No abstract

By extending a Navier±Stokes solution method for structured grids (SGs), a pressure-correction, ®nite-volume formulation for the numerical solution of laminar, incompressible, 2-D¯ows on unstructured grids (UGs) with triangular elements has been deviced. Since a co-located storage arrangement for all of the¯ow variables is used, the velocity and pressure ®elds should be arti®cially coupled. This is achieved through the careful extension of the Pressure-Weighted Interpolation Method (PWIM), successfully used for SGs in the past. In the ®rst part of the paper, the method formulation for UGs is analyzed. Then, the PWIM for UGs and the boundary conditions' implementation along solid walls are investigated, on the basis of two¯ow problems.