Time-dependent hydroelastic analysis of cavitating propulsors

Journal of Fluids and Structures

Volumn 23, Issue 2, 2007, Pages 269-295

  Young, Y L ^a  

^a Princeton University   (United States)

Author keywords

Cavitation; Fluid structure interaction; Hydroelastic; Propeller

Indexed keywords

BOUNDARY ELEMENT METHOD; CAVITATION; DAMPING; DEFORMATION; FINITE ELEMENT METHOD; HYDRODYNAMICS; HYDROELASTICITY; PRESSURE DROP; PROPELLERS; STRESSES; TIME DOMAIN ANALYSIS;

CAVITATING PROPULSORS; CENTRIFUGAL FORCE; PRESSURE FLUCTUATION;

FLUID STRUCTURE INTERACTION;

BOUNDARY ELEMENT METHOD; CAVITATION; DAMPING; DEFORMATION; FINITE ELEMENT METHOD; FLUID STRUCTURE INTERACTION; HYDRODYNAMICS; HYDROELASTICITY; PRESSURE DROP; PROPELLERS; STRESSES; TIME DOMAIN ANALYSIS;

EID: 33846816530     PISSN: 08899746     EISSN: 10958622     Source Type: Journal    
DOI: 10.1016/j.jfluidstructs.2006.09.003     Document Type: Article

References (58)

