Neutral 3-body system in a strong magnetic field: factorization and exact solutions
arXiv:1211.5297 · doi:10.1016/j.physletb.2013.01.052
Abstract
Neutral systems containing two identical particles, in homogeneous magnetic field are shown to obey exact factorizable solutions both in nonrelativistic and relativistic formalism, similarly to the neutral two-body systems. Concrete examples of the helium atom and the neutron as a (ddu) system are considered.
8 pages
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- Understanding partonic energy loss from measured light charged particles and jets in PbPb collisions at LHC energies
- Three charges on a plane in a magnetic field: Special trajectories