Abstract
The study of steady incompressible viscous flow in a lid-driven cavity is done using V-type multigrid method. The second order accurate finite difference form of the Navier-Stoke’s equation is solved up to Reynolds number 10,000 using grids of maximum size 257 × 257. The validation of the result is ensured by the flow properties of primary eddy which includes the location and strength of the centres at different Reynolds numbers with the literature. Stream function, vorticity contours in the lid-driven cavity and velocity profiles at mid-section of the cavity also provide additional information for the study of flow.
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