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Upslope Flows. Prandtl (1942) one-dimensional theory Defant (1949) continued with Prandtl’s model Egger (1981) 2-D model.

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Presentation on theme: "Upslope Flows. Prandtl (1942) one-dimensional theory Defant (1949) continued with Prandtl’s model Egger (1981) 2-D model."— Presentation transcript:

1 Upslope Flows

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4 Prandtl (1942) one-dimensional theory Defant (1949) continued with Prandtl’s model Egger (1981) 2-D model

5 “Slope winds are spontaneous and intermittent in space and time. They are not continuous and stationary, but a succession of thermal bubbles from favorable, rocky, dry spots on the slope.” Slope flows react instantly to insolation. Upslope breezes start a few minutes after sunrise. (Vergeiner and Dreiseitl 1987)

6 “Slope wind field experiments, rare anyway, give random inconclusive results from which representative values of mass and heat transport in the slope layer cannot be derived.”

7  1T11T1 2T22T2 x z T 1 > T 2  1 <  2 warmcold PGF Buoyancy Forces in Idealized Upslope Flow (Adapted from Atkinson 1981)

8 Air parcel above slopes surface has a higher potential temperature and therefore lower density than air parcel at same height above sea level over the plain (valley). Two forces acting on the parcel above the slope: 1.Pressure Gradient Force: pushing air towards the slope. 2.Buoyancy Force: drives air parcel vertically. Sum of both forces results in upward movement of air over slope, which is replaced by air coming from valley atmosphere. Forces in Idealized Upslope Flow

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10 Banta 1984)

11 Reuten et al. 2005

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