A water tank of diameter (π·) is being drained through a smooth
nozzle of diameter (π). The velocity of water leaving the nozzle
can be calculated by π = β2ππ» where (π») is the depth of water
in the tank.
A) Given the values of π [cm] and π» [cm],
calculate the mass flow rate out of the tank (πΜ) in
[kg/s]. Givens: d = 3.629 H = 410.875
Answers: ( 1 ) 7.547 ( 2 ) 5.868 ( 3 ) 9.278 ( 4 )
11.809
B) Given the values of πΜ [kg/s] and π·
[cm], calculate the rate at which the water depth in the tank drops
(πβ/ππ‘) in [mm/s].
Givens: m_o = 11.289 D = 93.175
Answers: ( 1 ) 11.821 ( 2 ) 19.163 ( 3 ) 16.573 (
4 ) 10.268
H = d V = /2gH Smooth Nozzle
H = d V = /2gH Smooth Nozzle
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H = d V = /2gH Smooth Nozzle
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