A rectangular gate, shown in Fig. Q5b forms a wall of a tank which holds water to a depth of 2m. The gate is hinged at the base and is 3m wide. i) Calculate the pressure at the base of the tank and show the pressure variation with height. ii) Using integration, calculate the force P acting perpendicular to the gate, which is required to keep the gate held at angle of 40°.

A rectangular gate, shown in Fig. Q5b forms a wall of a tank which holds water to a depth of 2m. The gate is hinged at the base and is 3m wide. i) Calculate the pressure at the base of the tank and show the pressure variation with height. ii) Using integration, calculate the force P acting perpendicular to the gate, which is required to keep the gate held at angle of 40°.

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Description: A rectangular gate, shown in Fig. Q5b forms a wall of a tank which holds water to adepth of 2m. The gate is hinged at the base and is 3m wide.i) Calculate the pressure at the base of the tank and show the pressure variationwith height.ii) Using inte

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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Question

A rectangular gate, shown in Fig. Q5b forms a wall of a tank which holds water to a
depth of 2m. The gate is hinged at the base and is 3m wide.
i) Calculate the pressure at the base of the tank and show the pressure variation
with height.
ii) Using integration, calculate the force P acting perpendicular to the gate, which is
required to keep the gate held at angle of 40°.
2m
40°
Fig. Q5b
Force, P

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