A gate is 4 ft high and 2 ft wide. It is hinged at A and is held in position by rod B. The back end of the rod rests against a spring with a constant of 0.828 kips/ft. The spring is undeformed when the gate is on the position shown. Assume that rod B exerts a force on the gate that remains horizontal. 3 ft B 2 ft 14.0 Determine the minimum depth of water for which the bottom of the gate will move to the end of the cylindrical portion of the floor. a.) 3 ft b.) 6 ft c.) 6.7 ft e.). d.) 5.64 ft

Structural Analysis
6th Edition
ISBN:9781337630931
Author:KASSIMALI, Aslam.
Publisher:KASSIMALI, Aslam.
Chapter2: Loads On Structures
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A gate is 4 ft high and 2 ft wide. It is hinged at A and is held in position by rod B.
The back end of the rod rests against a spring with a constant of 0.828 kips/ft. The
spring is undeformed when the gate is on the position shown. Assume that rod B
exerts a force on the gate that remains horizontal.
A
3 ft
B
2 ft
14.0 Determine the minimum depth of water for which the bottom of the gate will
move to the end of the cylindrical portion of the floor.
e.).
a.) 3 ft
c.) 6.7 ft
b.) 6 ft
d.) 5.64 ft
3.
Transcribed Image Text:A gate is 4 ft high and 2 ft wide. It is hinged at A and is held in position by rod B. The back end of the rod rests against a spring with a constant of 0.828 kips/ft. The spring is undeformed when the gate is on the position shown. Assume that rod B exerts a force on the gate that remains horizontal. A 3 ft B 2 ft 14.0 Determine the minimum depth of water for which the bottom of the gate will move to the end of the cylindrical portion of the floor. e.). a.) 3 ft c.) 6.7 ft b.) 6 ft d.) 5.64 ft 3.
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