Universality and itinerant ferromagnetism in rotating strongly interacting Fermi gases
arXiv:1207.3129 · doi:10.1103/PhysRevA.86.053631
Abstract
We analytically determine the properties of three interacting fermions in a harmonic trap subject to an external rotation. Thermodynamic quantities such as the entropy and energy are calculated from the third order quantum virial expansion. By parameterizing the solutions in the rotating frame we find that the energy and entropy are universal for all rotations in the strongly interacting regime. Additionally, we find that rotation suppresses the onset of itinerant ferromagnetism in strongly interacting repulsive three-body systems.
5 pages with 3 figures
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Cited by in corpus (7)
- Two-body quench dynamics of harmonically trapped interacting particles
- Coupled pair approach for strongly-interacting trapped fermionic atoms
- Thermodynamics of rotating quantum matter in the virial expansion
- Quench dynamics of mass-imbalanced three-body fermionic systems in a spherical trap
- Effects of Efimov states on quench dynamics in a three-boson trapped system
- Energetics of three interacting mass-imbalanced bodies in a three-dimensional spherical harmonic trap
- Arbitrary interaction quench phenomena in harmonically trapped two-body systems