Magnetic fields and spontaneous neutron-antineutron transitions

Abstract
The effect of a constant-plus-time-periodic magnetic field on neutron-antineutron oscillations is considered. The underlying self-adjoint system of linear differential equations and the corresponding Hill's equation are studied. An approximate analytic solution is found for all times. By optimizing the growth of the antineutron probability, two free parameters of the time-varying field are determined automatically.

This publication has 1 reference indexed in Scilit: