Signatures of physical constraints in rotating rigid bodies
arXiv:2302.01758 · doi:10.1088/1751-8121/acded5
Abstract
We study signatures of physical constraints on free rotations of rigid bodies. We show analytically that the physical or non-physical nature of the moments of inertia of a system can be detected by qualitative changes both in the Montgomery Phase and in the Tennis Racket Effect.
arXiv comment28 pages, 8 figures
References in corpus (12)
- Training Schrödinger's cat: quantum optimal control
- Quantum control of molecular rotation
- Quantum rotations of nanoparticles
- Expressions for forces and torques in molecular simulations using rigid bodies
- On the observation of field-free orientation of a symmetric top molecule by terahertz laser pulses at high temperature
- Quantum persistent tennis racket dynamics of nanorotors
- The tennis racket effect in a three-dimensional rigid body
- Geometric Origin of the Tennis Racket Effect
- Euler top with a rotor: classical analogies of spin squeezing and quantum phase transitions in a generalized Lipkin-Meshkov-Glick model
- Classical and quantum rotation numbers of asymmetric top molecules
- The mobile phone as a free-rotation laboratory
- A Generalized Montgomery Phase Formula for Rotating Self Deforming Bodies