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Automatic Boundary-Layer Adaptation of Structured Grids in VULCAN-CFDIn supersonic and hypersonic flow computations, well-resolved boundary layers are essential for accurate quantification of surface heating and transition prediction, particularly via linear stability analysis. Grid design for hypersonic flows with shocks, boundary-layer separation, and/or complex mean flow features incorporating spanwise/azimuthal inhomogeneities is a difficult issue. In comparison to a manual grid adaptation procedure, an autonomous grid adaptation technique offers significant improvements in computing time and solution quality. The VULCAN-CFD solver already includes a validated procedure for automatic adaption of structured grids to the bow shock. The present focus is on implementing an automatic boundary-layer adaptation capability in VULCAN-CFD that adapts structured, multiblock grids to both the bow shock and the boundary layer at the same time. The boundary-layer adaptation algorithm allows the user to specify the number of cells within the boundary layer, along with the input parameters used for detecting the edge of the boundary layer, namely, the variable used in the edge detection criterion,the edge detection method, the detection direction, and the relaxation factor used during the morphing of the grid. The algorithm automatically distributes grid points along the wall-normal direction to achieve a smooth variation in grid spacing from the edge of the boundary layer to a"junction" location within the outer part of the grid. Illustrative results are presented for three different high-speed configurations: the two-dimensional flow over a cylinder at Mach 17.6 and unit Reynolds number of Re=0.38x10^6 m^-1, the axisymmetric flow over a cone-cylinder-flare model at Mach 6.0 and Re = 10.5×10^6 m^-1, and the three-dimensional flow over a blunt, 7-degree half-angle cone at 5-degree angle of attack in a Mach 9.79 flow with Re = 17.1×10^6 m^-1. The automated boundary-layer adaptation is shown to provide an adequate grid topology that is aligned with the bow shock in the outer part of the grid and also resolves the viscous boundary-layer region close to the surface.
Document ID
20220009206
Acquisition Source
Langley Research Center
Document Type
Conference Paper
Authors
A Scholten
(Universities Space Research Association Columbia, Maryland, United States)
P Paredes
(National Institute of Aerospace Hampton, Virginia, United States)
F Li
(Langley Research Center Hampton, Virginia, United States)
J White
(Langley Research Center Hampton, Virginia, United States)
R Baurle
(Langley Research Center Hampton, Virginia, United States)
M Choudhari
(Langley Research Center Hampton, Virginia, United States)
Date Acquired
June 10, 2022
Subject Category
Aerodynamics
Meeting Information
Meeting: International Conference on Computational Fluid Dynamics 11
Location: Maui, HI
Country: US
Start Date: July 11, 2022
End Date: July 15, 2022
Sponsors: International Conference on Computational Fluid Dynamics
Funding Number(s)
WBS: 725017.02.07.03.01
CONTRACT_GRANT: NNL09AA00A
CONTRACT_GRANT: SAA1-31764
Distribution Limits
Public
Copyright
Use by or on behalf of the US Gov. Permitted.
Technical Review
Single Expert
Keywords
boundary layer transition
hydrodynamic instability
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