Vortex embedding in spinor dipolar quantum droplets induces spontaneous axial magnetization via Barnett-like orbital-to-spin transfer, enabling mechanical Larmor precession and stable chiral bound states.
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Quantizing the mechanical rotor in the Barnett effect turns the classical effective field into an operator, generating coherent spin-rotor entanglement visible in spin purity, rotor coherence, and entanglement entropy.
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Barnett effect in rotating spinor dipolar quantum droplets
Vortex embedding in spinor dipolar quantum droplets induces spontaneous axial magnetization via Barnett-like orbital-to-spin transfer, enabling mechanical Larmor precession and stable chiral bound states.
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Minimal spin-rotor model for Barnett and Einstein--de Haas physics
Quantizing the mechanical rotor in the Barnett effect turns the classical effective field into an operator, generating coherent spin-rotor entanglement visible in spin purity, rotor coherence, and entanglement entropy.