The combined effects of leading-edge bluntness and high enthalpy are examined for hypersonic flat plate flow. Experimental pressure and heat transfer data are presented for both sharp and blunt leading-edge flat plates. For the sharp leading-edge flows, the data are in agreement with perfect gas theory. For the blunt leading-edge flows, the low and high enthalpy pressure data approach the perfect gas blast wave theory as the flow proceeds downstream, consistent with earlier studies at low enthalpy. Toward the front of the plate, the heat transfer data lie above the corresponding values obtained with the sharp leading-edge configuration. The difference between sharp and blunt leading-edge heat transfer levels appears to be smaller at high enthalpy. This seems to be due to dissociation which occurs in the nose region, thus reducing the shock stand-off distance and increasing the chemical potential enthalpy of the flow. When the presence of dissociated species in the flow is accounted for, the data close to the leading-edge are seen to compare well with perfect gas bluntness–viscous similitudes. Farther downstream, the measured heat transfer values are greater than the perfect gas theoretical predictions for blunt leading-edge flow, and closer to both the corresponding predictions at chemical equilibrium, and sharp leading-edge theory for perfect gas flow.

1.
L.
Lees
, “
Laminar heat transfer over blunt-nosed bodies at hypersonic flight speeds
,”
J. Jet Propul.
26
,
259
269
(
1956
).
2.
A. R.
George
, “
Perturbations of plane and axisymmetric entropy layers
,”
AIAA J.
5
,
2155
2160
(
1967
).
3.
J. J.
Bertin
,
Hypersonic Aerothermodynamics
(
AIAA Education Series
,
1994
).
4.
M. L.
Blosser
,
I. M.
Blankson
,
S.
Schwoerke
,
D.
Brunson
, and
P.
Hagseth
, “
Wing leading-edge design concepts for airbreathing hypersonic waveriders
,”
J. Aircr.
32
,
307
312
(
1995
).
5.
M. S.
Holden
, “
Boundary–layer displacement and leading–edge bluntness effects on attached and separated laminar boundary layers in a compression corner. Part II: Experimental study
,”
AIAA J.
9
,
84
93
(
1971
).
6.
H. K.
Cheng
,
J. G.
Hall
,
T. C.
Golian
, and
A.
Hertzberg
, “
Boundary-layer displacement and leading-edge bluntness effects in high-temperature hypersonic flow
,”
J. Aerosp. Sci.
28
,
353
381
(
1961
).
7.
J. C.
Townsend
, “
Effects of leading edge bluntness and ramp deflection angle on laminar boundary layer separation in hypersonic flow
,” NASA Technical Note D-3290,
NASA
,
1966
.
8.
K.
Hozumi
,
Y.
Yamamoto
,
K.
Fujii
,
A.
Yoshizawa
,
S.
Nagai
,
D.
Devezeaux
, and
J.
Fontain
, “
Experimental investigation and numerical analysis of hypersonic compression ramp heat transfer
,”
JSME Int. J., Ser. B
41
,
381
389
(
1998
).
9.
G.
Dietz
and
S.
Hein
, “
Entropy-layer instabilities over a blunted flat plate in supersonic flow
,”
Phys. Fluids
11
,
7
9
(
1999
).
10.
V.
Borovoy
,
I.
Egorov
, and
A.
Skuratov
, “
Shock wave impingement on boundary and entropy layers of a blunt plate
,” in
Proceedings of 27th International Conference on Aerospace Sciences
,
2010
.
11.
V. Y.
Borovoy
,
I. V.
Egorov
,
A. S.
Skuratov
, and
I. V.
Struminskaya
, “
Two-dimensional shock-wave/boundary-layer interaction in the presence of entropy layer
,”
AIAA J.
51
,
80
93
(
2013
).
12.
D. W.
Jillie
and
E. J.
Hopkins
, “
Effect of Mach number, leading edge bluntness and sweep on boundary layer transition on a flat plate
,” NASA Technical Note D-1071,
NASA
,
1961
.
13.
J. P.
Vermeulen
and
G.
Simeonides
, “
Parametric studies of shock wave/boundary layer interaction over 2D compression corners at Mach 6
,” VKI Technical Note 181,
Von Karman Institute
,
1992
.
14.
E.
