2016
DOI: 10.1175/jas-d-14-0392.1
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Determination of Convective Boundary Layer Entrainment Fluxes, Dissipation Rates, and the Molecular Destruction of Variances: Theoretical Description and a Strategy for Its Confirmation with a Novel Lidar System Synergy

Abstract: Atmospheric variables in the convective boundary layer (CBL), which are critical for turbulence parameterizations in weather and climate models, are assessed. These include entrainment fluxes, higher-order moments of humidity, potential temperature, and vertical wind, as well as dissipation rates. Theoretical relationships between the integral scales, gradients, and higher-order moments of atmospheric variables, fluxes, and dissipation rates are developed mainly focusing on the entrainment layer (EL) at the to… Show more

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Cited by 68 publications
(125 citation statements)
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“…Lenschow et al (2000) introduced a procedure for the estimation of higher-order moments that accounts for random instrumental noise. This method was successfully used not only to investigate higher-order moments of water vapour DIAL but also with water vapour Raman lidar data Turner et al 2014), and with Doppler lidar data for vertical velocity Hogan et al 2009;Lenschow et al 2012;Wulfmeyer et al 2015). More recently, temperature higher-order moments were estimated using rotational Raman lidar data .…”
Section: Methodology: Turbulence Analysesmentioning
confidence: 99%
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“…Lenschow et al (2000) introduced a procedure for the estimation of higher-order moments that accounts for random instrumental noise. This method was successfully used not only to investigate higher-order moments of water vapour DIAL but also with water vapour Raman lidar data Turner et al 2014), and with Doppler lidar data for vertical velocity Hogan et al 2009;Lenschow et al 2012;Wulfmeyer et al 2015). More recently, temperature higher-order moments were estimated using rotational Raman lidar data .…”
Section: Methodology: Turbulence Analysesmentioning
confidence: 99%
“…In our study, a 20-point extrapolation was used for the linear extrapolation and fit of the structure function. This is a reasonable approach because the first zero crossing of the autocovariance function τ 0 = 2.5 , where is the integral scale Wulfmeyer et al 2015),…”
Section: Methodology: Turbulence Analysesmentioning
confidence: 99%
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