An implicit unfactored method for unsteady turbulent compressible flows with moving boundaries

Computers and Fluids

Volumn 28, Issue 8, 1999, Pages 899-922

  Barakos, G ^a   Drikakis, D ^a  

^a UNIVERSITY OF MANCHESTER   (United Kingdom)

Author keywords

[No Author keywords available]

Indexed keywords

AIRFOILS; COMPUTER SIMULATION; FLUID DYNAMICS; LAMINAR FLOW; MATHEMATICAL MODELS; NAVIER STOKES EQUATIONS; TURBULENCE; TURBULENT FLOW; UNSTEADY FLOW; VORTEX FLOW;

MOVING SOLID BODIES; OSCILLATING AEROFOIL; TURBULENCE TRANSPORT EQUATIONS; UNSTEADY TURBULENT FLOWS;

COMPRESSIBLE FLOW;

AEROFOIL; COMPRESSIBLE FLOW; MATHEMATICAL MODELING; TURBULENT FLOW; UNSTEADY FLOW;

EID: 0032746474     PISSN: 00457930     EISSN: None     Source Type: Journal    
DOI: 10.1016/S0045-7930(98)00057-7     Document Type: Article

References (48)

1. Agarval NK, Simpson RL. Backflow structure of steady and unsteady separating turbulent boundary layers. AIAA J 1990;28(10):1764-71.
2. Fouladi K, Baysal O. Viscous simulation method for unsteady flows past multicomponent configurations. J Fluids Eng 1992;114(2):161-9.
3. Singh KP, Newman JC, Baysal O. Dynamic unstructured method for flows past multiple objects in relative motion. AIAA J 1995;33(4):641-9.
4. Carré G, Dervieux A, Francescotto J. On anisotropic MG & FMG algorithms for N-S analysis on unstructured meshes. In: Proceedings of the ECOMAS'96 Conference, Computational Fluid Dynamics 96. New York: John Wiley & Sons, 1996. p. 611-5.
5. Gauthier S, Guillard H, Lumpp T, Malé JM, Peyret R, Renaud F. A spectral domain decomposition technique with moving interfaces for viscous compressible flows. In: Proceedings of the ECOMAS'96 Conference, Computational Fluid Dynamics 96. New York: John Wiley & Sons, 1996. p. 839-44.
6. Telionis DP. Unsteady boundary layers, separated and attached AGARD CP-227, Paper 16, Unsteady Aerodynamics, Ottawa, 1977.
7. Mehta UB, Lavan Z. Starting vortex, separation bubbles and stall: a numerical study of laminar unsteady flow around an airfoil. J Fluid Mech 1975;67(2):227-56.
8. Gulcat U. Separate numerical treatment of attached and detached flow regions in general viscous flows. Ph.D. Thesis, Georgia Institute of Technology, Atlanta, Georgia, 1981.
9. McCroskey WJ, McAlister KW, Carr LW, Lambert O, Indergrand RF. Dynamic stall of advanced airfoil sections. J. Am. Helicopter Soc. (July) 1991;40-50.
10. Wu JC. Zonal solution of unsteady viscous flow problems. AIAA Paper 84-1637, 1984.
11. Wu JC, Wang CM, Tuncer IH. Unsteady aerodynamics of rapidly pitched airfoil. AIAA Paper 86-1105, 1986.
12. Tuncer IH. Unsteady aerodynamics of oscillating and rapidly pitched airfoils. Ph.D. Thesis, Georgia Institute of Technology, Atlanta, Georgia, 1988.
13. Tuncer IH, Wu JC, Wang CM. Theoretical and numerical studies of oscillating airfoils. AIAA J 1990;28(9):1615-24.
14. AGARD Advisory Report No. 702. Compendium of unsteady aerodynamic measurements, August 1982.
15. McCroskey WJ, McAlister KW, Carr LW, Pucci SL. An experimental study of dynamic stall on advanced airfoil sections. Volume 1: Summary of the Experiment, NASA-TM-84245-VOL-1, 1982.
16. Carr LW. Progress in analysis and prediction of dynamic stall. J of Aircraft 1988;25(1):6-17.
17. Visbal MR. Effect of compressibility on dynamic stall. AIAA Paper 88-0132, 1988.
18. Guo WH, Fu DX, Wa YW. Numerical investigation of dynamic stall of an oscillating aerofoil. Int J Numer Meth Fluids 1994;19(8):723-34.
19. Piziali RA. An experimental investigation of 2D and 3D oscillating wing aerodynamics for a range of angle of attack including stall. NASA-TM-4632, 1993.
20. Ekaterinaris JA, Menter FR. Computation of oscillating airfoil flows with one- and two-equation turbulence models. AIAA J 1994;32(12):2359-65.
21. Visbal MR, Shang JS. Comparative study between two Navier-Stokes algorithms for transonic airfoils. AIAA J 1986;24(4):599-606.
22. Ekaterinaris JA. Compressible studies on dynamic stall. AIAA Paper 89-0024, 1989.
23. Ekaterinaris JA. Numerical investigation of dynamic stall of an oscillating wing. AIAA J 1995;33(10):1803-8.
