Abstract
In a full-scale field study, the drag coefficient of a thin closed fence was estimated. A measurement plate was constructed more or less in the center of the barrier in order to estimate the normal-force on the fence. The normal-force coefficient was studied under near-neutral stratification for various Reynolds numbers and different angles of attack.
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De Bray, D. B.: 1971, ‘Protection by Fences, Wind Effects on Buildings and Strcutures’, Seminar 25–27 May, Univ. of Aukland, New Zealand.
Fage, A. and Johansen, F. C.: 1927, ‘On the Flow of Air behind an Inclined Flat Plate of Infinite Span’, Proc. Roy. Soc. of London 116, 170–197.
Good, M. C. and Joubert, P. N.: 1968, ‘The Form Drag of Two-Dimensional Bluff-Plates immersed in Turbulent Boundary Layers’, J. Fluid Mech. 31, 547–582.
Hörner, S. F.: 1956, Résistance a l'Avancement dans les Fluides, Gauthiers-Villars, Paris, 472 pp.
Jacobs, A.: 1984, ‘The Flow around a Thin Closed Fence’, Boundary-Layer Meteorol. 28, 317–328.
Kempen, G. T.: 1983, ‘Weerstandscoëfficiënt van een Lijnvormig Obstakel in de Atmosferische Grenslaag’, M.Sc. Thesis Agric. University Wageningen (in Dutch).
Kirchoff, G.: 1869, ‘Zur Theorie freier Flüssigkeitsstrahlen’, J. für Mathematik, 70, 289–299.
Plate, E. J.: 1964, ‘The Drag on a Smooth Flat Plate with a Fence immersed in its Boundary Layer’, ASME Paper No. 64-FE-17.
Plate, E. J.: 1971, ‘The Aerodynamics of Shelterbelts’, Agric. Meteorol. 8, 203–222.
Rayleigh, F. R. S.: 1876, ‘On the Resistance of Fluids’, Phil. Mag. (5), 2, 430–447.
Seginer I.: 1975, ‘Atmospheric Stability Effects on Windbreak Shelter and Drag’, Boundary-Layer Meteorol. 2, 87–97.
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Jacobs, A.F.G. The normal-force coefficient of a thin closed fence. Boundary-Layer Meteorol 32, 329–335 (1985). https://doi.org/10.1007/BF00121998
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DOI: https://doi.org/10.1007/BF00121998