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Pressure-sensitive paint on a truncated cone in hypersonic flow at incidences

Pressure-sensitive paint on a truncated cone in hypersonic flow at incidences
Pressure-sensitive paint on a truncated cone in hypersonic flow at incidences
The flow over a truncated cone is a classical and fundamental problem for aerodynamic research due to its three-dimensional and complicated characteristics. The flow is made more complex when examining high angles of incidence. Recently these types of flows have drawn more attention for the purposes of drag reduction in supersonic/hypersonic flows. In the present study the flow over a truncated cone at various incidences was experimentally investigated in a Mach 5 flow with a unit Reynolds number of 13.5 × 106 m−1. The cone semi-apex angle is 15° and the truncation ratio (truncated length/cone length) is 0.5. The incidence of the model varied from −12° to 12° with 3° intervals relative to the freestream direction. The external flow around the truncated cone was visualised by colour Schlieren photography, while the surface flow pattern was revealed using the oil flow method. The surface pressure distribution was measured using the anodized aluminium pressure-sensitive paint (AA-PSP) technique. Both top and sideviews of the pressure distribution on the model surface were acquired at various incidences. AA-PSP showed high pressure sensitivity and captured the complicated flow structures which correlated well with the colour Schlieren and oil flow visualisation results.
0142-727X
9-21
Yang, L.
82170b4b-6f6e-4f17-9f39-ebb65429f694
Erdem, E.
e9f932d8-a17d-43d4-88cc-b46cfbecc64c
Zare-Behtash, H.
74be9b97-cb09-49c6-9f75-7ec58c0dd16c
Kontis, K.
e40ecdbc-e5e9-4522-abf9-e3c3f3c2d7fa
Saravanan, S.
42888685-d62f-4d7d-8233-2ed586667363
Yang, L.
82170b4b-6f6e-4f17-9f39-ebb65429f694
Erdem, E.
e9f932d8-a17d-43d4-88cc-b46cfbecc64c
Zare-Behtash, H.
74be9b97-cb09-49c6-9f75-7ec58c0dd16c
Kontis, K.
e40ecdbc-e5e9-4522-abf9-e3c3f3c2d7fa
Saravanan, S.
42888685-d62f-4d7d-8233-2ed586667363

Yang, L., Erdem, E., Zare-Behtash, H., Kontis, K. and Saravanan, S. (2012) Pressure-sensitive paint on a truncated cone in hypersonic flow at incidences. International Journal of Heat and Fluid Flow, 37, 9-21. (doi:10.1016/j.ijheatfluidflow.2012.05.004).

Record type: Article

Abstract

The flow over a truncated cone is a classical and fundamental problem for aerodynamic research due to its three-dimensional and complicated characteristics. The flow is made more complex when examining high angles of incidence. Recently these types of flows have drawn more attention for the purposes of drag reduction in supersonic/hypersonic flows. In the present study the flow over a truncated cone at various incidences was experimentally investigated in a Mach 5 flow with a unit Reynolds number of 13.5 × 106 m−1. The cone semi-apex angle is 15° and the truncation ratio (truncated length/cone length) is 0.5. The incidence of the model varied from −12° to 12° with 3° intervals relative to the freestream direction. The external flow around the truncated cone was visualised by colour Schlieren photography, while the surface flow pattern was revealed using the oil flow method. The surface pressure distribution was measured using the anodized aluminium pressure-sensitive paint (AA-PSP) technique. Both top and sideviews of the pressure distribution on the model surface were acquired at various incidences. AA-PSP showed high pressure sensitivity and captured the complicated flow structures which correlated well with the colour Schlieren and oil flow visualisation results.

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More information

Accepted/In Press date: 17 May 2012
e-pub ahead of print date: 23 June 2012
Published date: October 2012

Identifiers

Local EPrints ID: 493090
URI: http://eprints.soton.ac.uk/id/eprint/493090
ISSN: 0142-727X
PURE UUID: 6c8b0190-6922-4245-991e-894a79aab096
ORCID for H. Zare-Behtash: ORCID iD orcid.org/0000-0002-4769-4076

Catalogue record

Date deposited: 22 Aug 2024 17:05
Last modified: 23 Aug 2024 02:10

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Contributors

Author: L. Yang
Author: E. Erdem
Author: H. Zare-Behtash ORCID iD
Author: K. Kontis
Author: S. Saravanan

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