Relativistic quantum vorticity of the quadratic form of the Dirac equation
Asenjo
F
A
author
Mahajan
S
M
author
2015
English
We explore the fluid version of the quadratic form of the Dirac equation, sometimes called the Feynman-Gell-Mann equation. The dynamics of the quantum spinor field is represented by equations of motion for the fluid density, the velocity field, and the spin field. In analogy with classical relativistic and non-relativistic quantum theories, the fully relativistic fluid formulation of this equation allows a vortex dynamics. The vortical form is described by a total tensor field that is the weighted combination of the inertial, electromagnetic and quantum forces. The dynamics contrives the quadratic form of the Dirac equation as a total vorticity free system.
relativistic quantum mechanics
hydrodynamical version
Feynman-GellMann equation
WOS:000349301500001
exported from refbase (show.php?record=458), last updated on Sat, 11 Apr 2015 08:57:23 -0300
text
files/458_Asenjo+Mahajan2015.pdf
10.1088/0031-8949/90/1/015001
Asenjo+Mahajan2015
Physica Scripta
Phys. Scr.
2015
Iop Publishing Ltd
continuing
periodical
academic journal
90
1
4 pp
0031-8949