Handbook of Turbomachinery Second Edition Revised - Ventech!

Cooling in Turbomachinery (T. Arts, ed.), Lecture Series 1986–06, von Karman
Institute for Fluid Dynamics, Rhode-Saint-Genese, Belgium, 1986.
8. M. E. Crawford, ‘‘Simulation Codes for the Calculation of Heat Transfer to
Convectively Cooled Turbine Blades,’’ 130 pp, a set of four lectures in
Convective Heat Transfer and Film Cooling in Turbomachinery, T. Artz Ed.
Lecture Series 1986–06, Von Karman Institute for Fluid Dynamics, Rhode-
Saint-Genese, Belgium, 1986.
9. H. W. Emmons, and A. E. Bryson, ‘‘The Laminar–Turbulent Transition in a
Boundary Layer Part,’’ J. Aeo. Sci., 18: 490–498 (1951).
10. F. M. White, Viscous Fluid Flow, McGraw Hill, New York (1974).
11. W. M. Kays and M. E. Crawford, Convective Heat Transfer, McGraw Hill,
New York (1980).
12. J. P. Clark, J. E. LaGraff, P. J. Magari, and T. V. Jones, ‘‘Measurement of
Turbulent Spots and Intermittency Modeling at Gas Turbine Conditions,’’
Presented at the 80th Symposium of the Propulsion and Energetics Panel Heat
Transfer and Cooling in Gas Turbines, Antalya, Turkey, October 12–16, 1992.
13. L. S. Langston, M. L. Nice, and R. M. Hooper, J. of Eng. for Power (1977).
14. D. J. Doorly and M. J. Oldfield, ‘‘Simulation of the Effects of Shock Wave
Passing on a Turbine Rotor Blade,’’ International J. of Eng. for Gas Turbines
and Power, 107: 998–1006 (1985).
15. D. J. Dorney, D. E. Ashpis, D. E. Halstead, and D. C. Wisler, ‘‘Study of
Boundary Layer Development in a Two Stage Low Pressure Turbine,’’ NASA/
TM-1999-208913 (1999).
16. M. F. Blair, ‘‘An Experimental Study of Heat Transfer in a Large Scale Turbine
Rotor Passage,’’ ASME Paper 92-GT-195 (1992).
17. S. P. Harasgama, F. H. Tarada, R. Baumann, M. Crawford, and S.
Neelakantan, ‘‘Calculation of Heat Transfer to Turbine Blading Using Two-
Dimensional Boundary Methods,’’ ASME Paper 93-GT-79 (1993).
18. W. Haas and B. Shoenung, ‘‘Erweiterte Version des Filmkuehlmodells im
Grenzschichtverfahren GRAFTUS/R zur erfassung von Dichteunterschieden
bei Filmkuelstroemungen,’’ Institut fuer Hydromechanik TH Karlssruhe Nr. 662
(1988).
19. F. Tarada, ‘‘Prediction of Rough Wall Boundary Layers Using a Low
Reynolds Number k-epsilon Model,’’ Intl. J. of Heat and Fluid Flow. 4: 331–345
(1990).
20. C. K. G. Lam and K. Bremhorst, ‘‘A Modified Form of the k-epsilon Model
for Predicting Wall Turbulence,’’ Trans. ASME J. of Fluid Eng., 103: 456–460
(1981).
21. K. Y. Chen, ‘‘Predictions of Channel and Boundary Layer Flows with a Low
Reynolds Number Turbulence Model,’’ AIAA J., 20: 33–38 (1982).
22. J. D. Denton, ‘‘Extension of the Finite Volume Time Marching Method to
Three Dimensions,’’ Von Karman Institute Lecture Series Transonic Flows in
Turbomachinery (1976).
23. M. M. Rai, ‘‘Navier–Stokes Simulations of Rotor-Stator Interactions Using
Patched and Overlaid Grids,’’ AIAA Paper 85–1519 (1985).
Copyright © 2003 Marcel Dekker, Inc.