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List of References on Turbulence Modeling

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Engineering Science, vol.22, pp. 131-138

2. Amano, R.S. (1984), Development of a turbulence near-wall model and itsapplication to separated and reattached flows'', Numerical Heat Transfer, vol. 7,pp. 59-75

3. Baldwin, B.S, Lomax, H. (1978), Thin layer approximation and algebraic modelfor separated turbulent flows'', AIAA paper, pp. 78-257

4. Baldwin B.S., Berth T.J. (1990), A one-equation turbulence transport model forhigh Reynolds number wall bounded flows, NASA TM-102847

5. Blair, M.F, Werle, M.J (1980), The influence of free stream turbulence on thezero pressure gradient fully turbulent energy equation boundary layer'', UTRCReport. R80-914388-12

6. Bousquet N., Cazalbou J.B., Chassaing P. (1999), A proposal for taking intoaccount the intermittency phenomenon in the calculation of wall bounded turbulentflows, Proc. Engineering Turbulence Modelling and Experiments-4, Corsica,France, 24th 26th May, pp.125-134

7. Boussinesq, J. (1877), Theorie de l'ecoulement tourbillant'', Mem. Presentes par

Divers Savants Acad. Sci. Inst. France, vol. 23, pp. 46-508. Bradshaw, P., Ferris, D.H, Atwell, N.P (1967), Calculation of boundary layer

development using the turbulent energy equation'', Journal of Fluid Mechanics,vol. 28, pp. 593-616

9. Byggstoyl S., Kollmann W. (1981), Closure model for intermittent turbulentflows, Int. Journal of Heat & Mass Transfer, vol. 24, no. 11, pp. 1811-1822

10. Cantwell, B., Coles, D. (1983), An experimental study of entrainment andtransport in the turbulent near-wake of a circular cylinder'', Journal of FluidMechanics, vol. 136, pp. 321-374

11. Cebeci, T., Smith, A.M.O (1974), Analysis of turbulent boundary layers,Academic Press, New York

12. Cebeci, T., Chang, K.C. (1978), Calculation of incompressible rough wallboundary layer flows'', AIAA Journal, vol. 16, no. 7, pp. 730-735

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13. Cebeci, T., (1983), Numerical and Physical aspects of Aerodynamic flows II,Springer Verlag, New York

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McCormack, Springer Verlag, pp.1-12

15. Chen, H.C., Patel, V.C. (1988), Near wall turbulence models for complex flowsincluding separation, AIAA Journal, vol. 26, pp. 641-648

16. Chien, K.Y. (1982), Predictions of channel and boundary layer flows with a lowReynolds number turbulence model, AIAA Journal, vol.20, no.1, pp. 33-38

17. Chieng, C.C., Launder, B.E. (1980), On the calculation of turbulent transportdownstream from an abrupt pipe expansion, Numerical Heat Transfer, vol. 3, pp.189-207

18. Cho J.R., Chung M.K. (1992), A k-equation turbulence model, Journal ofFluid Mechanics, vol.237, pp. 301-322

19. Chou, P.Y. (1945), On the velocity correlations and the solution of the equationsof turbulent fluctuation, Quart. App. Math., vol.3, p.38

20. Coles, D.E., Hirst, E.A. (1969), Computation of Turbulent Boundary Layers -1968, AFOSR-IFP-Stanford Conference, vol. II, Stanford University, CA

21. Craft T.J., Launder B.E (1996), A Reynolds stress closure designed for complex

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22. Durbin P.A. (1991), Near wall turbulence closure modeling without dampingfunctions, Theoretical & Computational Fluid Dynamics, vol. 3, pp.1-13

23. Durbin P.A. (1993), A Reynolds stress model for near wall turbulence, Journalof Fluid Mechanics, vol. 249, pp. 465-498

24. Durbin P.A. (1995), Separated flow computations with the 2vk model,AIAA Journal, vol. 33, no. 4, pp. 659-664

25. Durbin P.A. (1996), On the k-stagnation point anomaly, International Journalof Heat and Fluid flow, vol. 17, pp. 89-90

