Consideration about Relativity of Changes without Time and Velocity. Solving the Problem of the Relativistic Shortening the Length of the Planck

4 Pages Posted: 19 May 2020

Date Written: April 22, 2020

Abstract

The smallest physically available range of distance is a quantum of distance, i.e. the so called: “Planck length” which will be assumed in the paper as a measure of changes. It is assumed that Planck length is the basic element (quant) of linear dimension (ie, length, distance, etc.). Space on a scale comparable to size of Planck length is grainy, quantized. This leads to developping fundamental relationship valid in the Special Theory of Relativity, without use of the concept of time and speed. The time and speed are unnecessary. It can be assumed that there is only the concept of change, rather than the concept of time. Time is only a measure of change. Introduction quantum distance solves the problem of reducing the object length when it is equal to the Planck length. This is shown at the end of this paper.

Keywords: Planck length, relativity, time

Suggested Citation

Berezowski, Marek, Consideration about Relativity of Changes without Time and Velocity. Solving the Problem of the Relativistic Shortening the Length of the Planck (April 22, 2020). Available at SSRN: https://ssrn.com/abstract=3583104 or http://dx.doi.org/10.2139/ssrn.3583104

Marek Berezowski (Contact Author)

Cracow University of Technology ( email )

ul. Warszawska 24
Krakow, 31-155
Poland

HOME PAGE: http://https://www.researchgate.net/profile/Marek_Berezowski

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