Geometric quantum phase for displaced states for a particle with an induced electric dipole moment

Abstract

Basing on the analogue Landau levels for a neutral particle possessing an induced electric dipole moment, we show that displaced states can be built in the presence of electric and magnetic fields. Besides, the Berry phase associated with these displaced quantum states is obtained by performing an adiabatic cyclic evolution in series of paths in parameter space.

6 pages, 2 figures

References in corpus (1)

• Berry's phase for coherent states of Landau levels

Cited by in corpus (2)

• On the Majorana fermion subject to a linear confinement
• Quantum influence of topological defects on a relativistic scalar particle with Cornell-type potential in cosmic string space-time with a spacelike dislocation