1. ABAQUS, I., 2004. ABAQUS Version 6.5 Documentation. ABAQUS, Inc., 1080 Main Street, Pawtucket, RI 02860, USA.
2. Atkinson P. On the choice of method for the calculation of stress in marine propellers. Transactions, Royal Institution of Naval Architecture 110 (1968) 447-463
3. Atkinson P. The prediction of marine propeller distortion and stresses using a super-parametric thick shell finite-element model. Transactions, Royal Institution of Naval Architecture 115 (1973) 359-375
4. Atkinson, P., Glover, J., 1988. Propeller hydroelastic effects. Transactions, Society of Naval Architects and Marine Engineers 21.
5. Boswell, R., 1971. Design, cavitation performance and open-water performance of a series of research skewed propellers. Technical Report 3339, DTNSRDC.
6. Boswell, R., Miller, M., Kader, R., 1976. Static stress measurements on a series of skewed propeller blades with and without forward rake. Technical Report SPD-712-01, David Taylor Model Basin, USA.
7. Brillouin M. Les surfaces de glissement de Helmholtz et la resistance des fluides. Annales de Chimie and de Physique 23 (1911) 145-230
8. Choi, J., 2000. Vortical inflow-propeller interaction using unsteady three-dimensional euler solver. Ph.D. Thesis, Department of Civil Engineering, The University of Texas at Austin.
9. Chopra A. Dynamics of Structures. second ed (2001), Prentice-Hall, Englewood Cliffs, NJ
10. Conolly J. Strength of propellers. Transactions, Royal Institution of Naval Architecture 103 (1961) 139-204
11. Cumming R.A., Morgan W.B., and Boswell R.J. Highly skewed propellers. Transactions, Society of Naval Architects and Marine Engineers 80 (1972) 98-135
12. Dhir, S., Sikora, J., 1971. Holographic displacement measurements on a highly skewed propeller blade. Technical Report 3680, Department of the Navy, Naval Ship Research and Development Center, Bethesda, MD, USA.
13. Dyson, P.K., 2000. The modelling, testing and design, of a surface piercing propeller drive. Ph.D. Thesis, Department of Mechanical and Marine Engineering, Plymouth University, UK.
14. Dyson, P.K., Chudley, J., Grieve, D., 2000. An experimental programme to determine the mean and time varying loads imposed by surface piercing propellers. In: Sea Australia 2000, Sydney.
15. Fine N., and Kinnas S. A boundary element method for the analysis of the flow around 3-d cavitating hydrofoils. Journal of Ship Research 37 (1993) 213-224
16. Fine, N.E., 1992. Nonlinear analysis of cavitating propellers in nonuniform flow. Ph.D. Thesis, Department of Ocean Engineering, Massachusetts Institute of Technology, USA.
17. Genalis, P., 1970. Elastic strength of propellers-an analysis by matrix methods. Technical Report 3397, David Taylor Research Center.
18. Greeley D., and Kerwin J. Numerical methods for propeller design and analysis in steady flow. Society of Naval Architects and Marine Engineers Transactions 90 (1982) 415-453
19. Hess, J.L., Valarezo, W., 1985. Calculation of steady flow about propellers by means of a surface panel method. In: 23rd Aerospace Sciences Meeting. AIAA, Reno, Nevada, pp. 1-8.
20. Hsin, C.-Y., 1990. Development and analysis of panel method for propellers in unsteady flow. Ph.D. Thesis, Department of Ocean Engineering, Massachusetts Institute of Technology, USA.
21. Kerwin J., and Lee C.-S. Prediction of steady and unsteady marine propeller performance by numerical lifting-surface theory. Transactions Society of Naval Architects and Marine Engineers 86 (1978) 218-253
22. Kerwin J., Kinnas S., Lee J.-T., and Shih W.-Z. A surface panel method for the hydrodynamic analysis of ducted propellers. Transactions Society of Naval Architects and Marine Engineers 95 (1987) 93-122
23. Kielb R., Leissa A., and MacBain J. Vibrations of twisted cantilever plates-a comparison of theoretical results. International Journal for Numerical Methods in Engineering 21 (1985) 1365-1380
24. Kinnas, S., Fine, N., 1989. Theoretical prediction of the midchord and face unsteady propeller sheet cavitation. In: Proceedings of the Fifth International Conference on Numerical Ship Hydrodynamics, Hiroshima, Japan.
25. Kinnas, S., Fine, N., 1991. Non-linear analysis of the flow around partially or super-cavitating hydrofoils by a potential based panel method. In: Boundary Integral Methods-Theory and Applications, Proceedings of the IABEM-90 Symposium, Rome, Italy, October 15-19, 1990. Springer, Heidelberg, pp. 289-300.
26. Kinnas, S., Fine, N., 1992. A nonlinear boundary element method for the analysis of unsteady propeller sheet cavitation. In: Nineteenth Symposium on Naval Hydrodynamics, Seoul, Korea, pp. 717-737.
27. Kinnas S., and Fine N. A numerical nonlinear analysis of the flow around two- and three-dimensional partially cavitating hydrofoils. Journal of Fluid Mechanics 254 (1993) 151-181
28. Kinnas S., and Hsin C.-Y. A boundary element method for the analysis of the unsteady flow around extreme propeller geometries. AIAA Journal 30 3 (1992) 688-696
