  In this paper, we calculate the drag force of a charged particle in systems
with hyperscaling violation using the AdS/CFT correspondence. We obtain energy
loss, friction coefficient, diffusion and quasi normal modes of a heavy point
particle. Here, we consider two cases. In the first, we assume the heavy point
particle moves with constant velocity v. In the second case, we assume the
heavy point particle rotates along a circle of radius L with angular velocity
{\omega}. Also, we add some electromagnetic field and obtain the energy loss.
Finally, we draw some figures for the drag force with respect to the velocity
and the temperature. As well, we show how the drag force and energy loss change
with the hyperscaling violation parameter {\theta}, dynamical parameter z, mass
m and charge Q.
