An estimate of the error due to the truncated boundary in the numerical solution of the Blasius equation
Author:
L. A. Rubel
Journal:
Quart. Appl. Math. 13 (1955), 203-206
MSC:
Primary 76.1X
DOI:
https://doi.org/10.1090/qam/68953
MathSciNet review:
68953
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Additional Information
H. W. Emmons and D. Leigh, Tabulation of the Blasius function with blowing and suction, Harvard University, Division of Applied Sciences, Combustion Aerodynamics Laboratory, Interim Technical Report No. 9
John C. Martin, On Magnus effects caused by the boundary layer displacement thickness on bodies of revolution at small angles of attack, Ballistic Research Laboratory, Report No. 870
H. Schlichting, Boundary layer theory, Part I, Laminar Flows, NACA TM 1217, 1949
H. W. Emmons and D. Leigh, Tabulation of the Blasius function with blowing and suction, Harvard University, Division of Applied Sciences, Combustion Aerodynamics Laboratory, Interim Technical Report No. 9
John C. Martin, On Magnus effects caused by the boundary layer displacement thickness on bodies of revolution at small angles of attack, Ballistic Research Laboratory, Report No. 870
H. Schlichting, Boundary layer theory, Part I, Laminar Flows, NACA TM 1217, 1949
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Article copyright:
© Copyright 1955
American Mathematical Society