29. Kinnas S., and Pyo S. Cavitating propeller analysis including the effects of wake alignment. Journal of Ship Research 43 1 (1999) 38-47
30. Kinnas S., and Young Y. Modeling of cavitating or ventilated flows using bem. International Journal of Numerical Methods for Heat & Fluid Flow 13 6 (2003) 672-697
31. Kinnas, S., Choi, J., Lee, H., Young, J., 2000. Numerical cavitation tunnel. In: NCT50, International Conference on Propeller Cavitation. Newcastle-upon-Tyne, England, pp. 137-157.
32. Kinnas S., Lee H., and Young Y. Modeling of unsteady sheet cavitation on marine propulsors. International Journal of Rotating Machinery 9 4 (2003) 263-277
33. Kinnas, S., Young, Y., Lee, H., Gu, H., Natarajan, S., 2003b. Prediction of cavitating flow around single or two-component propulsors, ducted propellers, and rudders. In: RINA CFD 2003: CFD Technology in Ship Hydrodynamics Conference, London, UK.
34. Kuo, J., 1984. Analysis of propeller blade dynamic stresses. Ph.D. Thesis, Department of Naval Architecture and Marine Engineering, The University of Michigan, Ann Arbor, MI, USA.
35. Kuo, J., Vorus, W., 1985. Propeller blade dynamic stress. In: Tenth Ship Technology and Research (STAR) Symposium. Norfolk, VA, pp. 39-69.
36. Lee, H., Gu, H., Kakar, K., Kinnas, S., 2001. MPUF-3A (version 2.0) user's manual and documentation. Technical Report 01-5, Ocean Engineering Group, University of Texas at Austin, USA.
37. Lee, J.-T., 1987a. A potential based panel method for the analysis of marine propellers in steady flow. Ph.D. Thesis, Department of Ocean Engineering, Massachusetts Institute of Technology, USA.
38. Lee, J.-T., 1987b. A potential based panel method for the analysis of marine propellers in steady flow. Ph.D. Thesis, Department of Ocean Engineering, Massachusetts Institute of Technology, USA.
39. Lin H., and Lin J. Nonlinear hydroelastic behavior of propellers using a finite element method and lifting surface theory. Journal of Marine Science and Technology 1 2 (1996) 114-124
40. Ma J. Stresses in marine propellers. Journal of Ship Research 18 4 (1974) 252
41. MacBain J., Kielb R., and Leissa A. Vibrations of twisted cantilever plates-experimental investigation. Journal of Engineering for Gas Turbines and Power 107 (1985) 187-196
42. Mishima, S., Kinnas, S., Egnor, D., 1995. The CAvitating PRopeller EXperiment (CAPREX), Phases I & II. Technical Report, Department of Ocean Engineering, Massachusetts Institute of Technology, USA.
43. Morgan, W., 1954. An approximate method of obtaining stress in a propeller blade. Technical Report 919, David Taylor Research Center, USA.
44. Morino L., and Kuo C.-C. Subsonic potential aerodynamic for complex configurations: a general theory. AIAA Journal 12 2 (1974) 191-197
45. Mueller A., and Kinnas S. Propeller sheet cavitation predictions using a panel method. ASME Journal of Fluids Engineering 121 (1999) 282-288
46. Newman J. Marine Hydrodynamics (1997), The MIT Press, Cambridge, MA
47. Schoenherr, K., 1963. Formulation of propeller blade strength. In: Spring Meeting, The Society of Naval Architects and Marine Engineers, New Orleans, LA, USA.
48. Sontvedt T. Propeller blade stresses, application of finite element methods. Computers and Structures 4 (1974) 193-204
49. Tabbara M., Blacker T., and Belytschko T. Finite element derivative recovery by moving least squares interpolants. Computational Methods in Applied Mechanical Engineering 117 (1994) 211-223
50. Taylor, D., 1933. The speed and power of ships. Technical Report, U.S. Government Printing Office, Washington, DC.
51. Villat H. Sur la validité des solutions de certain problem d' hydrodynamique. Journal de Mathematiques 6 10 (1914) 231-290
52. Vorus W. Hydrodynamic added-mass matrix of vibrating ship based on a distribution of hull surface sources. SNAME Transactions 89 (1981) 397-416
53. Young Y., and Kinnas S. A BEM for the prediction of unsteady midchord face and/or back propeller cavitation. ASME Journal of Fluids Engineering 123 (2001) 311-319
54. Young, Y., Kinnas, S., 2001b. Numerical modeling of supercavitating and surface-piercing propeller flows. In: CAV 2001: Fourth International Symposium on Cavitation. California Institute of Technology, Pasadena, CA, USA.
55. Young Y., and Kinnas S. Analysis of supercavitating and surface-piercing propeller flows via bem. Journal of Computational Mechanics 32 5-6 (2003) 269-280
56. Young, Y., Kinnas, S., 2003b. Numerical analysis of surface-piercing propellers. In: 2003 Propeller and Shaft Symposium. Society of Naval Architects and Marine Engineers, Virginia Beach, VA, pp. 4-1-4-20.
57. Young Y., and Kinnas S. Numerical modeling of supercavitating propeller flows. Journal of Ship Research 47 1 (2003) 48-62
58. Young Y., and Kinnas S. Performance prediction of surface-piercing propellers. Journal of Ship Research 48 4 (2004)