Separation dynamics of a spherical particle detaching from a two-dimensional ramp in hypersonic flow
Separation dynamics of a spherical particle detaching from a two-dimensional ramp in hypersonic flow
In this work, the trajectories of spherical particles shed from the surface of a simple two-dimensional ramp in high-speed flow are examined numerically and experimentally. First, inviscid numerical simulations are performed, examining the interactions of the particle solely with the ramp-generated oblique shock, then including the effects of the ramp wall to understand the full separation behavior. It is found that three types of trajectories are possible: (i) direct entrainment of the particle inside the shock layer; (ii) initial expulsion followed by re-entry and entrainment; or (iii) surfing of the particle down the shock. At a relatively low hypersonic Mach number of 6, the first two types of trajectories are found to be predominant, but at higher Mach numbers (10 and 20), surfing becomes possible over a wider range of ramp angles and initial sphere positions. Viscous simulations examining the effect of the ramp boundary layer are also performed. It is found that the presence of the boundary layer decreases the initial repulsion from the wall, reducing the likelihood of type (ii) trajectories above but making surfing more likely at lower Mach numbers. Finally, experiments are performed with free-flying spheres in a hypersonic shock tunnel to verify that surfing trajectories can indeed be obtained at Mach 6.
American Institute of Aeronautics and Astronautics
Sousa, Cole
4d27f68e-d9c6-44a3-b5ff-26ca2d905b29
Butler, Cameron
54c348c0-3026-4977-b7fe-f8e1387f7e76
Whalen, Thomas
fee7ee3e-24db-4b5d-8f67-f467a878c886
Laurence, Stuart J.
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Deiterding, Ralf
ce02244b-6651-47e3-8325-2c0a0c9c6314
15 June 2019
Sousa, Cole
4d27f68e-d9c6-44a3-b5ff-26ca2d905b29
Butler, Cameron
54c348c0-3026-4977-b7fe-f8e1387f7e76
Whalen, Thomas
fee7ee3e-24db-4b5d-8f67-f467a878c886
Laurence, Stuart J.
c9870caa-b37e-4ee1-b4a4-3b348c2f9bc0
Deiterding, Ralf
ce02244b-6651-47e3-8325-2c0a0c9c6314
Sousa, Cole, Butler, Cameron, Whalen, Thomas, Laurence, Stuart J. and Deiterding, Ralf
(2019)
Separation dynamics of a spherical particle detaching from a two-dimensional ramp in hypersonic flow.
In Proceedings of 19th AIAA Aviation Forum.
American Institute of Aeronautics and Astronautics.
20 pp
.
(doi:10.2514/6.2019-3646).
Record type:
Conference or Workshop Item
(Paper)
Abstract
In this work, the trajectories of spherical particles shed from the surface of a simple two-dimensional ramp in high-speed flow are examined numerically and experimentally. First, inviscid numerical simulations are performed, examining the interactions of the particle solely with the ramp-generated oblique shock, then including the effects of the ramp wall to understand the full separation behavior. It is found that three types of trajectories are possible: (i) direct entrainment of the particle inside the shock layer; (ii) initial expulsion followed by re-entry and entrainment; or (iii) surfing of the particle down the shock. At a relatively low hypersonic Mach number of 6, the first two types of trajectories are found to be predominant, but at higher Mach numbers (10 and 20), surfing becomes possible over a wider range of ramp angles and initial sphere positions. Viscous simulations examining the effect of the ramp boundary layer are also performed. It is found that the presence of the boundary layer decreases the initial repulsion from the wall, reducing the likelihood of type (ii) trajectories above but making surfing more likely at lower Mach numbers. Finally, experiments are performed with free-flying spheres in a hypersonic shock tunnel to verify that surfing trajectories can indeed be obtained at Mach 6.
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Accepted/In Press date: 3 June 2019
Published date: 15 June 2019
Venue - Dates:
AIAA Aviation Forum and Exposition, , Dallas, United States, 2019-06-17 - 2019-06-21
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Local EPrints ID: 431630
URI: http://eprints.soton.ac.uk/id/eprint/431630
PURE UUID: 34a25ad6-42e8-448d-ab74-f62492545365
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Date deposited: 11 Jun 2019 16:30
Last modified: 16 Mar 2024 04:22
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Author:
Cole Sousa
Author:
Cameron Butler
Author:
Thomas Whalen
Author:
Stuart J. Laurence
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