Is our space an object of point rotation?

TL;DR

This paper explores the concept of space as a point-rotating object, introducing a new term in the Dirac equation and estimating an upper frequency boundary based on hydrogen atom spectral shifts.

Contribution

It proposes that space may be a point-rotating object, leading to modifications in fundamental equations and providing an upper frequency limit from atomic spectral data.

Findings

A new term appears in the Dirac equation due to space rotation assumption.

The upper frequency boundary is estimated at approximately 2.9 kHz.

The invariance of Minkowski space under specific transformations is confirmed.

Abstract

The interval of a flat Minkowski space is invariant with respect to the previously found three-dimensional transformation for point rotating coordinate systems. The assumption that our space is an object of point rotation at a frequency initiates the appearance of a new term in the Dirac equation. The upper boundary for this frequency is determined from shifts of the degenerate levels of the hydrogen atom. The boundary is about 2.9 kHz.