Relativistic bounds states for a neutral particle confined to a parabolic potential induced by noninertial effects

We obtain the solutions of the Dirac equation when the noninertial effects of the Fermi–Walker reference frame break the relativistic Landau–Aharonov–Casher quantization, but they provide bound states in an analogous way to a Dirac neutral particle subject to Tan–Inkson quantum dot potential [W.-C. Tan, J.C. Inkson, Semicond. Sci. Technol. 11 (1996) 1635].