The geometro-hydrodynamical formalism of quantum spinning particle

Abstract

We present the development of the realistic geometro-hydrodynamical formalism of quantum mechanics for the spinning particle, that involves the vortical flows and is based on the idea, that the spinor wave represents a new type of physical field, propagating in space-time and influencing the corpuscule embedded in the wave. We assume that this new field created by the intrinsic spin of the particle and can produce new intrinsic forces and torques affecting the particle with spin. We derive and discuss physical effects of this field.

References in corpus (7)

• Ferromagnetic behavior in magnetized plasmas
• Long wavelength spin dynamics of ferromagnetic condensates
• Exchange effects in magnetized quantum plasmas
• Spin current evolution in the separated spin-up and spin-down quantum hydrodynamics
• The Geometro-Hydrodynamical Representation of the Torsion Field
• Quantum hydrodynamics in the rotating reference frame
• Spin flip probability of electron due to torsional wave