Flow characteristics of two rotating side-by-side circular cylinder

Computers and Fluids

Volumn 38, Issue 2, 2009, Pages 466-474

  Yoon, Hyun Sik ^a   Chun, Ho Hwan ^a   Kim, Jeong Hu ^a   Ryong Park, I L ^b  

^a Pusan National University   (South Korea)

^b Korea Research Institute of Ships and Ocean Engineering   (South Korea)

Author keywords

[No Author keywords available]

Indexed keywords

CYLINDERS (SHAPES); FLUID DYNAMICS; GALLIUM ALLOYS; LAMINAR FLOW; REYNOLDS NUMBER; ROTATION; STROUHAL NUMBER; TWO DIMENSIONAL; VORTEX SHEDDING; WAKES;

COMBINED EFFECTS; CRITICAL ROTATIONAL SPEEDS; FLOW CHANGES; FLOW CHARACTERISTICS; FLOW VARIABLES; GAP SPACINGS; NUMERICAL INVESTIGATIONS; NUMERICAL SIMULATIONS; PRESSURE COEFFICIENTS; QUANTITATIVE INFORMATIONS; ROTATING CIRCULAR CYLINDERS; ROTATIONAL SPEEDS; STEADY STATES; TWO CYLINDERS; VORTICITY DISTRIBUTIONS; WAKE PATTERNS;

CIRCULAR CYLINDERS;

EID: 55949125845     PISSN: 00457930     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.compfluid.2008.09.002     Document Type: Article

References (44)