24. Srinivasan G, Ekaterinaris JA, McCroskey WJ. Evaluation of turbulence models for unsteady flows of an oscillating airfoil. Computers and Fluids 1995;24(7):833-61.
25. Badcock KJ, Gaitone BE. An unfactored implicit moving mesh method for the two-dimensional unsteady N-S equations. Int J Numer Meth Fluids 1996;23(6):607-13.
26. Badcock KJ, Richards BE. Implicit time-stepping methods for the Navier-Stokes equations. AIAA J 1996;34(3):555-9.
27. Guilmineau E, Piquet J, Quentey P. Unsteady two-dimensional turbulent viscous flow past airfoils. Inter J Numer Meth Fluids 1977;25(3):315-66.
28. Eberle A. 3D Euler calculations using characteristic flux extrapolation. AIAA-85-0119, AIAA 23rd Aerospace Sciences Meeting, Jan. 14-17, Reno, Nevada, 1985.
29. Chakravarthy SR. High resolution upwind formulations for the Navier-Stokes equations. VKI Lecture Series, Computational Fluid Dynamics, 1988-05, 1988.
30. Schmatz MA. Three-dimensional viscous flow simulations using an implicit relaxation. International Workshop on Numerical Simulation of Compressible Viscous-Flow Aerodynamics, DFVLR, Göttingen, Germany, Sept. 30 to Oct. 2, 1987.
31. Drikakis D, Durst F. Investigation of flux formulae in transonic shock wave/turbulent boundary layer interaction. Inter J Numer Meth Fluids 1994;18(4):385-413.
32. Drikakis D, Tsangaris S. On the solution of Navier-Stokes equations using improved flux vector splitting methods. Appl Math Modell 1993;17:282-97.
33. Chen JP, Whitfield DL. Navier-Stokes calculations for the unsteady flowfield of turbomachinery. AIAA-93-0676, 31st Aerospace Sciences Meeting, Jan. 11-14, Reno, Nevada, 1993.
34. Eberle A, Rizzi A, Hirschel EH. In: Numerical solutions of the Euler equations for steady flow problems, Notes on numerical fluid mechanics, vol. 34. Wiesbaden: Vieweg-Verlag, 1992.
35. Drikakis D, Schreck E, Durst F. Performance analysis of viscous flow computations on various parallel architectures. J Fluids Eng 1994;116(4):835-41.
36. Drikakis D, Durst F. A numerical study of viscous supersonic flow past a flat plate at large angles of incidence. Phys Fluids 1994;6(4):1553-73.
37. Brenneis A, Eberle A. Application of an implicit relaxation method solving the Euler equations for time-accurate unsteady problems. J Fluids Eng 1990;112(4):510-20.
38. Zóltak J, Drikakis D. Hybrid upwind methods for the simulation of unsteady shock-wave diffraction over a cylinder. Comp Meth in Appl Mech and Eng 1998;162(1-4):165-85.
39. Drikakis D, Zóltak J. An implicit hybrid flux vector splitting schemes for unsteady flows with strong shock waves. ASME Paper FEDSM98-4925, CD-Rom Proceedings of FEDSM'98, 1998 ASME Fluids Engineering Division Summer Meeting, June 21-25, Washington DC, 1998.
40. Barakos G, Drikakis D. Implicit-unfactored implementation of two-equation turbulence models in compressible Navier-Stokes methods. Inter J Numer Meth Fluids 1998;28(1):73-94.
41. Barakos G, Drikakis D. Assessment of various low-Reynolds number turbulence models in shock-boundary layer interaction. Comput Meth Appl Mech Eng 1998;160(1-2):155-74.
42. Chyu WJ, Davis SS, Chang KS. Calculation of unsteady transonic flow over an airfoil. AIAA J 1981;19(6):684-90.
43. Sankar NL, Tang W. Numerical solution of unsteady viscous flow past rotor sections. AIAA Paper 85-0129, 1985.
44. Fan S, Lakshminarayana B, Barnett M. Low-Reynolds-number k - ε model for unsteady turbulent boundary-layer flows. AIAA J 1993;31(10):1777-84.
45. Baldwin BS, Lomax H. Thin layer approximation and algebraic model for separated turbulent flows. AIAA Paper 78-257, AIAA 16th Aerospace Science Meeting, Jan. 1978.
46. Spalart PR. A one-equation turbulence model for aerodynamic flows. La Recherche Aérospatiale(1) 1994;5-21.
47. Launder BE, Sharma BI. Application of the energy-dissipation model of turbulence to the calculation of flow near a spinning disk. Letters in Heat and Mass Transfer 1974;1:131-8.
48. Liu F, Shanhong J. Unsteady flow calculations with a multigrid Navier-Stokes method. AIAA J 1996;34(10):2047-53.