Problem #6 Water is entering a tank with diameter di with a constant mass flow rate of m. The tank has an the bottom with diameter do. Assume the exit velocity is v2gh. If the tank is empty, determine: a) The maximum height the water can reach in the tank; b) A relation for the water height, z, as a function of time; c) The time it takes for the tank to reach steady-state. opening at m

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
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Water is entering a tank with diameter dt with a constant mass flow rate of ˙m. The tank has an opening at the bottom with diameter do. Assume the exit velocity is √2gh. If the tank is empty, determine:
a) The maximum height the water can reach in the tank;
b) A relation for the water height, z, as a function of time;
c) The time it takes for the tank to reach steady-state.

Problem #6
Water is entering a tank with diameter di with a constant mass flow rate of m. The tank has an
the bottom with diameter do. Assume the exit velocity is v2gh. If the tank is empty, determine:
a) The maximum height the water can reach in the tank;
b) A relation for the water height, z, as a function of time;
c) The time it takes for the tank to reach steady-state.
opening at
m
Transcribed Image Text:Problem #6 Water is entering a tank with diameter di with a constant mass flow rate of m. The tank has an the bottom with diameter do. Assume the exit velocity is v2gh. If the tank is empty, determine: a) The maximum height the water can reach in the tank; b) A relation for the water height, z, as a function of time; c) The time it takes for the tank to reach steady-state. opening at m
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