Theory, in which the electromagnetic interactions between pairs of charged particles create dipolar electromagnetic sources able
of emulate the characteristic Quantum-Relativistic behaviour which characterises the matter-wave duality of particles, inertia is proved to be an
emergent property originated by the quantised exchange of energy and momentum between a charged particle and the surrounding vacuum, a sort
of Dirac’s ether with which each charge interacts acquiring rest mass from the Higgs field and manifesting an inertia which is growing with the energy in agreement with the Special Relativity. In this context space-time characterising the vacuum is a Galilean absolute inertial frame of reference, inside
which all particles move and interacts in a new version of the Mach principle. The physical conditions to reduce the inertia of material bodies in motion in the vacuum are suggested.

Keywords:

Electrodynamics, Inertia, Mass, Absolute Reference Frame, Space-time, Ether, Special Relativity, Quantum Mechanics, Bridge Theory, Mechanics

References:

[1] Sciama, D. W. : Monthly Notices of the Royal Astronomical Society, 113, 34 (1952)
[2] Davidson, W. : Monthly Notices of the Royal Astronomical Society, 117,112 (1957)
[3] Haisch, B. , Rueda, A. and Puthoff, H. E. : Phys Rev. A 49, 678 (1994)
[4] Vigier, J.P. Found Phys. (1995) 25: 1461. https://doi.org/10.1007/BF02057462
[5] Dirac, P. A. M. : Nature volume 168, pages 906–907 (1951)
[6] Bohm, D. : Phys Rev. 85, 166, 180 (1952)
[7] Bohm, D. : Phys Rev. 89, 458 (1953)
[8] Bohm, D. and Vigier, J.P.: Phys Rev. 96, 208 (1954)
[9] [9] Bohm, D. and Vigier, J.P.: Phys Rev. 109,1882 (1958)
[10] de Broglie, L. : La thermodinamique de la particule isoléè (Gauthiers – Villars, Paris, 1964)
[11] Sinha, K. P., Sivaram, C., Sudarshan, E.C.G. : Found Phys. (1976) 6: 65. https://doi.org/10.1007/BF00708664
[12] K. P. Sinha, and E. C. G. Sudarshan, Found Phys. (1978) 8: 823. https://doi.org/10.1007/BF00715056
[13] N. Cufaro Petroni and J. P. Viger. Foundation of Physics,volume 13, N. 2 (1983)
[14] Rueda, B. Haisch, Phys. Lett. A, 240, 3 (1998)
[15] M. Auci and G. Dematteis, Int. Journal of Modern Phys. B13, 1525 (1999).
[16] M. Auci, Phys. Lett. A 148, 399 (1990).
[17] M. Auci, Phys. Lett. A 150, 143 (1990).
[18] M. Auci, Phys. Lett. A 135, 86 (1989).
[19] M. Auci, Journal of Modern Physics, 9, 120 (2018)
[20] M.Auci,arXiv:0901.2794 [physics.gen-ph]