Calculation procedure for 3-D laminar flows in complex geometries using a nonstaggered nonorthogonal grid system
The Navier-Stokes equations are solved for three-dimensional steady laminar flows in complex geometries using a nonorthogonal, nonstaggered coordiante system. The strong conservation form of the governing equations is discretized using a finite volume method. The pressure velocity coupling is ensured for using the pressure-weighted interpolation method to calculate the velocities at the faces of control volumes. The method was assessed by comparing the predicted results for six test cases in which analytical solutions or experimental data were available. They correspond to the transport of a scalar in a prescribed flow field, the flow through a square diffuser, the flow through a transforming elliptical duct, and the flow through an \(S\)-shaped duct.
scientific article; zbMATH DE number 580010
scientific article