Validation of Numerical Model for the Wind Flow over Real Terrain

실지형을 지나는 대기유동에 대한 수치모델의 검증

  • 김현구 (포항공과대학교 첨단유체공학연구센터) ;
  • 이정묵 (포항공과대학교 첨단유체공학연구센터, 포항공과대학교 환경 공학부) ;
  • 노유정
  • Published : 1998.03.01

Abstract

In the present investigation, a numerical model developed for the prediction of the wind flow over complex terrain is validated by comparing with the field experiments. For the solution of the Reynolds - Averaged Clavier- stokes equations which are the governing equations of the microscale atmospheric flow, the model is constructed based on the finite-volume formulation and the SIMPLEC pressure-correction algorithm for the hydrodynamic computation. The boundary- fitted coordinate system is employed for the detailed depiction of topography. The boundary conditions and the modified turbulence constants suitable for an atmospheric boundary- layer are applied together with the k- s turbulence model. The full- scale experiments of Cooper's Ridge, Kettles Hill and Askervein Hill are chosen as the validation cases . Comparisons of the mean flow field between the field measurements and the predicted results show good agreement. In the simulation of the wind flow over Askervein Hill , the numerical model predicts the three dimensional flow separation in the downslope of the hill including the blockage effect due to neighboring hills . Such a flow behavior has not been simulated by the theoretical predictions. Therefore, the present model may offer the most accurate prediction of flow behavior in the leeside of the hill among the existing theoretical and numerical predictions.

Keywords

References

  1. 한국대기보전학회지 v.13 언덕지형을 지나는 유동의 수치해석적 연구 김현구;이정묵;경남호
  2. 한국전산유체공학회지 v.2 복잡지형에서의 대기순환모델에 관한 연구 윤준용;이성철;홍민선
  3. 한국대기보전학회지 v.12 언덕지형을 지나는 유동에 관한 연구 임회창;김현구;이정묵;경남호
  4. Introduction to the fluid mechanics of meso-scale flow fields, in Diffusion and Transport of Pollutants in Atmospheric Mesoscale Flow Fields Atkinson, B.W.;A. Gyr(ed.);F.S. Rys(ed.)
  5. Boundary-Layer Meteorol. v.38 A mixed spectral finite-difference model for neutrally stratified boundary-layer flow over roughness changes and topography Beljaars, A.C.M.;J.L. Walmsley;P.A. Taylor
  6. Quart. J. Roy. Meteorol. Soc. v.106 An experimental study of the profiles of wind speed, shearing stress and turbulence at the crest of a large hill Bradley, E.F.
  7. Boundary-Layer Meteorol. v.69 Measurements of flow over an elongated ridge and its thermal stability dependence: The mean field Coppin, P.A.;E.F. Bradley;J.J. Finnigan
  8. Int. J. Num. Methods in Fluids v.19 Dispersion under neutral atmospheric conditions Glekas, J.P.;G.C. Bergeles
  9. Quart. J. Roy. Meteorol. Soc. v.114 Turbulent shear flows over low hills Hunt, J.C.R.;S. Leibovich;K.J. Richards
  10. Atmospheric & Oceanic Physics, English Translation v.30 Validity of E-ι and E-ε turbulence models for neutrally stable horizontally inhomogeneous atmospheric boundary layer Ilyushin, B.B.;A.F. Kurbatsky
  11. Quart. J. Roy. Meteorol. Soc. v.101 Turbulent wind flow over a low hill Jackson, P.S.;C.R. Hunt
  12. KSME Int'l J. v.12 Pollutant dispersion over two-dimensional hilly terrain Kim, H.G.;C.M. Lee
  13. Research Report AFR-93-G02 Numerical analysis of the flow over a hill Kyong, N.H.;H.G. Kim
  14. Boundary-Layer Meteorol. v.37 Flow over the summit of an isolated hill Mason, P.J.
  15. Quart. J. Roy. Meteorol. Soc. v.111 Measurements and predictions of flow and turbulence over an isolated hill of moderate slope Mason, P.J.;J.C. King
  16. Research Report AQRB-84-012-L Kettles Hill '84: Velocity profile measurements over a low hill Mickle, R.E.;J.R. Salmon;P.A. Taylor
  17. Boundary-Layer Meteorol. v.43 The Askervein Hill Project: Vertical profiles of wind and turbulence Mickle, R.E.;N.J. Cook;A.M. Hoff;N.O. Jensen;J.R. Salmon;P.A. Taylor;G. Tetzlaff;H.W. Teunissen
  18. Mesoscale Meteorological Modelling Pielke, R.A.
  19. Boundary-Layer Meteorol. v.39 The Askervein Hill Project: A finite control volume prediction of three-dimensional flows over the hill Raithby, G.D.;G.D. Stubley;P.A. Taylor
  20. ACM Trans. Math. Software v.14 ALGORITHM 661. QSHEP3D: Quadratic Shepard method for bivariate interpolation of scattered data Renka, R.J.
  21. Boundary-Layer Meteorol. v.43 The Kettles Hill Project: Field observations, wind-tunnel simulations and numerical model predictions for flow over a low hill Salmon, J.R.;H.W. Teunissen;R.E. Mickle;P.A. Taylor
  22. Boundary-Layer Meteorol. v.39 The Askervein Hill Project: Overview and background data Taylor, P.A.;H.W. Teunissen
  23. Boundary-Layer Meteorol. v.26 A simple model of neutrally stratified boundary-layer flow over real terrain incorporating wavenumber-dependent scaling Taylor, P.A.;J.L. Walmsley;J.R. Salmon
  24. Boundary-Layer Meteorol. v.39 Boundary-layer flow over low hills Taylor, P.A.;P.J. Mason;E.F. Bradley
  25. J. Wind Eng. Indust. Acrodyn. v.15 Wind-tunnel and full-scale comparisons for mean flow over an isolated low hill Teunissen, H.W.
  26. Boundary-Layer Meteorol. v.40 Askervein Hill Project: Wind-tunnel simulations at three length scales Teunissen, H.W.;M.E. Shokr;A.J. Bowen;C.J. Wood;D.W.R. Green
  27. The Structure of Turbulent Shear Flow Townsend, A. A.
  28. Numer. Heat Transfer v.7 Enhancements of the SIMPLE method for predicting incompressible fluid flows Van Doormal, J.P.;G.D. Raithby
  29. Boundary-Layer Meteorol. v.52 Surface-layer flow in complex terrain: Comparison of models and full-scale observations Walmsley, J.L.;I. Troen;D.P. Lalas;P.J. Mason
  30. Boundary-Layer Meteorol. v.78 Boundary-layer flow over topography: Impacts of the Askervein study Walmsley, J.L.;P.A. Taylor
  31. Quart. J. Roy. Meteorol. Soc. v.113 Modification of turbulence characteristics in flow over hills Zeman, O.;N.O. Jensen