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1. Consider a spherical elevated water tank with a diameter of 30 feet. The top of the tank is 90 feet above the ground. Calculate the hydrostatic pressure at the ground level when: a. The tank is full. b. The tank is half empty.

1. Consider a spherical elevated water tank with a diameter of 30 feet. The top of the tank is 90 feet above the ground. Calculate the hydrostatic pressure at the ground level when: a. The tank is full. b. The tank is half empty.

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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1. Consider a spherical elevated water tank with a diameter of 30 feet. The top of the tank is 90 feet above the ground. Calculate the hydrostatic pressure at the ground level when: a. The tank is full. b. The tank is half empty. 2. A high-rise building is 60 m tall. What should be the water pressure (in kpa) at ground level to overcome the elevation and deliver 600 kpa at the standpipe on the roof? K: 3. What pump head (in ft.) is required to provide 70psi pressure on the roof of a 170ft. high-rise building?
Transcribed Image Text:1. Consider a spherical elevated water tank with a diameter of 30 feet. The top of the tank is 90 feet above the ground. Calculate the hydrostatic pressure at the ground level when: a. The tank is full. b. The tank is half empty. 2. A high-rise building is 60 m tall. What should be the water pressure (in kpa) at ground level to overcome the elevation and deliver 600 kpa at the standpipe on the roof? K: 3. What pump head (in ft.) is required to provide 70psi pressure on the roof of a 170ft. high-rise building?
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