26. Durbin P.A., Pettersson Reif B.A. (2001), Statistical Theory and Modeling forTurbulent flows, John Wiley & Sons

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27. Franke, R.,Schnung, B., Rodi, W. (1989), Analysis of experimental vortexshedding data with respect to turbulence modeling'', Proc. 7 th Symp. on TurbulentShear Flows, Stanford University

28. Fujisawa, N., Rodi, W., Schnung, B. (1990), Calculation of transitional

boundary layers with a two-layer model of turbulence, Proc. 3rd Int.Symp. onTransport Phenomena and Dynamics of Rotating Machinery, Honolulu

29. Gatski T.B., Speziale C.G. (1992), On explicit algebraic stress models forcomplex turbulent flows, ICASE Report No. 92-58, University Space ResearchAssoc., Hampton, VA

30. Gibson, M.M., Launder, B.E. (1978), Ground effects on pressure fluctuations inthe atmospheric boundary layer, J. of Fluid Mechanics, vol. 86, pp. 491-511

31. Granville, P.S. (1985),Mixing length formulations for turbulent boundary layers

over arbitrary rough surfaces, J. of Ship Research, vol. 29, no. 4, pp. 223-233

32. Harlow, F.H., Nakayama, P.I. (1968), Transport of turbulence energy decay rate,Los Alamos Sci. Lab., University of California Report, LA3854

33. Hassid, S., Poreh, M. (1978),A turbulent energy dissipation model for flow withdrag reduction, ASME Journal of Fluid Engineering, vol. 100, pp. 107-112

34. Hoffman, G.H. (1975),Improved form of the low Reynolds numberk-model,Physics of Fluids, vol. 18, pp. 309-312

35. Hunt J.C.R. (1990), Developments in computational modeling of turbulentflows, Proc. ERCOFTAC Workshop, March 26-28, Laussane, Switzerland

36. Jones, W.P, Launder, B.E (1972), The prediction of laminarisation with a twoequation model of turbulence, International Journal of Heat and Mass Transfer,vol.15, pp.301-314

37. Kolmogorov, A.L (1942), Equations of turbulent motion of an incompressiblefluid, Izv.Akad. Nuak. S.S.S.R., Ser. phys. 6, n.1/2, pp. 55-58

38. Kulkarni D.S., Rajani B.N., Das H.N., Jayakumar P., Majumdar S (2004),

Numerical Simulation of Turbulent flow past the Bow Mounted Sonar Dome of aShip Hull, Proceedings 31st National Conference on Fluid Mechanics and FluidPower, Jadavpur University, Kolkata , December 16-18, 2004

39. Kulkarni D.S., Rajani B.N., Majumdar S, "Numerical simulation of turbulentwake behind aerofoils", Proceedings, 6th CFD Symposium organized byAeronautical Society, Bangalore, August 11th 13th , 2003

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40. Kutler, P. (1985), A perspective of theoretical and applied computational fluiddynamics, AIAA Journal, vol.23 no.3, pp. 328-341

41. Lam, C.K.G, Bremhorst, K.A (1981), Modified form of the k- model forpredicting wall turbulence, ASME Journal of Fluid Engg., 103, pp. 456-460

42. Launder, B.E, Sharma, B.I (1974), Application of the energy-dissipation modelof turbulence to the calculation of flow near a spinning disk, Letters in Heat andMass Transfer, 1, pp. 131-138

43. Launder, B.E., Spalding, D.B. (1972), Mathematical models of turbulence,Academic Press

44. Launder, B.E., Spalding, D.B (1974), Numerical computation of turbulent flows,Computer Methods in Applied Mech. and Engg., vol.3, p269.

45. Launder, B.E., Reece, G.C., Rodi, W. (1975), Progress in the development of aReynolds stress turbulent closure, Journal of Fluid Mechanics, vol.68, pp.537-566.

46. Launder, B.E. (1991), An introduction to the modeling of turbulence, VKILecture Series 1991-02, March 18-21, 1991, Von Karman Institute of FluidDynamics.

47. Leschziner, M.A. (1989), Modeling turbulent recirculating flows by finitevolume methods, International Journal of Heat and Fluid Flow, September 1989.