1. Spivack H.M. Vortex frequency and flow pattern in the wake of two parallel cylinders at varied spacing normal to an air stream. J Aeronaut Sci 13 (1946) 289-301
2. Thomas D.G., and Kraus K.A. Interaction of vortex streets. J Appl Phys 35 (1964) 3458-3459
3. Bearman P.W., and Wadcock A.J. The interaction between a pair of circular cylinder normal to a stream. J Fluid Mech 61 (1973) 499-511
4. Zdravkovich M.M. Review of flow interference between two circular cylinders in various arrangements. ASME J Fluids Eng 99 (1977) 618-633
5. Zdravkovich M.M., and Pridden D.L. Interference between two circular cylinders; series of unexpected discontinuities. J Ind Aerodyn 2 (1977) 255-270
6. Williamson C.H.K. Evolution of a single wake behind a pair of bluff bodies. J Fluid Mech 159 (1985) 1-18
7. Kim H.J., and Durbin P.A. Investigation of the flow between a pair of circular cylinders in the flopping regime. J Fluid Mech 196 (1988) 431-448
8. Sumner D., Wong S.S.T., Price S.J., and Paidoussis M.P. Fluid behaviour of side-by-side circular cylinders in steady cross-flow. J Fluids Struct 13 (1999) 309-338
9. Zhou Y., So R.M.C., Liu M.H., and Zhang H.J. Complex turbulent wakes generated by two and three side-by-side cylinders. Int J Heat Fluid Flow 21 (2000) 125-133
10. Zhou Y., Wang Z.J., So R.M.C., Xu S.J., and Jin W. Free vibrations of two side-by-side cylinders in a cross-flow. J Fluid Mech 443 (2001) 197-229
11. Zhou Y., Zhang H.J., and Yiu M.W. The turbulent wake of two side-by-side circular cylinders. J Fluid Mech 458 (2002) 303-332
12. Xu S.J., Zhou Y., and So R.M.C. Reynolds number effects on the flow structure behind two side-by-side cylinders. Phys Fluids 15 (2003) 1214-1219
13. Alam M.M., Moriya M., and Sakamoto H. Aerodynamic characteristics of two side-by-side circular cylinders and application of wavelet analysis on the switching phenomenon. J Fluids Struct 18 (2003) 325-346
14. Wang Z.J., and Zhou Y. Vortex interactions in a two side-by-side cylinder near-wake. Int J Heat Fluid Flow 26 (2005) 362-377
15. Chang K., and Song C. Interactive vortex shedding from a pair of circular cylinders in a transverse arrangement. Int J Numer Methods Fluids 11 (1990) 317-329
16. Farrant T., Tan M., and Price W.G. A cell boundary element method applied to laminar vortex shedding from circular cylinders. Comput Fluids 30 (2001) 211-236
17. Meneghini J.R., Saltara F., Siqueira C.L.R., and Ferrari Jr. J.A. Numerical simulation of flow interference between two circular cylinders in tandem and side-by-side arrangements. J Fluids Struct 15 (2001) 327-350
18. Kang S. Characteristics of flow over two circular cylinders in a side-by-side arrangement at low Reynolds numbers. Phys Fluids 15 (2003) 2486-2498
19. Jaminet J.F., and Van Atta C.W. Experiments on vortex shedding from rotating circular cylinders. AIAA J 7 (1969) 1817-1819
20. Diaz F., Gavalda J., Kawall J.G., Keller J.F., and Giralt F. Vortex shedding from a spinning cylinder. Phys Fluids 26 (1983) 3454-3460
21. Ingham D.B. Steady flow past a rotating cylinder. Comput Fluids 11 (1983) 351-366
22. Badr H.M., and Dennis S.C.R. Time-dependent viscous flow past an impulsively started rotating and translating circular cylinder. J Fluid Mech 158 (1985) 447-488
23. Coutanceau M., and Menard C. Influence of rotation on the near-wake development behind an impulsively started circular cylinder. J Fluid Mech 158 (1985) 399-446
24. Badr H.M., Dennis S.C.R., and Young P.J.S. Steady and unsteady flow past a rotating circular cylinder at low Reynolds numbers. Comput Fluids 17 (1989) 579-609
25. Ingham D.B., and Tang T. A numerical investigation into the steady flow past a rotating circular cylinder at low and intermediate Reynolds numbers. J Comput Phys 87 (1990) 91-107
26. 4. J Fluid Mech 220 (1990) 459-484
27. Chang C.C., and Chern R.L. Vortex shedding from an impulsively started rotating and translating circular cylinder. J Fluid Mech 233 (1991) 265-298
28. Tang T., and Ingham D.B. On steady flow past a rotating circular cylinder at Reynolds numbers 60 and 100. Comput Fluids 19 (1991) 217-230
29. Tokumaru P.T., and Dimotakis P.E. The lift of a cylinder executing rotary motions in a uniform flow. J Fluid Mech 255 (1993) 1-10
30. Chen Y.M., Ou Y.R., and Pearlstein A.J. Development of the wake behind a circular cylinder impulsively started into rotary and rectilinear motion. J Fluid Mech 253 (1993) 449-484
31. Chew Y.T., Cheng M., and Luo S.C. A numerical study of flow past a rotating circular cylinder using a hybrid vortex scheme. J Fluid Mech 299 (1995) 35-71
32. Hu G., Sun D., Yin X., and Tong B. Hopf bifurcation in wakes behind a rotating and translating circular cylinder. Phys Fluids 8 (1996) 1972-1974
33. Degani A.T., Walker J.D.A., and Smith F.T. Unsteady separation past moving surfaces. J Fluid Mech 375 (1998) 1-38
34. Kang S., Choi H., and Lee S. Laminar flow past a rotating cylinder. Phys Fluids 11 (1999) 3312-3320
35. Mittal S. Control of flow past bluff bodies using rotating control cylinders. J Fluids Struct 15 (2001) 291-326
36. Chou M.H. Numerical study of vortex shedding from a rotating cylinder immersed in a uniform flow field. Int J Numer Methods Fluids 32 (2000) 545-567
37. Stansby P.K., and Rainey R.C.T. A CFD study of the dynamic response of a rotating cylinder in a current. J Fluids Struct 15 (2001) 513-521
38. Stojković D., Breuer M., and Durst F. Effect of high rotation rates on the laminar flow around a circular cylinder. Phys Fluids 14 (2002) 3160-3178
39. Mittal S., and Kumar B. Flow past a rotating cylinder. J Fluid Mech 476 (2003) 303-334
40. Stojković D., Schön P., Breuer M., and Durst F. On the new vortex shedding mode past a rotating circular cylinder. Phys Fluids 15 (2003) 1257-12608
41. Yoon H.S., Kim J.H., Chun H.H., and Choi H.J. Laminar flow past two rotating circular cylinders in a side-by-side arrangement. Phys Fluids 19 (2007) 128103-1-128103-4
42. Kim J., Kim D., and Choi H. An immersed-boundary method finite-volume method for simulations of flow in complex geometries. J Comput Phys 171 (2001) 132-150
43. Kim J., and Moin P. Application of a fractional step method to incompressible Navier-Stokes equations. J Comput Phys 59 (1985) 308-323
44. Zang Y., Street R.L., and Koseff J.R. A non-staggered grid, fractional step method for time-dependent incompressible Navier-Stokes equations in curvilinear coordinates. J Comput Phys 114 (1994) 18-33