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Two-Dimensional Boat-Tailed Bases in Supersonic Flow

Published online by Cambridge University Press:  07 June 2016

P R Viswanath
Affiliation:
Indian Institute of Science, Bangalore
R Narasimha
Affiliation:
Indian Institute of Science, Bangalore
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Summary

Boat-tailing of aft bodies may affect the base pressure through two mechanisms: firstly by changing the angle between the approaching flow at separation and the reattachment surface, and secondly by distorting the boundary layer through the favourable pressure gradient (which can be particularly severe in the presence of a sharp corner on the body). The first effect is isolated here by tests on inclined backward-facing steps with a fully developed turbulent boundary layer at separation, at free-stream Mach numbers of 1.75 and 2.4. It is found that the base pressure increases significantly with boat-tail angle; the data have been correlated taking explicit account of the boundary layer effect, modifying and extending the approach adopted by Nash. Charts are provided for quick estimation of base pressure in engineering calculations. Some of the earlier data on boat-tailed bases, on re-examination in the light of the present correlation, suggest that strongly distorted boundary layers at separation affect the base pressure appreciably. Several features of the measured reattachment pressure distributions, including their internal similarity, are also discussed.

Type
Research Article
Copyright
Copyright © Royal Aeronautical Society. 1974

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References

1 Korst, H H, A theory of base pressures in transonic and supersonic flow. Journal of Applied Mechanics, Vol 23, p 593, 1956.CrossRefGoogle Scholar
2 Fuller, L, Reid, J, Experiments on two-dimensional base flow at M = 2.4. ARC R & M 3064, 1958.Google Scholar
3 McDonald, H, Hughes, P F, A correlation of high subsonic afterbody drag in the presence of a propulsive jet or support sting. Journal of Aircraft, Vol 2, p 202, 1965.Google Scholar
4 Chapman, D R, Wimbrow, W R, Kester, R H, Experimental investigation of base pressure on blunt trailing edge wings at supersonic velocities. NACA Report 1109, 1952.Google Scholar
5 Chapman, D R, Kuehn, D M, Larson, H K, Investigation of separated flows in supersonic and subsonic streams with emphasis on the effect of transition. NACA TN 3869, 1957.Google Scholar
6 Kirk, F N, An approximate theory of base pressure in two-dimensional flow at supersonic speeds. RAE TN Aero 2377, 1959.Google Scholar
7 Eggink, H, The improvement in pressure recovery in supersonic wind tunnels. ARC R & M 2703, 1949.Google Scholar
8 Beastall, D, Eggink, H, Some experiments on breakway in supersonic flow (Part II). RAE TN Aero 2061, 1950.Google Scholar
9 Viswanath, P R, Narasimha, R, Base pressure on sharply boat-tailed aft bodies. Report 72 FM 1, Department of Aeronautical Engineering, Indian Institute of Science, Bangalore, 1972.Google Scholar
10 Roshko, A, A look at our present understanding of separated flow. AGARD Symposium on Separated Flow, Brussels, 1966.Google Scholar
11 Nash, J F, A discussion of two-dimensional turbulent base flows. ARC R & M 3468, 1967.Google Scholar
12 Sternberg, J, Transition from a turbulent to a laminar boundary layer. Ballistic Research Laboratories, Aberdeen, Maryland, US, Report 77, 1954.Google Scholar
13 Vivekanandan, R, A study of boundary-layer expansion-fan interaction near a sharp corner in super-sonic flow. M Sc thesis, Department of Aeronautical Engineering, Indian Institute of Science, Bangalore, 1963.Google Scholar
14 Gadd, G E, Holder, D W, Regan, J D, Base pressures in supersonic flow. ARC Current Paper 271, 1956.Google Scholar
15 Nash, J F, A review of research on two-dimensional base flow. ARC R & M 3323, 1963.Google Scholar
16 Carrière, P P, Recherches récentes effectuées a l’ONERA sur les problèmes de recollement. ONERA TP 275, 1965.Google Scholar
17 Viswanath, P R, Narasimha, R, Effect of boat-tailing on two-dimensional turbulent base flows at supersonic speeds. Report 71 FM 14, Department of Aeronautical Engineering, Indian Institute of Science, Bangalore, 1971.Google Scholar
18 Hastings, R C, Turbulent flow past two-dimensional bases in supersonic streams. ARC R & M 3401, 1965.Google Scholar
19 Roshko, A, Thomke, G J, Effect of shoulder modification on turbulent supersonic base flow. AIAA Journal, Vol 5, p 827, 1967.CrossRefGoogle Scholar
20 Siriex, P M, Delery, J, Mirande, J, Recherches expérimentales fondamentales sur les écoulements séparés et applications. ONERA TP 520, 1967.Google Scholar
21 Narasimha, R, Sreenivasan, K R, Relaminarization in highly accelerated turbulent boundary layers. Journal of Fluid Mechanics, Vol 61, p 417, 1973.CrossRefGoogle Scholar
22 Hama, F R, Experimental investigations of wedge base pressure and lip shock. Jet Propulsion Laboratory, California Institute of Technology, Technical Report 32–1033, 1966.Google Scholar