2018
DOI: 10.1002/qj.3224
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Dependence of near‐surface similarity scaling on the anisotropy of atmospheric turbulence

Abstract: Turbulence data from the CASES‐99 field experiment, over comparatively horizontally homogeneous and flat terrain, are separated based on the anisotropy of the Reynolds stress tensor (into isotropic, two‐component axisymmetric and one‐component turbulence) and flux‐variance similarity scaling relations are tested. Results illustrate that different states of anisotropy correspond to different similarity relations, especially under unstable stratification. Experimental data with close to isotropic turbulence matc… Show more

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Cited by 73 publications
(112 citation statements)
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References 71 publications
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“…This scatter also persists despite the advanced postprocessing techniques and progressively more restrictive quality criteria imposed on the data. In an effort to overcome these challenges, Stiperski and Calaf () employed a novel approach by examining traditional similarity scaling relations over flat and horizontally homogeneous terrain based on clustering the data according to anisotropy. Results of this work illustrated a strong dependence between the quality of the scaling fit and the characteristic topology of the turbulent flow, showing that the similarity scaling significantly improves when the turbulent flow is a priori classified according to the anisotropy type.…”
Section: Introductionmentioning
confidence: 77%
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“…This scatter also persists despite the advanced postprocessing techniques and progressively more restrictive quality criteria imposed on the data. In an effort to overcome these challenges, Stiperski and Calaf () employed a novel approach by examining traditional similarity scaling relations over flat and horizontally homogeneous terrain based on clustering the data according to anisotropy. Results of this work illustrated a strong dependence between the quality of the scaling fit and the characteristic topology of the turbulent flow, showing that the similarity scaling significantly improves when the turbulent flow is a priori classified according to the anisotropy type.…”
Section: Introductionmentioning
confidence: 77%
“…The data set that conforms to the flat and horizontally homogeneous terrain the best is CASES‐99. Already studied in Stiperski and Calaf (), it forms the basis of the current analysis. The data consist of a month of measurements from a 60‐m tower with 7 levels of sonic anemometers.…”
Section: Methodsmentioning
confidence: 99%
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“…While methods to deal with non-stationarity have been in use for some time now [77], turbulence anisotropy over mountainous terrain is a scarcely explored issue that deserves further investigation [78,79]. A new metric to characterize turbulence anisotropy [80] has recently been used to demonstrate that different states of anisotropy correspond to different similarity relations, especially for horizontal variances, and to confirm that separating the experimental data according to anisotropy significantly improves the match to MOST scaling laws. Since anisotropy in complex terrain may be related to terrain features [81], systematic anisotropy analysis could help identify turbulence properties that hold generally for any complex terrain site and that can be used to generalize scaling laws.…”
Section: Fundamental Properties Of Turbulence Over Complex Terrainmentioning
confidence: 99%