A viscous liquid (gas) flow in a flat pipe with a porous insert is investigated. A single equation based on multiphase media is used to represent viscous fluid flow in the combined area. The Navier-Stokes equations for the free zone follow from this equation, and we have an equation that generalises the Darcy equation in the area with a porous insert. The SIMPLE method is generalised for numerical solutions. The mesh is non-uniform. The Kozeny-Karman relations are used to determine the strength of interfacial contact. The impact of the bulk layer’s geometric form on the kind and amount of flow velocity inhomogeneity beyond the barrier is demonstrated. The flow parameters are strongly affected by the geometry of a porous media. The numerical simulation findings are compared to experimental data.

Author(s) Details:

Umurdin Dalabaev, University of World Economy and Diplomacy, 100077, Buyuk Ipak Yuli Street, 54, Tashkent, Uzbekistan.