1987
DOI: 10.1007/bf01031047
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Airflow patterns over and around a large three-dimensional hill

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Cited by 4 publications
(2 citation statements)
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“…2). The Froude number is a nondimensional value that is the ratio of inertial forces to gravitational forces and is defined as F 5 U/(Nh) (Wooldridge et al 1987;Barry 2008), where h is the height of an obstacle to the airflow and U is the mean wind speed through the approaching layer between the ground level and the height h, at a distance greater than 5h upstream of the hill; N is the Brunt-Väisälä frequency of the upstream flow, which is an indicator of atmospheric stability and is defined as N 2 5 (gu)(du/dz) (Wooldridge et al 1987), where g is gravitational acceleration, u is potential temperature, and z is height above the surface. When F , 1, vertical motion is suppressed below a critical height H c 5 h(1 2 F) but flows smoothly over the hill above this height (Snyder et al 1985), remaining attached to the terrain below as it proceeds downhill.…”
Section: ) Froude Number Analysismentioning
confidence: 99%
“…2). The Froude number is a nondimensional value that is the ratio of inertial forces to gravitational forces and is defined as F 5 U/(Nh) (Wooldridge et al 1987;Barry 2008), where h is the height of an obstacle to the airflow and U is the mean wind speed through the approaching layer between the ground level and the height h, at a distance greater than 5h upstream of the hill; N is the Brunt-Väisälä frequency of the upstream flow, which is an indicator of atmospheric stability and is defined as N 2 5 (gu)(du/dz) (Wooldridge et al 1987), where g is gravitational acceleration, u is potential temperature, and z is height above the surface. When F , 1, vertical motion is suppressed below a critical height H c 5 h(1 2 F) but flows smoothly over the hill above this height (Snyder et al 1985), remaining attached to the terrain below as it proceeds downhill.…”
Section: ) Froude Number Analysismentioning
confidence: 99%
“…According to Wooldridge et al [37], Equation (6) may also be used to find the critical height h c if Fr h is replaced by Fr (defined by Equation (3)), which is applicable when Fr < 1.…”
Section: Froude Number (Fr H ) In Terms Of the Dividing-streamline Hementioning
confidence: 99%