Discussion: “Choked Flow About Vented or Cavitating Hydrofoils” (Fabula, A. G., 1964, ASME J. Basic Eng., 86, pp. 561–567)

1 T. G. Lang, D. A. Daybell, and K. E. Smith, "Water-Tunnel Tests of Hydrofoils With Forced Ventilation," NAVORD Report 700S, NOTS TP 2363, ASTIA AD 250220, November 10, 1959. See also: T. G. Lang and D. A. Daybell, "Water Tunnel Tests of Three Vented Hydrofoils in Two-Dimensional Flow," Journal of Ship Research, vol. 5, 1961, p. 1. 2 A. G. Fabula, "Thin-Airfoil Theory Applied to Hydrofoils With a Single Finite Cavity and Arbitrary Free-Streamline Detachment," Journal of Fluid Mechanics, vol. 12, 1962, p. 227. 3 A. G. Fabula, "Comparison of Theory and Experiment for Vented Hydrofoils, Part 1: Analysis," NAVWEPS Report 7941, NOTS TP 3066, March, 1963. 4 A. G. Fabula, "Fundamental Step-Profiles in Thin-Airfoil Theory With Hydrofoil Application," Journal of Aerospace Science, vol. 28, Readers' Forum, 1961. 5 H. K. Cheng and N. Rott, "Generalizations of the Inversion Formula of Thin Airfoil Theory," Journal of Rational Mechanics and Analysis, vol. 3, 1954, p. 357. 6 P. Byrd and M. D. Friedman, Handbook of Elliptic Integrals for Engineers and Physicists, Springer-Verlag, Berlin, Germany, 1954. 7 B. R. Parkin, Linearized Theory of Cavity Flow in Two Dimensions, The RAND Corporation, Report P-1745, 1959. 8 L. Rosenhead, "The Lift of a Flat Plate Between Parallel Walls," Proceedings of The Royal Society, London, England, series A, vol. 132, 1931, p. 127. 9 A. G. Fabula, "Application of Thin-Airfoil Theory to Hydrofoils With Cut-Off Ventilated Trailing Edge," NAVWEPS Report 7511, NOTS TP 2547, ASTIA AD 252365, September 13, 1960. 10 II. Cohen and R. Gilbert, "Two-Dimensional Steady Flow About Slender Bodies in Channels of Finite Breadth," Journal of Applied Mathematics, vol. 24, 1957, p. 170. 11 A. G. Fabula, "Linearized Theory of Vented Hydrofoils," NAVWEPS Report 7637, NOTS TP 2650, ASTIA AD 254150, March 7, 1961.