The steady, two-dimensional interaction of an oblique shock with a laminar flat-plate boundary layer has been examined through use of the Beam-Warming implicit scheme. A wide range of fluids is considered as are freestream pressures corresponding to dense gases, i.e., gases at pressures which are so large that the ideal gas law is no longer accurate. The results, when combined with the triple-deck theory of Kluwick (1994), provides strong support for the idea that the classical scaling laws can be extended to dense gases.
Issue Section:
Research Papers
1.
Adamson
T. C.
Messiter
A.
1980
, “Analysis of Two-Dimensional Interactions Between Shock Waves and Boundary Layers
,” Annual Review of Fluid Mechanics
, Vol. 12
, pp. 103
–138
.2.
Anders, J. B., 1993, “Heavy Gas Wind-Tunnel Research at Langley Research Center,” ASME Paper 93-FE-5.
3.
Anderson, W. K., 1991, “Numerical Study of the Aerodynamic Effects of Sulfur Hexafluoride (SF6) as a Test Gas in Wind Tunnels,” NASA TP-3086.
4.
Angelino
G.
Invernizzi
C.
1993
, “Cyclic Methylsiloxanes as Working Fluids for Space Power Cycles
,” Journal of Solar Engineering
, Vol. 115
, pp. 130
–137
.5.
Beam
R. M.
Warming
R. F.
1978
, “An Implicit Factored Scheme for the Compressible Navier-Stokes Equations
,” AIAA Journal
, Vol. 16
, No. 4
, pp. 393
–402
.6.
Chung
T. H.
Ajlan
M.
Lee
L. L.
Starling
K. E.
1988
, “Generalized Multiparameter Correlation for Nonpolar and Polar Fluid Transport Theories
,” Industrial Engineering Chemistry Research
, Vol. 27
, pp. 671
–679
.7.
Chung
T. H.
Lee
L. L.
Starling
K. E.
1984
, “Application of Kinetic Gas Theories and Multiparameter Correlation for Prediction of Dilute Gas Viscosity and Thermal Conductivity
,” Industrial Engineering Chemistry Fundamentals
, Vol. 23
, No. 23
, pp. 8
–13
.8.
Cramer
M. S.
1989
, “Negative Nonlinearity in Selected Fluorocarbons
,” Physics of Fluids A
, Vol. 1
, No. 11
, pp. 1984
–1987
.9.
Cramer
M. S.
Whitlock
S. T.
Tarkenton
G. M.
1996
, “Transonic and boundary layer similarity laws in dense gases
,” ASME JOURNAL OF FLUIDS ENGINEERING
, Vol. 118
, Sept., pp. 481
–485
.10.
Curran
H. M.
1981
, “Use of Organic Working Fluids in Rankine Engines
,” Journal of Energy
, Vol. 5
, pp. 218
–223
.11.
Delery, J., and Marvin, J. G., 1986, “Shock-Wave Boundary Layer Interactions,” AGAR-Dograph No. 280.
12.
Devotta
S.
Holland
F. A.
1985
, “Comparison of Theoretical Rankine Power Cycle Performance Data for 24 Working Fluids
,” Heat Recovery Systems
, Vol. 5
, No. 6
, pp. 503
–510
.13.
Emanuel
G.
Argrow
B. M.
1994
, “Linear Dependence of the Bulk Viscosity on Shock Wave Thickness
,” Physics of Fluids
, Vol. 6
, No. 9
, pp. 3203
–3205
.14.
Jones, J. B., and Hawkins, G. A., 1986, Engineering Thermodynamics, McGraw-Hill, New York.
15.
Katzer
E.
1989
, “On the Scales of Laminar Shock/Boundary Layer Interaction
,” Journal of Fluid Mechanics
, Vol. 206
, pp. 477
–496
.16.
Kluwick, A., 1994, “Interacting Laminar Boundary Layers of Dense Gases,” Acta Mechanica, Springer-Verlag, Vol. 4, pp. 335–349.
17.
Manco, S., and Nervegna, N., 1985, “Working Fluid Selection via Computer Assisted Analysis of ORC Waste Heat Recovery Systems,” SAE Paper 859432.
18.
Martin
J. J.
Hou
Y. C.
1955
, “Development of an Equation of State for Gases
,” AIChE Journal
, Vol. 1
, No. 2
, pp. 142
–151
.19.
Park, S.-H., 1994, “Viscous-Inviscid Interactions of Dense Gases,” Ph.D. dissertation, Virginia Polytechnic Institute and State University, Blacksburg, Virginia.
20.
Reid, R. C., Prausnitz, J. M., and Poling, B. E., 1987, The Properties of Gases & Liquids, 4th Ed., McGraw-Hill, New York.
21.
Reidel
L.
1954
, “Eine neue Universelle Damfdruckformel-Untersuchungten u¨ber eine Erweiterung des Theorems der u¨bereinstimmenden Zusta¨nde Teil 1
,” Chemische Ingeneure Technik
, Vol. 26
, pg. 83
83
.22.
Reynolds, W. C., and Perkins, H. C., 1977, Engineering Thermodynamics, 2nd ed., McGraw-Hill, New York.
23.
Rohsenow, W. M., Harnett, J. P., and Ganic, E. N., 1985, Handbook of Heat Transfer Fundamentals, 2nd ed., McGraw-Hill, New York.
24.
Truesdell
C.
1953
, “Precise Theory of the Absorption and Dispersion of Forced Plane Infinitesimal Waves According to the Navier-Stokes Equations
,” Journal of Rational Mechanics and Analysis
, Vol. 2
, pp. 643
–741
.25.
Whitlock, S. T., 1992, “Compressible Flows of Dense Gases in Boundary Layers,” M. S. thesis, Virginia Polytechnic Institute and State University, Blacksburg, Virginia.
26.
Yan, J., and Svedberg, G., 1991, “An Analytical Hierarchy Process (AHP) Model for Screening Working Fluids in Heat Engine Cycles,” Proc. 26th Intersociety Energy Conversion Engineering Conference.
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