Generalized Principle of limiting 4-dimensional symmetry.Relativistic length expansion in accelerated system revisited

TL;DR

This paper proposes a generalized principle ensuring physical laws exhibit 4-dimensional symmetry in non-inertial frames and revisits classical solutions for relativistic length expansion in accelerated systems.

Contribution

It introduces a generalized principle of 4-dimensional symmetry applicable to non-inertial frames and revisits classical length expansion solutions under acceleration.

Findings

Laws of physics in non-inertial frames display 4D symmetry in the zero acceleration limit

Classical solutions for relativistic length expansion are revisited and analyzed

The generalized Lorentz-Poincare group underpins the proposed symmetry principle

Abstract

In this article, Generalized Principle of "limiting 4-dimensional symmetry": The laws of physics in non-inertial frames must display the 4-dimensional symmetry of the Generalized Lorentz-Poincare group in the limit of zero acceleration,is proposed.Classical solution of the relativistic length expansion in general accelerated system revisited.