Issue Section:
Technical Briefs
1.
Blottner
F. G.
1970
, “Finite Difference Methods of Solution of the Boundary-Layer Equations
,” AIAA Journal
, Vol. 8
, pp. 193
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.2.
Davis
R. T.
1970
, “Numerical Solution of the Hypersonic Viscous Shock-Layer Equations
,” AIAA Journal
, Vol. 8
, pp. 843
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.3.
Gailitis
A. K.
Lielausis
O. A.
1961
, “On the Possibility of Drag Reduction of a Flat Plate in an Electrolyte
,” Appl. Magnetohydrodynamics
, Trudy Inst. Fis. AN Latv. SSR, Vol. 12
, pp. 143
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.4.
Hamilton II, H. H., Millman, D. R., and Greendyke, R. B., 1992, “Finite-Difference Solution for Laminar or Turbulent Boundary Layer Flow Over Axisymmetric Bodies with Ideal Gas, CF4 or Equilibrium Air Chemistry,” NASA Langley Research Center report no. L-17102.
5.
Henoch
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Stace
J.
1995
, “Experimental Investigation of a Salt Water Turbulent Boundary Layer Modified by an Applied Streamwise Magnetohydrodynamic Body Force
,” Physics of Fluids
, Vol. 7
, pp. 1371
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.6.
Lee
C.
Kim
J.
Babcock
D.
Goodman
R.
1997
, “Application of Neural Networks to Turbulence Control for Drag Reduction
,” Physics of Fluids
, Vol. 9
, pp. 1740
–1747
.7.
Moffat
H. K.
1967
, “On the Suppression of Turbulence by a Uniform Magnetic Field
,” Journal of Fluid Mechanics
, Vol. 28
, pp. 571
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.8.
Sirovich
L.
Karlsson
S.
1997
, “Turbulent Drag Reduction by Passive Mechanisms
,” Nature
, Vol. 388
, pp. 753
–755
.9.
Tsinober
A. B.
Shtern
A. G.
1967
, “Possibility of Increasing the Flow Stability in a Boundary Layer by Means of Crossed Electric and Magnetic Fields
,” Magnetohydrodynamics
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.10.
Tsinober, A. B. 1990, “MHD Flow Drag Reduction,” Viscous Drag Reduction in Boundary Layers, Bushnell, D. M. and Hefner, J. N., Progress in Astronautics and Aeronautics, Vol. 123, American Institute of Aeronautics and Astronautics, Washington, pp. 327–349.
11.
Vilela Mendes, R. 1997, “Active Control of Ionized Boundary Layers,” LANL chao-dyn/9705017, to appear in Int. Journal of Bifurcation and Chaos (1998).
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