1995
DOI: 10.1007/bf00710891
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A comparison of boundary layer diffusion schemes in unstable conditions over land

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Cited by 68 publications
(46 citation statements)
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“…From an algebraic solution of eight revised diagnostic equations, Blackadar (1979) obtained flux-gradient relations to parameterise the turbulent heat and momentum flux as well as the Richardson number for stable, neutral, and unstable conditions. Apart from the basic turbulence scheme, there are a number of additional options in MALTE for the eddy diffusivity parameterisation, based on semi-empirical and ad-hoc profile methods, such as those proposed by Holtslag et al (1995), Lüpkes and Schlünzen (1996), Degrazia et al (1997aDegrazia et al ( , b, 1998Degrazia et al ( , 2001. In all of them, the mixing height z i serves as a characteristic length scale in the convective boundary layer (CBL).…”
Section: Eddy Diffusivity Parameterizationmentioning
confidence: 99%
“…From an algebraic solution of eight revised diagnostic equations, Blackadar (1979) obtained flux-gradient relations to parameterise the turbulent heat and momentum flux as well as the Richardson number for stable, neutral, and unstable conditions. Apart from the basic turbulence scheme, there are a number of additional options in MALTE for the eddy diffusivity parameterisation, based on semi-empirical and ad-hoc profile methods, such as those proposed by Holtslag et al (1995), Lüpkes and Schlünzen (1996), Degrazia et al (1997aDegrazia et al ( , b, 1998Degrazia et al ( , 2001. In all of them, the mixing height z i serves as a characteristic length scale in the convective boundary layer (CBL).…”
Section: Eddy Diffusivity Parameterizationmentioning
confidence: 99%
“…First-order closure is based on diagnostic flux gradient relations, i.e., the fluxes are represented by the downgradient approach, eventually semi-empirically corrected for countergradient flows. For the eddy diffusivity of scalars one can either use an ad hoc approach (e.g., O'Brien, 1970), diagnostic relations based on diagnostic flux equations (Holtslag and Moeng, 1991;Holtslag et al, 1995) or semi-empirical expressions based on the turbulence spectrum, such as proposed and evaluated, e.g., by Degrazia et al (1997aDegrazia et al ( ,b, 1998Degrazia et al ( , 2001 the flow characteristics, e.g., on atmospheric stability (see Subsection 5.1). However, the present approach opens a suitable way to investigate turbulence-related NPF.…”
Section: Alternative Approachesmentioning
confidence: 99%
“…The case study by Holtslag et al (1995) examined ABL model runs driven by observed surface fluxes, and reproduced the observed boundary-layer structure for a case study at Cabauw reasonably well. But in coupled landsurface -ABL model runs they found that they could not reproduce observed fluxes and boundary-layer structure using a simpler land surface scheme.…”
Section: Introductionmentioning
confidence: 71%