  In this study, we considered a moving particle with a magnetic quadrupole
moment in an elastic medium in the presence of a screw dislocation. We assumed
a radial electric field in a rotating frame that leads a uniform effective
magnetic field perpendicular to the plane of motion. We solved the
Schr\"odinger equation to derive wave and energy eigenvalue functions by
employing analytical methods for two interaction configurations: in the absence
of potential and in the presence of a static scalar potential. Due to the
topological defect in the medium, we observed a shift in the angular momentum
quantum number which affects the energy eigenvalues and the wave function of
the system.
