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Unless otherwise stated, take the density of water to be p. = 1000 kg/m and its specific weight to be Y. = 62.4 lb/ft'. Also, assume all pressures are gage pressures unless stated otherwise. 2-65. The uniform plate, which is hinged at C, is used to control the level of the water at A to maintain its constant depth of 6 m. If the plate has a width of 15 m and a mass of 30 Mg, determine the required minimum height h of the water at B so that seepage will not occur at D. 2m

Unless otherwise stated, take the density of water to be p. = 1000 kg/m and its specific weight to be Y. = 62.4 lb/ft'. Also, assume all pressures are gage pressures unless stated otherwise. 2-65. The uniform plate, which is hinged at C, is used to control the level of the water at A to maintain its constant depth of 6 m. If the plate has a width of 15 m and a mass of 30 Mg, determine the required minimum height h of the water at B so that seepage will not occur at D. 2m

Structural Analysis
Structural Analysis
6th Edition
ISBN:9781337630931
Author:KASSIMALI, Aslam.
Publisher:KASSIMALI, Aslam.
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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Unless otherwise stated, take the density of water to be p. = 1000 kg/m and its specific weight to be Y. = 62.4 lb/ft’. Also, assume all pressures are gage pressures unless stated otherwise. 2-65. The uniform plate, which is hinged at C, is used to control the level of the water at A to maintain its constant 2m depth of 6 m. If the plate has a width of 1.5 m and a mass of 30 Mg, determine the required minimum height h of the water at B so that seepage will not occur at D.
Transcribed Image Text:Unless otherwise stated, take the density of water to be p. = 1000 kg/m and its specific weight to be Y. = 62.4 lb/ft’. Also, assume all pressures are gage pressures unless stated otherwise. 2-65. The uniform plate, which is hinged at C, is used to control the level of the water at A to maintain its constant 2m depth of 6 m. If the plate has a width of 1.5 m and a mass of 30 Mg, determine the required minimum height h of the water at B so that seepage will not occur at D.
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