2012
DOI: 10.1007/s10546-012-9740-7
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Structure Function Analysis of Two-Scale Scalar Ramps. Part II: Ramp Characteristics and Surface Renewal Flux Estimation

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Cited by 37 publications
(16 citation statements)
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“…Roughly, it allows for estimating the latent heat flux when the available net surface energy is measured or estimated (the wellknown residual method; Brutsaert, 1982;Paw U et al, 2000). The SR equation for estimating the sensible heat flux (or any scalar) required calibration (Castellví, 2004;Castellví et al, 2002;Chen et al, 1997b;Katul et al, 1996;Shapland et al, 2012b;Snyder et al, 1996), but the air (or virtual) temperature measurements are simpler than for other scalars. Combining SR analysis, the one-dimensional turbulent diffusion equation and MOST, a modified SR analysis approach was derived which involved the friction velocity as input (Castellví, 2004).…”
Section: Introductionmentioning
confidence: 99%
“…Roughly, it allows for estimating the latent heat flux when the available net surface energy is measured or estimated (the wellknown residual method; Brutsaert, 1982;Paw U et al, 2000). The SR equation for estimating the sensible heat flux (or any scalar) required calibration (Castellví, 2004;Castellví et al, 2002;Chen et al, 1997b;Katul et al, 1996;Shapland et al, 2012b;Snyder et al, 1996), but the air (or virtual) temperature measurements are simpler than for other scalars. Combining SR analysis, the one-dimensional turbulent diffusion equation and MOST, a modified SR analysis approach was derived which involved the friction velocity as input (Castellví, 2004).…”
Section: Introductionmentioning
confidence: 99%
“…Some experiments have shown that under near neutral conditions α Z is approximately 0.5. In general, and regardless of the ramp model used, α Z depends on the measurement height and the stability conditions [ Paw et al ., ; Katul et al ., ; Snyder et al ., ; Castellví , ; Castellví and Snyder , ; Shapland et al ., ]. Two expressions have been derived to explain the variability of parameter α Z , the first requires as input the horizontal wind speed [ Castellví , ] and the second the temperature gradient [ Castellví , ].…”
Section: Theorymentioning
confidence: 99%
“…A nonzero mean local vertical gradient, T (z)z, is required to observe ramps in air temperature time series [ Holzer and Siggia , ], and while A(z) is related with T (z), τ is mainly dependent on the transfer of momentum to the ground. Thus, 1τ is expected to be related with uz or u*z [ Paw U et al ., ; Chen et al ., ; Castellví et al ., ; Finnigan et al ., ; Shapland et al ., ]. Therefore, for a given measurement height, the parameter s (z) mainly depends on the stability conditions.…”
Section: Theorymentioning
confidence: 99%
“…The latter represents an injection of scalar into the bulk of the flow which can be identified by a regular ramp‐like shape observed in the scalar concentration time series (recorded at high frequency) measured above the surface. The SR method has been successfully employed over various canopies to estimate H from the air temperature, which is typically measured at between 8 and 20 Hz in either the roughness or inertial sublayers [ Paw U et al ., ; Snyder et al ., 1996; Castellví , ; Castellví and Snyder , ; Shapland et al ., ; French et al, ]. Using thermal infrared (IR) imagery with a large field of view, spatial trends in Tc along transects in direction of the wind have been observed.…”
Section: Introductionmentioning
confidence: 99%