Hall effect in the presence of rotation
arXiv:1801.05368 · doi:10.1209/0295-5075/121/47001
Abstract
The rotating relativistic fermion system is considered. The consideration is based on the Dirac equation written in the laboratory (non - rotating) reference frame. Rotation in this approach gives rise to the effective magnetic and electric fields that act in the same way both on positive and negative electric charges. In the presence of external electric field in the given system the electric current appears orthogonal to both the electric field and the axis of rotation. The possible applications to the physics of quark - gluon plasma are discussed.
Latex, 7 pages
References in corpus (17)
- Color superconductivity in dense quark matter
- Topological response in Weyl semimetals and the chiral anomaly
- Quantum field theory in a magnetic field: From quantum chromodynamics to graphene and Dirac semimetals
- Chiral Magnetic Wave
- Quantum Anomalies in Dense Matter
- Testing the chiral magnetic and chiral vortical effects in heavy ion collisions
- Flow Vorticity in Peripheral High Energy Heavy Ion Collisions
- Black hole and Hawking radiation by type-II Weyl fermions
- Interacting fermions in rotation: chiral symmetry restoration, moment of inertia and thermodynamics
- Notes on chiral hydrodynamics within effective theory approach
- Boundary effects and gapped dispersion in rotating fermionic matter
- The ideal relativistic spinning gas: polarization and spectra
- Effects of rotation and boundaries on chiral symmetry breaking of relativistic fermions
- Emergent Weyl spinors in multi-fermion systems
- Quark number susceptibilities from resummed perturbation theory
- Chiral Separation Effect in lattice regularization
- Angular Momentum in QGP Holography