To read the full version of this content please select one of the options below:

A modification of the special theory of relativity

B. Paul Gibson (Davis and Elkins College, Parkersburg, West Virginia, USA)

Kybernetes

ISSN: 0368-492X

Article publication date: 1 October 2003

Abstract

Light, when constructed in terms of the elementary quanta of light, may be viewed in particle‐like or wave‐like terms. The elementary quanta of light, when placed in motion through space/time at a speed of a constancy of c forms a light path through the space or reference frame viewed. The light path formed is curved, as space/time is curved. The curvilinear light path formed is a function of the gravitational potential within the viewed frame of reference. The linear description of this light path, termed the geodesic (Riemannian), does not describe the curvilinear light path, but rather the chord of the curvilinear path described by the inscribed arc. This linear description of the light path is the manner in which we describe the coordinate system involved, and is the same manner in which we determine the “speed of light”. The arc length of the light path, compared to the lesser value as described by the chord length, allows for a displacement to be determined, if both measures are applied to a linear measure. A displacement of linear coordinates then occurs, with this displacement a result of the gravitational potential occurring within the frame viewed. This displacement, derived via observation and predictions of the quantum model, resolves Maxwell as well as Newton. The theory concludes that the Special Theory of Relativity, suitably modified to account for gravitational displacement within one particular frame, derives a precise relative model of gravitation within the special frame. This model satisfies Newton, as the model arrives at an exact description of the three‐body problem.

Keywords

Citation

Paul Gibson, B. (2003), "A modification of the special theory of relativity", Kybernetes, Vol. 32 No. 7/8, pp. 1048-1082. https://doi.org/10.1108/03684920310483180

Publisher

:

MCB UP Ltd

Copyright © 2003, MCB UP Limited