2013
DOI: 10.1007/s10546-013-9839-5
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Surface Heterogeneity Effects on Regional-Scale Fluxes in the Stable Boundary Layer: Aerodynamic Roughness Length Transitions

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Cited by 15 publications
(7 citation statements)
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“…Second, the parameterization of subgrid‐scale surface heterogeneity effects in numerical models has been studied for more than three decades now but continues to be one of the most challenging issues facing the land and atmospheric modeling communities (Bou‐Zeid et al, ; ; Brutsaert, ; Chen & Avissar, ; ; Dalu et al, ; Li & Avissar, ; Mahrt, ; ; ; Maronga & Raasch, ; Miller & Stoll, ; Patton et al, ; Pielke & Uliasz, ; Pielke et al, ; Stoll & Porté‐Agel, ; Zeng & Pielke, ; ; Zhou et al, ). Currently, many land surface models use the so‐called mosaic or tiling approach to parameterize the subgrid‐scale surface heterogeneity effects on land‐atmosphere exchanges (Avissar & Pielke, ; Giorgi & Avissar, ; Koster & Suarez, ; Li et al, ), which in essence is based on the conceptualization shown in Figure a.…”
Section: Discussionmentioning
confidence: 99%
“…Second, the parameterization of subgrid‐scale surface heterogeneity effects in numerical models has been studied for more than three decades now but continues to be one of the most challenging issues facing the land and atmospheric modeling communities (Bou‐Zeid et al, ; ; Brutsaert, ; Chen & Avissar, ; ; Dalu et al, ; Li & Avissar, ; Mahrt, ; ; ; Maronga & Raasch, ; Miller & Stoll, ; Patton et al, ; Pielke & Uliasz, ; Pielke et al, ; Stoll & Porté‐Agel, ; Zeng & Pielke, ; ; Zhou et al, ). Currently, many land surface models use the so‐called mosaic or tiling approach to parameterize the subgrid‐scale surface heterogeneity effects on land‐atmosphere exchanges (Avissar & Pielke, ; Giorgi & Avissar, ; Koster & Suarez, ; Li et al, ), which in essence is based on the conceptualization shown in Figure a.…”
Section: Discussionmentioning
confidence: 99%
“…First is the flow configuration, which is boundary layer in the experiments, while is typically full channel or open-channel flow in the computations. Second is Re τ , which is of the order 10 3 in the experiments (Antonia & Luxton 1971;Hanson & Ganapathisubramani 2016), while is of the order 10 5 − 10 6 in the WMLES studies (Miller & Stoll 2013;Silva-Lopes et al 2015) and is about 200−1000 in the DNS studies (Lee 2015;Ismail et al 2018).…”
Section: Introductionmentioning
confidence: 94%
“…The simulated turbulence close to the surface depends on the prescribed roughness length (Zilitinkevich et al 2006). Miller and Stoll (2013) analyzed how the results of the GABLS1 intercomparison depend on the momentum and thermal roughness lengths showing a decrease of surface friction velocity, boundary-layer height and Obukhov length with lower roughness lengths. Here, we have tested how the results for this more stable case depend on prescribed values of roughness length.…”
Section: Roughness Lengthmentioning
confidence: 99%