Second radial derivative of particle effective potential, $V_{\mathrm{part}}^{″}$ (top row), and first radial derivative of the photon potential, $V_{\mathrm{phot}}^{\prime }$, both as a function of the radius, r, with β = 0 and varying α (left panels) and with α = 0 and varying β (right panels), at the equatorial plane $\theta =\frac{\pi }{2}$. The radius of the ISCO is defined as the radius at which $V_{\mathrm{part}}^{″}=0$, and the radius of the photon orbit is defined as the radius at which $V_{\mathrm{phot}}^{\prime }=0$. We observed that a change in α causes the radii of the ISCO and the photon orbit to change in the same direction, whereas a change in β causes these radii to change in opposite directions.