Optical measurement of a fundamental constant with the dimension of time

TL;DR

This paper explores the theoretical and experimental implications of a non-Galilean transformation involving a fundamental constant of time, proposing optical methods to measure this constant and its relevance across physics.

Contribution

It introduces a new concept of a rotating reference frame with a non-Galilean transformation containing a time dimension constant, and discusses experimental testing in optics, relativity, and quantum mechanics.

Findings

Proposes a non-Galilean transformation with a time constant

Suggests optical experiments to measure this constant

Analyzes implications across physics domains

Abstract

We consider the concept of a rotating reference frame with the axis of rotation at each point and the applicability of this concept to different areas of physics. The transformation for the transition from the resting to rotating frame is assumed to be non-Galilean. This transformation must contain a constant with dimension of time. We analyze different possibilities of experimental testing this constant in optics, as most suitable field for measurements presently, and also in general relativity and quantum mechanics