Question: A certain tank contains water whose mass density is 1.94 slug/ft3. The tank's circular bottom area is A = 100 ft2. It is drained by
a. Derive the model for the tank's height h with the input qv.
b. Compute the steady-state height if the input flow rate is qv = 5 ft3/sec.
c. Estimate the tank's time constant when the height is near the steady-state
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a From conservation of mass and 7315 Thus cancels out of t... View full answer
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