Reshotko
and
M. M. S.
Khan
, “
Stability of the laminar boundary layer on a blunted plate in supersonic flow
,” in
Proceedings of IUTAM Symposium: Laminar–Turbulent Transition
(
Springer-Verlag
,
1979
).
15.
D.
Kumar
and
J. L.
Stollery
, “
Hypersonic control flap effectiveness
,” in
Proceedings of 19th ICAS Congress
,
1994
.
16.
K. F.
Stetson
and
G. H.
Rushton
, “
Shock tunnel investigation of boundary layer transition at M = 5.5
,”
AIAA J.
5
,
899
906
(
1967
).
17.
J. R.
Muir
and
A. A.
Trujillo
, “
Experimental investigation of the effects of nose bluntness, free–stream unit Reynolds number, and angle of attack on cone boundary layer transition at a Mach number of 6
,” AIAA Paper No. 72-0216,
1972
.
18.
K. F.
Stetson
, “
Nosetip bluntness effects on cone frustum boundary layer transition in hypersonic flow
,” AIAA Paper No. 83-1763,
1983
.
19.
M.
Zanchetta
, “
Kinetic heating and transition studies at hypersonic speeds
,” Ph.D. thesis,
University of London
,
1996
.
20.
K.
Kara
,
P.
Balakumar
, and
O. A.
Kandil
, “
Effects of nose bluntness on hypersonic boundary-layer receptivity and stability over cones
,”
AIAA J.
49
,
2593
2606
(
2011
).
21.
G.
Grossir
,
F.
Pinna
,
G.
Bonucci
,
T.
Regert
,
P.
Rambaud
, and
O.
Chazot
, “
Hypersonic boundary layer transition on a 7 degree half–angle cone at Mach 10
,” AIAA Paper 2014-2779,
2014
.
22.
A. V.
Vaganov
,
A. Y.
Noev
,
V. M.
Kashin
, and
D. V.
Grachikov
, “
Scenarios of laminar-turbulent transition reversal on blunt cone in hypersonic flow
,”
AIP Conf. Proc.
2027
,
030111
(
2018
).
23.
P.
Paredes
,
M. M.
Choudhari
,
F.
Li
,
J. J.
Jewell
,
R. L.
Kimmel
,
E. C.
Marineau
, and
G.
Grossir
, “
Nose–tip bluntness effects on transition at hypersonic speeds
,”
J. Spacecr. Rockets
56
,
369
387
(
2019
).
24.
S. V.
Aleksandrov
,
E. A.
Aleksandrova
,
V. Ya.
Borovoy
,
V. E.
Mosharovand
,
V. N.
Radchenko
, and
A. V.
Fedorov
, “
Influence of the plate leading–edge shape and thickness on the boundary layer laminar–turbulent transition at Mach number M = 5
,” in
Proceedings of the 8th European Conference for Aeronautics and Space Sciences
(
EUCASS
,
2019
).
25.
S. G.
Mallinson
, “
Shock wave/boundary layer interaction at a compression corner in hypervelocity flows
,” Ph.D. thesis,
University of New South Wales
,
1995
.
26.
S. G.
Mallinson
,
S. L.
Gai
, and
N. R.
Mudford
, “
Leading-edge bluntness effects in high enthalpy, hypersonic compression corner flow
,”
AIAA J.
34
,
2284
2290
(
1996
).
27.
S.
Desai
,
S.
Brahmachary
,
H.
Gadgil
, and
V.
Kulkarni
, “
Probing real gas and leading-edge bluntness effects on shock wave boundary-layer interaction at hypersonic speeds
,”
J. Aerosp. Eng.
32
,
04019089
(
2019
).
28.
N.
Parsons
,
X.
Zhong
,
J.
Kim
, and
J.
Eldredge
, “
Numerical study of hypersonic receptivity with thermochemical non-equilibrium on a blunt cone
,” AIAA Paper 2010-4446,
2010
.
29.
C. H.
Mortensen
and
X.
Zhong
, “
Real gas and surface ablation effects on hypersonic boundary layer instability over a blunt cone
,” AIAA Paper 2013-2981,
2013
.
30.
M. S.
Holden
,
T. P.
Wadhams
,
J. K.
Harvey
, and
G. V.
Candler
, “
Comparisons between measurements in regions of laminar shock wave boundary layer interaction in hypersonic flows with Navier–Stokes and DSMC solutions
,” AIAA Paper 2002-435,
2002
.
