Pion Condensation by Rotation in a Magnetic field

Abstract

We show that the combined effects of a rotation plus a magnetic field can cause charged pion condensation. We suggest that this phenomenon may yield to observable effects in current heavy ion collisions at collider energies, where large magnetism and rotations are expected in off-central collisions.

5 pages, 2 figures. arXiv admin note: text overlap with arXiv:1710.02895

References in corpus (5)

• Angular momentum conservation in heavy ion collisions at very high energy
• Interacting fermions in rotation: chiral symmetry restoration, moment of inertia and thermodynamics
• Boundary effects and gapped dispersion in rotating fermionic matter
• Charge redistribution from anomalous magnetovorticity coupling
• Edge states and thermodynamics of rotating relativistic fermions under magnetic field

Cited by in corpus (14)

• Deconfining Phase Boundary of Rapidly Rotating Hot and Dense Matter and Analysis of Moment of Inertia
• QCD phase structure under rotation
• Rotation induced charged pion condensation in a strong magnetic field: A Nambu--Jona-Lasino model study
• String breaking and running coupling of $\mathrm{Q}\bar{\mathrm{Q}}$ in a rotating media from holography
• Chiral symmetry breaking in accelerating and rotating frames
• Magnetic field effects in peripheral heavy-ion collisions around 1 GeV/nucleon
• Chiral phase transition and spin alignment of vector mesons with chiral imbalance in a rotating QCD medium
• Magnetic field in nuclear collisions at ultra high energies
• Generation of a scalar vortex in a rotational frame
• Examination of the possibility of ${\pi }^0$ condensation and magnetization in freely interpenetrating nuclei
• Perturbation theory of rotating scalar fields and vacuum insensitivity to rotation
• Absence of charged pion condensation in a magnetic field with parallel rotation
• The Static Heavy Quark-Antiquark Potential within String Theory in Arbitrary Stationary Backgrounds
• Vorticity-induced effects from Wess-Zumino-Witten terms