Highly Relativistic Motions of Spinning Particles According to Mathisson Equations

TL;DR

This paper investigates the behavior of spinning test particles moving at high relativistic speeds near a Schwarzschild mass, analyzing the physical effects predicted by the Mathisson equations.

Contribution

It provides new insights into the relativistic dynamics of spinning particles and offers numerical estimates of these effects.

Findings

Identification of significant relativistic effects on spinning particles

Numerical estimates illustrating the magnitude of these effects

Enhanced understanding of Mathisson equations in strong gravity regimes

Abstract

The physical effects following from the Mathisson equations at the highly relativistic motions of a spinning test particle relative to a Schwarzschild mass are discussed. The corresponding numerical estimates are presented.