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Journal article
Flow from a vertical slot into a layer of finite depth
Applied mathematical modelling, Vol.16(6), pp.300-306
1992
Abstract
The flow of water upward from a vertical slot into a fluid of finite depth is considered. The shape of the free surface is computed for a range of parameter values. It is shown that solutions in which the free surface separates smoothly from the vertical wall can be obtained for a range of Froude numbers and slot sizes but that the absolute lower bound on these flows is
F = 1, provided the slot width is less than approximately one half the depth of the layer. If the slot size is larger than this, the lower bound on
F increases. Solutions for infinite Froude number are shown toexist up to a maximum slot width equal to the depth of the flowing layer, and for finite Froude number a limiting value on the slot width is found that depends upon the Froude number.
Details
- Title
- Flow from a vertical slot into a layer of finite depth
- Authors/Creators
- G.C. Hocking - The University of Western Australia
- Publication Details
- Applied mathematical modelling, Vol.16(6), pp.300-306
- Publisher
- Elsevier Inc.
- Identifiers
- 991005614934807891
- Copyright
- © 1992 Published by Elsevier Inc.
- Murdoch Affiliation
- Centre for Animal Production and Health
- Language
- English
- Resource Type
- Journal article
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InCites Highlights
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- Citation topics
- 8 Earth Sciences
- 8.205 Ocean Dynamics
- 8.205.2114 Hydraulic Flows
- Web Of Science research areas
- Engineering, Multidisciplinary
- Mathematics, Interdisciplinary Applications
- Mechanics
- ESI research areas
- Engineering