ANGULAR MOMENTA AND ELECTRON ORBITS IN ATOMIC STATES IN BOHM'S THEORY

Leonid A. Shelepin

Donald H. Kobe

Alessio Zaccone

Sijia Liu, Yufei Zhang, Zheng‐Wen Long +1 more

Abstract The charged particle confined by a harmonic potential in a noncommutative planar phase space interacting with a homogeneous dynamical magnetic field and Aharonov-Bohm potentials is studied. We find that the canonical orbital angular momenta of the reduced models, which are obtained by setting the mass and a dimensionless parameter to zero, take fractional values. These fractional angular momenta are not only determined by the flux inside the thin long solenoid but also affected by the noncommutativities of phase space.

Решетов Владимир Александрович

The Jaynes – Cummings model with degenerate atomic levels and polarization-degenerate field mode is considered. The general expression for the system evolution operator is derived. The analytical expressions for such operators in the case of low values (J ≤3/2) of atomic angular momentum are obtained. The polarization properties of the photon emitted into the cavity by an excited atom are studied with an account of relaxation processes for arbitrary angular momenta of atomic levels.

Masashi Wakamatsu, Yoshio Kitadono, Liping Zou +1 more