Relativity and Cosmology

   

A Relativistic Light Speed Maximum for Escape Velocity

Authors: David Grant Taylor

This paper now appears the |Journal of High Energy Physics, Gravitation and Cosmolgy| at http://www.scirp.org/journal/paperinformation.aspx?paperid=68063 The escape velocity equation shows mathematical parallels between General Gravitational Relativity & Special Relativity Time distortions. Like the light-speed limit that SR puts to Real velocity, GR puts a parallel limit to escape velocity. Time Distortion would mean all Bosons are slowed. There is a mathematic argument that General Relativity Graviton slowdown leads to that escape velocity limit – the fundamental escape velocity from any body will never be greater than light speed. The principal equation introduced in this paper is a rephrased GR Time equation. The Escape velocity equation |vesc=(2GM/r)^½| can also be as written |vesc^2=(2GM/r)|. So |1 – 2GM/rc^2| can be re-expressed as |1 – vesc^2/c^2|. It is reasoned the expression will never have a zero value, only a Graviton||Boson slowdown. Time passage would never cease; only approach cessation. Time slowdown predicted by Relativistic distortion is confirmed by muon decay. The different phrasing of the Gravitational Force equation |F=GMm/r^2| would mean a limitless gravitational force. While Bosons compression would be unlimited, any matter could escape after formation absorbing sufficient kinetic energy from slowing Photons||Bosons. This reasoning is illustrated by calculating Classic Relativity interpretations for distortions for Sagittarius A [SA] body at the center of the Milky Way.

Comments: Pages. This paper has been published in the professional research magazine |Journal of High Energy Physics, Gravitation and Cosmology| in the |Vol.2 No.3, July 2016| edition

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Submission history

[v1] 2015-02-14 16:55:10
[v2] 2015-02-17 14:52:15
[v3] 2015-05-01 21:12:14
[v4] 2015-08-31 11:38:04
[v5] 2015-09-18 17:30:15
[v6] 2019-08-12 17:58:21

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