Torsion Gravity for Dirac Particles

Abstract

In this paper we consider torsion gravity in the case of the Dirac field, and by going into the rest frame we study what happens when a uniform precession as well as a phase are taken into account for the spinor field; we discuss how partially conserved axial-vector currents and torsion-spin attractive potentials justify negative Takabayashi angle and energy smaller than mass: because in this instance the module goes to zero exponentially fast then we obtain stable and localized matter distributions suitable to be regarded as a description of particles.

5 pages

References in corpus (2)

• A generally-relativistic gauge classification of the Dirac fields
• Torsion Gravity for Dirac Fields

Cited by in corpus (4)

• The commutator algebra of covariant derivative as general framework for extended gravity. The Rastall theory case and the role of the torsion
• General Dynamics of Spinors
• Polar solutions with tensorial connection of the spinor equation
• Torsion Axial Vector and Yvon-Takabayashi Angle: Zitterbewegung, Chirality and all that