The governing mathematical model of turbulent flow in porous media in terms of time averaged macroscopic equations in the form of conservation laws for mass, momentum and energy, is presented. As a turbulence model the k-e model is chosen, which is also written at the macroscopic level. The fundamentals of the boundary domain integral method are presented, which is used to solve the obtained set of equations. Some initial examples of numerical computations are presented.
B.03 Paper at an international scientific conference
COBISS.SI-ID: 13575958