31.
M.
Marini
and
S.
Borrelli
, “
Real gas effects on blunt cone flare configurations
,” in
Proceedings of 4th European Symposium on Aerothermodynamics for Space Applications
(
European Space Agency
,
2002
), Vol. ESA SP-487.
32.
C. J.
Roy
,
M. A.
Gallis
,
T. J.
Bartel
, and
J. L.
Payne
, “
Navier–Stokes and DSMC simulations for hypersonic laminar shock–shock interaction flows
,” AIAA Paper 2002-0737,
2002
.
33.
G. V.
Candler
,
I.
Nompelis
,
M.-C.
Druguet
,
M. S.
Holden
,
T. P.
Wadhams
,
I. D.
Boyd
, and
W.-L.
Wang
, “
CFD validation for hypersonic flight: Hypersonic double–cone flow simulations
,” AIAA Paper 2002-0581,
2002
.
34.
R. J.
Stalker
, “
Development of a hypervelocity wind tunnel
,”
Aeronaut. J.
76
,
374
384
(
1972
).
35.
S. G.
Mallinson
,
S. L.
Gai
, and
N. R.
Mudford
, “
High enthalpy, hypersonic compression corner flow
,”
AIAA J.
34
,
1130
1137
(
1996
).
36.
S. G.
Mallinson
,
S. L.
Gai
, and
N. R.
Mudford
, “
The boundary layer on a flat plate in hypervelocity flow
,”
Aeronaut. J.
100
,
135
141
(
1996
).
37.
K. C. A.
Crane
and
R. J.
Stalker
, “
Mass-spectrometric analysis of hypersonic flows
,”
J. Phys. D: Appl. Phys.
10
,
679
695
(
1977
).
38.
R. A.
East
,
R. J.
Stalker
, and
J. P.
Baird
, “
Measurements of heat transfer to a flat plate in a dissociated high-enthalpy laminar air flow
,”
J. Fluid Mech.
97
,
673
699
(
1980
).
39.
M. K.
McIntosh
, “
A computer program for the numerical calculation of equilibrium and perfect gas conditions in shock tunnels
,” WRE Technical Note CPD 169,
Australian Defence Scientific Service
,
1969
.
40.
J. A.
Lordi
,
R. E.
Mates
, and
J. R.
Moselle
, “
Computer program for the numerical solution of nonequilibrium expansions of reacting gas mixtures
,” NACA Contractor Report CR-472,
NACA
,
1966
.
41.
S. L.
Gai
and
W. S.
Joe
, “
Laminar heat transfer to blunt cones in high-enthalpy hypervelocity flows
,”
J. Thermophys. Heat Transfer
6
,
433
438
(
1992
).
42.
S. L.
Gai
,
N. R.
Mudford
, and
C. M.
Hackett
, “
Heat flux and shock shape measurements on an aeroassist flight experiment model in a high enthalpy free piston shock tunnel
,” AIAA Paper No. 92-3907,
1992
.
43.
J. O.
Hirschfelder
,
C. F.
Curtiss
, and
R. B.
Bird
,
Molecular Theory of Gases and Liquids
(
Wiley & Sons
,
1967
).
44.
C. F.
Hansen
, “
Approximations for the thermodynamic and transport properties of high temperature air
,” NASA Technical Report R-50,
NASA
,
1959
.
45.
H. G.
Hornung
and
G. H.
Smith
, “
The influence of relaxation on shock detachment
,”
J. Fluid Mech.
93
,
225
239
(
1979
).
46.
J. L.
Stollery
, “
Viscous interaction effects on re–entry aerothermodynamics: Theory and experimental results
,” AGARD Lecture Series 42,
AGARD
,
1972
.
47.
J. J. D.
Anderson
,
Hypersonic and High Temperature Gas Dynamics
(
McGraw-Hill
,
1989
).
48.
D. L.
Schultz
and
T. V.
Jones
, “
Heat–transfer measurements in short–duration hypersonic facilities
,” AGARDograph 165,
AGARD
,
1973
.
49.
C.
Jessen
,
M.
Vetter
, and
H.
