High-precision description and new properties of a spin-1 particle in a magnetic field
arXiv:1404.4953 · doi:10.1103/PhysRevD.89.121701
Abstract
The exact Foldy-Wouthuysen Hamiltonian is derived for a pointlike spin-1 particle with a normal magnetic moment in a nonuniform magnetic field. For a uniform magnetic field, it is exactly separated into terms linear and quadratic in spin. New unexpected properties of a particle with an anomalous magnetic moment are found. Spin projections of a particle moving in a uniform magnetic field are not integer and the tensor polarization is asymmetric in the plane orthogonal to the field. Previously described spin-tensor effects caused by the tensor magnetic polarizability exist not only for nuclei but also for pointlike particles.
final version
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- Comparison of Spin Dynamics in the Cylindrical and Frenet-Serret Coordinate Systems
- Relativistic spin dynamics conditioned by dark matter axions
- Thermodynamical properties of a neutral vector boson gas in a constant magnetic field
- Exact quantum-mechanical equations for particle beams
- Efectos del campo magnético en un gas de bosones vectoriales neutros: aplicaciones astrofísicas
- Termodinámica de un gas magnetizado de bosones vectoriales neutros
- Fresh Look at Polarized Deuterons at the Nuclotron/NICA \& HIAF and Beyond