1. A gate as shown in the figure is 1.6m wide and 1 m high. Its top is supported by a hinge and a stopper at the bottom. If the stopper can only resist a maximum of 40KN, calculate the maximum height of water on one side of the gate without breaking the stopper. Calculate also the location of the hydrostatic force trom the hinge. cea water (sg-1.03 5m h=? Hinge 2m Hnge 3m Figure 2 Fig 1 stopper 2. The gate in the figure shown is 2m wide, hinged at poit A and rest against a smooth wall at B. Compute the total hydrostatic force and the reaction at B. 3. A vertical triangular gate is 2,8m wide at the bottom and 3.6m high. Its upper vertex is attached to a hinge. It is subjected to a water pressure on one side in which water stands 1.2m below the hinge. Calculate the following a) The total hydrostatic force acting on the gate. b) The location of ep from the hinge.

1. A gate as shown in the figure is 1.6m wide and 1 m high. Its top is supported by a hinge and a stopper at the bottom. If the stopper can only resist a maximum of 40KN, calculate the maximum height of water on one side of the gate without breaking the stopper. Calculate also the location of the hydrostatic force trom the hinge. cea water (sg-1.03 5m h=? Hinge 2m Hnge 3m Figure 2 Fig 1 stopper 2. The gate in the figure shown is 2m wide, hinged at poit A and rest against a smooth wall at B. Compute the total hydrostatic force and the reaction at B. 3. A vertical triangular gate is 2,8m wide at the bottom and 3.6m high. Its upper vertex is attached to a hinge. It is subjected to a water pressure on one side in which water stands 1.2m below the hinge. Calculate the following a) The total hydrostatic force acting on the gate. b) The location of ep from the hinge.

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

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