Abstract

References 1 Neuringer, J. L. and Mclllroy, W., Incompressible two dimensional stagnation point flow of an electrically conducting viscous fluid in the presence of a magnetic field, J. Aerospace Sci. 25,19^-198 (1958). 2 Lykoudis, P. S., On a class of magnetic laminar boundary layers, 1958 Heat Transfer and Fluid Mechanics Institute (Stanford University Press, Stanford, Calif., 1958), p. 176. 3 Rossow, V. J., On flow of electrically conducting fluids over a flat plate in the presence of a transverse magnetic field, NACARept. 1358(1958). 4 Bush, W. B., Compressible flat plate boundary-layer flow with an applied magnetic field, J. Aerospace Sci. 27, 49-58 (1960). 5 Cess, R. D., Magnetohydrodynamic effects upon heat transfer for laminar flow across a flat plate, J. Heat Transfer C82, 87-93 (1960). 6 Wu, J. C., Growth of magnetohydrodyriamic boundary layers, ARS J. 31, 562 (1961). 7 Kauzlarich, J. L. and Cambel, A. B., The momentum integral approximation for compressible magnetogasdynamic boundary-layer flow, J. Appl. Mech. 30, 269 (1963). 8 Hartree, D. R. and Womersley, J. R., A method for the numerical or mechanical solution of certain types of partial differential equations, Proc. Roy. Soc. (London) A161, 353 (1937). 9 Smith, A. M. O. and Clutter, D. W., Solution of the incompressible laminar boundary-layer equations, AIAA J. 1,2002-2071(1963). 10 Jaffe, N. A., Solutions of the magnetofluid-dynamic boundary layer equations for a flat plate with a moving transverse magnetic field source or crossed electric field in the spanwise direction, Douglas Rept. LB-31693 (November 1964). 11 McCune, J. E. and Sears, W. R., On the concepts of moving electric and magnetic fields in magnetohydrodynamics, J. Aerospace Sci. 26, 674-675 (1959).

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