Minoui11
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Hello!
1. Homework Statement
I need to find the instantaneous height of a liquid during the simultaneous filling and emptying (through a hole) of a cylinder. I have varying Qin at incremental time of 1 sec. with cylinder area=5 cm and orifice area=0.5 cm.
Torricelli's theorem
Continuity equation[/B]
1) Used V=Qt to find volume for each flow rate.
2) Calculated H=V/A.
3) Used torricelli's theorem to calculate Qout.
But this doesn't seem to me like the correct modeling of the problem and am stuck on how to go about it.
1. Homework Statement
I need to find the instantaneous height of a liquid during the simultaneous filling and emptying (through a hole) of a cylinder. I have varying Qin at incremental time of 1 sec. with cylinder area=5 cm and orifice area=0.5 cm.
Homework Equations
Torricelli's theorem
Continuity equation[/B]
The Attempt at a Solution
1) Used V=Qt to find volume for each flow rate.
2) Calculated H=V/A.
3) Used torricelli's theorem to calculate Qout.
But this doesn't seem to me like the correct modeling of the problem and am stuck on how to go about it.