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We consider a charged relativistic spin-1 oscillator under the influence ofan internal magnetic flux in a 2+1 dimensional spacetime induced by a spinningpoint source. In order to analyze the effects of the internal magnetic flux andspin of the point source on the relativistic dynamics of such a vector field,we seek a non-perturbative solution of the associated spin-1 equation derivedas an excited state of Zitterbewegung. By performing an analytical solution ofthe resulting equation, we determine exact results for the system in question.Accordingly, we analyze the effects of spin of the point source and internalmagnetic flux on the relativistic dynamics of the considered test field. We seethat the spin of such a field can be altered by the magnetic flux and thismeans that the considered system may behave as a fermion or boson according tothe varying values of the magnetic flux, in principle. We observe that theinternal magnetic flux and the spin of the point source impact on therelativistic energy levels and probability density functions. Also, our resultsindicate that the spin of the point source breaks the symmetry of the energylevels corresponding to particle-antiparticle states.

Effect of internal magnetic flux on a relativistic spin-1 oscillator in the spinning point source-generated spacetime