These are compared to the steady state cases to see how the vortex breakdown location is impacted by unsteady flow. Cobalt 60 accepts arbitrary cell types and allows a variety of cell types in a single grid. A more efficient Riemann solver, based on the iterative method of Gottlieb and Groth, is utilized. The decomposition is accomplished using the code ParMetis. See Figures 1 and 2 for results.
Surface cuts on top view are of vorticity magnitude.
Surface cuts on top view are of vorticity magnitude. This is High Performance Computing Modernization Program Challenge Project C33. All rights reserved.