  In this paper, perturbations of an accretion disk by a star orbiting around a
black hole are studied. We report on a numerical experiment, which has been
carried out by using a parallel-machine code originally developed by D\"{o}nmez
(2004). An initially steady state accretion disk near a non-rotating
(Schwarzschild) black hole interacts with a "star", modeled as an initially
circular region of increased density. Part of the disk is affected by the
interaction. In some cases, a gap develops and shock wave propagates through
the disk. We follow the evolution for order of one dynamical period and we show
how the non-axisymetric density perturbation further evolves and moves
downwards where the material of the disk and the star become eventually
accreted onto the central body.
  When the star perturbs the steady state accretion disk, the disk around the
black hole is destroyed by the effect of perturbation. The perturbed accretion
disk creates a shock wave during the evolution and it loses angular momentum
when the gas hits on the shock waves. Colliding gas with the shock wave is the
one of the basic mechanism of emitting the $X-$rays in the accretion disk. The
series of supernovae occurring in the inner disk could entirely destroy the
disk in that region which leaves a more massive black hole behind, at the
center of galaxies.