Gronig
, “
Experimental studies in the Aachen hypersonic shock tunnel
,”
Z. Flugwisschaften Weltraumforsch.
17
,
73
81
(
1993
).
50.
E. R. G.
Eckert
, “
Engineering relations for friction and heat transfer to surfaces in high velocity flow
,”
J. Aeronaut. Sci.
22
,
585
587
(
1955
).
51.
S. L.
Gai
,
N. T.
Reynolds
,
C.
Ross
, and
J. P.
Baird
, “
Measurements of heat transfer in separated high–enthalpy dissociated laminar hypersonic flow behind a step
,”
J. Fluid Mech.
199
,
541
561
(
1989
).
52.
S. L.
Gai
,
N. R.
Mudford
,
G. T.
Roberts
, and
S. G.
Mallinson
, “
Effects of catalycity and boundary layer reactions on surface heat flux in hypersonic high enthalpy flows
,” in
Proceedings of the 20th International Symposium on Shock Waves
(
World Scientific
,
1995
), Vol. 1, pp.
317
322
.
53.
H. K.
Cheng
and
A.
Pallone
, “
Inviscid leading–edge effect in hypersonic flow
,”
J. Aeronaut. Sci.
23
,
700
702
(
1956
).
54.
J. L.
Stollery
, “
Hypersonic viscous interaction on curved surfaces
,”
J. Fluid Mech.
43
,
497
511
(
1970
).
55.
J. E.
Lewis
,
T.
Kubota
, and
L.
Lees
, “
Experimental investigation of supersonic laminar, two–dimensional boundary–layer separation in a compression corner with and without cooling
,”
AIAA J.
6
,
7
14
(
1968
).
56.
C. H. B.
Stacey
, “
Swept shock wave / boundary layer interactions at high Mach number
,” Ph.D. thesis,
University of Queensland
,
1989
.
57.
C.
Park
,
Nonequilibrium Hypersonic Aerothermodynamics
(
Wiley-Interscience
,
1990
).
58.
C. M.
Hackett
, “
Aerothermodynamic heating due to shock wave/laminar boundary layer interactions in high–enthalpy hypersonic flow
,” AIAA Paper No. 93-3135,
1993
.
59.
Y.
He
, “
Transition and heat transfer in compressible boundary layer flow over a flat plate
,” Ph.D. thesis,
University of Queensland
,
1991
.
60.
S. G.
Mallinson
,
S. L.
Gai
, and
N. R.
Mudford
, “
Upstream influence and peak heating in hypervelocity shock wave/boundary–layer interaction
,”
J. Propul. Power
12
,
984
990
(
1996
).
61.
J. G.
Hall
,
A. Q.
Eschenroeder
, and
P. V.
Marrone
, “
Blunt–nose inviscid airflows with coupled nonequilibrium processes
,”
J. Aerosp. Sci.
29
,
1038
1051
(
1962
).
62.
H. G.
Hornung
, “
Non-equilibrium dissociating nitrogen flow over spheres and circular cylinders
,”
J. Fluid Mech.
53
,
149
176
(
1972
).
63.
C.-Y.
Wen
and
H. G.
Hornung
, “
Non–equilibrium dissociating flow over spheres
,”
J. Fluid Mech.
299
,
389
405
(
1995
).
64.
R. J.
Stalker
, “
Hypervelocity aerodynamics with chemical nonequilibrium
,”
Annu. Rev. Fluid Mech.
21
,
37
60
(
1989
).
65.
J. N.
Moss
, “
Reacting viscous–shock–layer solutions with multicomponent diffusion and mass injection
,” NASA Technical Report R-411,
NASA
,
1974
.
66.
E.
Josyula
and
J. S.
Shang
, “
Numerical study of hypersonic dissociated air past blunt bodies
,”
AIAA J.
29
,
704
711
(
1991
).
67.
E.
Josyula
,
D.
Gaitonde
, and
J. S.
Shang
, “
Nonequilibrium hypersonic flow solutions using the Roe flux–difference split scheme
,” AIAA Paper No. 91-1700,
1991
.
68.
L. M.
Porter
,
A.
Paull
,
D. J.
Mee
, and
J. M.
Simmons
, “
Shock tunnel measurements of hypervelocity blunted cone drag
,”
AIAA J.
32
,
2476
2477
(
1994
).
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