48. Leschziner, M.A. (1989A), Second moment closure for complex flows, Proc.Int. Forum on Mathematical Modeling of Processes in Energy Systmes, Sarajevo,March 1989

49. Lien,F.S., Leschziner, M.A. (1993),A pressure velocity solution strategy forcompressible flow and its application to shock/boundary layer interaction usingsecond moment turbulence closure'', Journal of Fluid Engineering, ASME,December 1993, pp. 717-725

50. Lien F.S., Durbin P.A. (1996), Non linear 2vk modeling with applicationto high-lift, Studying turbulence using numerical simulation data base V1, Proc.

of the 1996 Summer Program, CTR, Stanford University

51. Lumley, J.L. (1970), Toward a turbulent constitutive equation'', Journal of FluidMechanics, vol.41, pp. 413-434

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52. Majumdar S. (1999), Turbulence modeling for low speed flows an overview ofthe current status, Invited paper Proc. 8 th Asian Congress of Fluid Mechanics,Shenzhen, China, December 6-10, 1999

53. Majumdar S., Rajani B.N. (2001), Numerical computation of flow aroundaerostats using a pressure-based Navier-Stokes solver, J Aeronautical Society ofIndia, vol. 53, no. 2, pp.117-127

54. Majumdar S., Rajani B.N., Kulkarni D., Mohan S., (2003), RANS computation oflow speed turbulent flow in complex configuration, Proceedings , Symposium onState of the Art and Future Trends of CFD at NAL,NAL SP 03 01

55. Majumdar S., Rajani B.N. (2004), "Numerical computation of turbulent vortexshedding behind cylinders", 2nd BSME-ASME conference on ThermalEngineering, Bangladesh Univ. of Engg. and Technology, Dhaka, Bangladesh,January 2004

56. Marvin J.G., Huang G.P. (1998), Sadhana, vol. 23(Parts 5 and 6), pp. 481-503

57. Mentor F.R. (1994), Two-equation eddy viscosity turbulence models forengineering application, AIAA Journal, vol. 32, no.8, pp. 1598-1605

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59. Myong, H.K., Kasagi, N. (1990),A new approach to the improvement of k-turbulence model for wall-bounded shear flows, JSME, Int. J., vol. 33, pp. 63-72

60. Nagano, Y., Hishida, M. (1987),Improved form of the k- model for wallturbulent shear flows, Journal of Fluid Engineering, ASME, 109, pp. 156-160

61. Norris, L.H., Reynolds, W.C. (1975), Turbulent channel flow with a movingwavy boundary, Rept. No. FM-10, Deptt. of Mech. Engg., Stanford University

62. Patel, V.C, Rodi, W., Scheurer, G. (1985), Turbulence models for near wall andlow Reynolds number flows: A review, AIAA Journal vol.23, pp. 1308-1319

63. Patel V. C., Chen H. C., Ju S. (1990), Computations of Ship Stern and Wake flowand comparisons with experiment, J of Ship Research, vol. 34, no. 3, pp.179-193.

64. Prandtl, L. (1925), Bericht ber Untersuchungen zur ausgebildeten Turbulenz,ZAMM, vol. 5, pp. 136-139.

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68. Rajani B.N, Majumdar S., Kulkarni D. S. (2003), Numerical computation ofunsteady incompressible flow using Reynolds Averaged Navier Stokes solver,Proceedings, 30th National Conference on Fluid Mechanics and Fluid Power,NITK, Surathkal, pp.376-383

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71. Rodi, W. (1976), A new algebraic relation for calculating the Reynolds stresses,ZAMM, vol. 56, pp. T129-T221

72. Rodi, W. (1980), Turbulence models and their applications in hydraulics - a stateof the art review, IAHR publication

73. Rodi, W., Scheuerer, K. (1989), Calculation of laminar turbulent boundary layertransition on turbine blades, AGARD-PEP, 65th Symp. on Heat Transfer andcooling in Gas Turbines, Bergen, pp. 18.1-18.12

74. Rodi, W. (1990), Some current approaches in turbulence modeling'', AGARDTechnical Status Review on Appraisal of the suitability of turbulence models inflow calculations, Friedrichshafen, April 26, 1990

75. Rodi, W. (1991), Experience with two-layer models combining the k- modelwith a one-equation model near the wall, AIAA Paper 91-216, Reno, NV

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