A note on the development of a nonlinear axisymmetric reentrant jet cavitation model

Journal of Ship Research

Volumn 50, Issue 3, 2006, Pages 259-267

  Uhlman, James S ^a  

^a Alion Science and Technology Corporation   (United States)

Author keywords

[No Author keywords available]

Indexed keywords

CAVITATING CONES; CAVITY CLOSURES; NONLINEAR AXISYMMETRIC REENTRANT JET CAVITATIONS; RIABOUCHINSKY WALLS;

BOUNDARY CONDITIONS; JETS; SHIP MODELS; VISCOSITY MEASUREMENT;

CAVITATION;

EID: 33749488408     PISSN: 00224502     EISSN: None     Source Type: Journal    
DOI: None     Document Type: Article

References (35)

1. ARDE. (Data obtained from May 1975, but reference not found in May 1975).
2. ARMSTRONG, A. H. 1954 Drag Coefficients of Wedges and Cones in Cavity Flow, ARE Report 21/54. (Data obtained from May 1975).
3. BRENNEN, C. 1969 A numerical solution of axisymmetric cavity flows, Journal of Fluid Mechanics, 37, 4, 671-688.
4. CHOU, Y. S. 1974 Axisymmetric cavity flows past slender bodies of revolution, Journal of Hydronautics, 8, 1, 13-18.
5. DANG, J., AND KUIPER, G. 1999a Re-entrant jet modeling of partial cavity flow on two-dimensional hydrofoils, Journal of Fluids Engineering, 121, 773-780.
6. DANG, J., AND KUIPER, G. 1999b Re-entrant jet modeling of partial cavity flow on three-dimensional hydrofoils, Journal of Fluids Engineering, 121, 781-787.
7. DAWSON, V. C. D., AND SEIGEL, A. E. 1970 The Steady-State Drag Coefficients of Various Cavitating Head Forms, NOLTR 70-206. (Data obtained from May 1975.)
8. EFROS, A. G. 1946 Hydrodynamic theory of two-dimensional flow with cavitation, Dokl. Acad. Nauk. SSSR, 51, 267-270.
9. EISENBERG, P., AND POND, H. L. 1948 Water Tunnel Investigations of Steady State Cavities, DTMB Report 668. (Data obtained from May 1975.)
10. FINE, N. E. 1992 Nonlinear Analysis of Cavitating Propellers in Nonuniform Flow, Ph.D. thesis, Massachusetts Institute of Technology, Cambridge, MA.
11. FINE, N. E., AND KINNAS, S. A. 1993 A boundary element method for the analysis of the flow around 3-D Cavitating hydrofoils, JOURNAL OF SHIP RESEARCH, 37, 1, 213-224.
12. GILBARO, D., AND HERRIN, J. 1950 Free boundaries and jets in the theory of cavitation. Journal of Mathematics and Physics, 29, 1-12.
13. GILBARG, D. 1960 Jets and Cavities, Handbuch der Physik, vol. 9, Springer-Verlag, Berlin, Germany.
14. GUERST, J. A. 1959 Linearized theory for partially cavitated hydrofoils, International Shipbuilding Progress, 6, 60, 369-384.
15. GUERST, J. A. 1960 Linearized theory for fully cavitated hydrofoils, International Shipbuilding Progress, 7, 65, 17-27.
16. KERMEEN, R. W. (Data obtained from May 1975, but reference not found in May 1975.)
17. KICENIUK, T. 1954 An Experimental Study of the Hydrodynamic Forces Acting on a Family of Cavity-Producing Conical Bodies of Revolution Inclined to the Flow, CIT Hyd. Report E-12.17. (Data obtained from May 1975.)
18. KINNAS, S.A., AND FINE, N.E. 1990 Non-linear analysis of the flow around partially or super-cavitating hydrofoils by a potential based panel method, Proceedings, IABEM-90 Symposium of the International Association for Boundary Element Methods, October, Rome, Italy.
19. KINNAS, S.A., AND FINE, N.E. 1993 A numerical non-linear analysis of the flow around 2-D and 3-D partially Cavitating hydrofoils, Journal of Fluid Mechanics, 254, 151-181.
20. KLOSE, J., AND ACOSTA, A. J. 1965 Some new measurements on the drag of cavitating disks, JOURNAL OF SHIP RESEARCH, 9, 102-104. (Data obtained from May 1975.)
21. KRISHNASWARMY, P., ANDERSON, P., AND KINNAS, S. A. 2001 Re-entrant jet modeling for partially cavitating two-dimensional hydrofoils, Proceedings, International Symposium on Cavitation, June 20-23, Pasadena, CA.
22. LEEHEY, P. 1973 Supercavitating hydrofoils of finite span, Proceedings of the IUTAM Symposium on Non-steady Flow of Water at High Speeds, NAUKA Publishing, Moscow.
23. MAY, A. 1975 Water Entry and the Cavity-Running Behavior of Missiles, SEAHAC TR 75-2, Naval Sea Systems Command, Arlington, VA.
24. O'NEILL, J. P. 1954 Flow Around Bodies with Attached Open Cavities, CIT Hyd. Report E-24.7. (Data obtained from May 1975.)
25. OVERSMITH, R. H. 1959 Some Observations on Cavitating Flows, Convair Engineering Department Report ZR-659-015. (Data obtained from May 1975.)
26. PELLONE, C., AND ROWE, A. 1981 Supercavitating hydrofoils in non-linear theory, Proceedings, 3rd International Conference on Numerical Ship Hydrodynamics, August, Paris, France, Basin d'essais des Carenes.
27. REICHARDT, H. 1946 The Laws of Cavitation Bubbles at Axially Symmetric Bodies in a Flow, M.A.P. Volkenrode Ref: MAP-VG, Reports and Translations No. 766 ONR. (Data obtained from May 1975.)
28. TULIN, M. P. 1953 Steady Two-Dimensional Cavity Flows About Slender Bodies, DTMB Report 834, Navy Department, Washington, DC.
29. TULIN, M. P. 1964 Supercavitating flows - small perturbation theory, JOURNAL OF SHIP RESEARCH, 7, 3, 16-37.
30. UHLMAN, J. S. 1978 A partially cavitated hydrofoil of finite span, Journal of Fluids Engineering, 100, 3, 353-354.
31. UHLMAN, J. S. 1983 The Surface Singularity Method Applied to Partially Cavitating Hydrofoils, Ph.D. thesis, Massachusetts Institute of Technology, Cambridge, MA.
32. UHLMAN, J. S. 1987 The surface singularity method applied to partially cavitating hydrofoils, JOURNAL OF SHIP RESEARCH, 31, 2, 107-124.
33. UHLMAN, J. S. 1989 The surface singularity or boundary integral method applied to Supercavitating hydrofoils, JOURNAL OF SHIP RESEARCH, 33, 1, 16-20.
34. UHLMAN, J. S., VARGHESE, A. N., AND KIRSCHNER, I. N. 1998 Boundary element modeling of axisymmetric Supercavitating bodies, Proceedings, 1st HHTC CFD Conference, Naval Surface Warfare Center, Carderock Division, Carderock, MD.
35. WHITE, F. M. 1974 Viscous Fluid Flow, McGraw-Hill, New York.