1978
DOI: 10.1007/bf00123988
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A model for computing small-scale wind variations over a water surface

Abstract: Based on the primitive equations, a one-level niodel is described for computing surface winds under the meso-scale influences of orography, friction and heating. The effects of atmospheric stability and land-water contrasts are examined in detail. Results of testing the model with data collected during the International Field Year for the Great Lakes (IFYGL) in 1972 are given. The model is able to simulate land and lake breezes as well as meso-scale effects due to gradients in surface water temperature. Compar… Show more

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Cited by 6 publications
(2 citation statements)
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“…Another quantity that can be used for the analysis of the ice breeze is the geostrophic wind G m averaged over the ABL depth. The relation between G m and the actual wind speed in the ABL was well studied for a horizontally quasi‐homogeneous baroclinic ABL [e.g., Arya and Wyngaard , ; Venkatesh and Danard , ; Brown , ; Sorbjan , ]. Therefore, we consider G m at some distance from the ice edge where horizontal inhomogeneities in the convective ABL become small.…”
Section: Ice‐breeze Characteristicsmentioning
confidence: 99%
“…Another quantity that can be used for the analysis of the ice breeze is the geostrophic wind G m averaged over the ABL depth. The relation between G m and the actual wind speed in the ABL was well studied for a horizontally quasi‐homogeneous baroclinic ABL [e.g., Arya and Wyngaard , ; Venkatesh and Danard , ; Brown , ; Sorbjan , ]. Therefore, we consider G m at some distance from the ice edge where horizontal inhomogeneities in the convective ABL become small.…”
Section: Ice‐breeze Characteristicsmentioning
confidence: 99%
“…The model is an adaptation of the one-layer models employed by Danard (1977) and Venkatesh and Danard ( 1978). The reader is referred to these two papers for details of the procedures employed.…”
Section: Description Of the Modelmentioning
confidence: 99%