nk starts to flow at a rate (q.). F« dz ntial equation () that best de de
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Transcribed Image Text:Water inside the tank whose diameter (Dt) has an initial height (Zo) as presented on the figure
above. At time (0) equals to zero, a small plug with hole diameter (h) at the bottom was
released and the water inside the tank starts to flow at a rate (qo). For a constant water density
dz
and no fluid flow losses. The differential equation () that best describe flow of water inside
de
the tank during water drain is
ZP
= - K (gZ/2) 0.50
de
A
ZP
= - K (2gZh) 0.50
de
B
dz
- K (2gZ) 0.50
de
dz
(D
- K (2gh)0.50
de
ZP
= - K (2ghD,)0.30
de
E
Transcribed Image Text:DE
dz
de
Zo
Flow rate (qo)
Hole diameter (h)
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