Three-dimensional Hydrodynamical Simulation of Bondi-Hoyle Accretion

Computer Science – Sound

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Scientific paper

We numerically investigate the accretion flow of initially uniform matter past a compact object. At large distances upstream the medium has spacially constant values for density (rho_ infty ), sound speed (c_infty ) and velocity (v_infty =3c_infty , relative to the compact object). The accreting object is modeled to have a totally absorbing surface with a radius of 0.1 Hoyle-Lyttleton accretion radii (r_a). Using six multiply nested and refined, equidistant and Cartesian, grids enables us to resolve the accreting object on the finest grid while at the same time spanning a volume of (16r_a)(3) on the coarsest grid. The hydrodynamics of the ideal gas (ratio of specific heats gamma =5/3) is modeled by the 'Piecewise Parabolic Method' (PPM).

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