A circular cone-shaped container is filled with water at a level h0. At time t=0 a faucet is turned on and starts filling the cone with water at a constant flow rate Q. (a) Determine the expression for the variation of the level of water with time in terms of the initial level and volume (h0, V0) and the feed flow rate Q. (b) At what time will the water start to spill over if the cone was initially filled to 1/3 of the cone's total height? Determine a numerical value for the time in the case where the cone angle is 45o, h0=20cm and Q=2l/s
A circular cone-shaped container is filled with water at a level h0. At time t=0 a faucet is turned on and starts filling the cone with water at a constant flow rate Q. (a) Determine the expression for the variation of the level of water with time in terms of the initial level and volume (h0, V0) and the feed flow rate Q. (b) At what time will the water start to spill over if the cone was initially filled to 1/3 of the cone's total height? Determine a numerical value for the time in the case where the cone angle is 45o, h0=20cm and Q=2l/s
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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A circular cone-shaped container is filled with water at a level h0. At time t=0 a faucet is turned on and starts filling the cone with water at a constant flow rate Q. (a) Determine the expression for the variation of the level of water with time in terms of the initial level and volume (h0, V0) and the feed flow rate Q. (b) At what time will the water start to spill over if the cone was initially filled to 1/3 of the cone's total height? Determine a numerical value for the time in the case where the cone angle is 45o, h0=20cm and Q=2l/s.
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