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Flux‐gradient relationships in the constant flux layer

Quarterly Journal of the Royal Meteorological Society · 1970 · Vol. 96(410) · pp. 715–721
A. J. DyerB. B. Hicks

Abstract

Abstract An analysis is made of the Monin‐Obukhov function Φ M in the familiar wind profile equation, using data from two recent expeditions to Gurley (New South Wales) and Hay (New South Wales). In one, the friction velocity u * is determined directly by the eddy correlation method, and in the other, conducted during mid‐winter when small heat‐fluxes were experienced, by the use of a friction coefficient applied to a low‐level wind. By collating with a similar earlier analysis for heat and water vapour transfer, the variations of Φ M , Φ H and Φ W with stability are presented in tabular form in the z/L range − 0.01 to − 1.0. Within this range the empirical relationships Φ M = (1 − 16 z/L ) −1/4 and Φ H, W = (1 − 16 z/L ) −1/2 , and the implied equality between Ri and z/L , are found to approximate the data to within a few per cent.

Advanced Thermodynamics and Statistical MechanicsGeothermal Energy Systems and ApplicationsHydrocarbon exploration and reservoir analysisFlux (metallurgy)Richardson numberWind speedEddy covarianceRange (aeronautics)Constant (computer programming)Heat fluxSensible heatMeteorologyStability (learning theory)
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References
Profile relationships: The log‐linear range, and extension to strong stability
Quarterly Journal of the Royal Meteorological Society · 1970 · 858 citations
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