Air pressure and water height vs valve operation time

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SUMMARY

This discussion focuses on the design of a small water tank with a regulated air intake to control water expulsion. The user aims to expel a specific volume of water (300 mL) using a valve that regulates air pressure at 5 psi. Key principles discussed include the relationship between air pressure and water height, as described by the formula P=z*rho*g, and the ideal gas law. The consensus suggests that using a positive displacement piston pump, specifically a syringe, is a more straightforward method for achieving the desired water expulsion than relying on air pressure regulation.

PREREQUISITES
  • Understanding of fluid mechanics, specifically the principles of incompressibility and pressure dynamics.
  • Familiarity with the ideal gas law and its application in pressure calculations.
  • Knowledge of positive displacement pumps and their operational principles.
  • Basic mechanical engineering concepts related to valve operation and fluid control.
NEXT STEPS
  • Research the design and operation of positive displacement piston pumps.
  • Study the application of the ideal gas law in practical scenarios involving air pressure and volume.
  • Explore fluid dynamics principles related to incompressible fluids and their implications in engineering.
  • Investigate the use of syringes in fluid control systems for precise volume dispensing.
USEFUL FOR

This discussion is beneficial for mechanical engineering students, fluid dynamics enthusiasts, and anyone involved in designing systems for precise fluid control and expulsion.

MrCedgy
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Ok, so I am trying to build myself a small water tank (about 1 L) with 2 tubes coming from the top. The first one goes all the way down to the bottom (thus in the water) and acts as the outtake. The second one is an air intake where the air pressure is regulated, say 5 psi. Now, I want to be able to time the valve regulating the air intake so as to control the amount of water expelled from the tank (for example, I could want to expel 300 mL).

I know from my classes (I am a future mechanical engineer who freshly started his degree) that the air pressure to maintain a water column of height 'z' to be P=z*rho*g, which would also be equal to (n*R*T/V) by the ideal gas law.

Now, my hunch is that in order to time the valve, I need the number of moles of air that goes from my compressed air to the water tank every second, which could be evaluated from the pressure difference.

The main reason I am doubting myself is because I am pretty sure there is an easier way to deal with this, especially since my air pressure is normalized.

If you need any clarification, I would be happy to oblige!

Have a nice day!
 
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Allowing air in the tank makes it unnecessarily difficult.

Water is incompressible. If the tank contains only water, it is much easier. To expell 300 ml of water, inject 300 ml of water.

The best way to do that in a calibrated fashion is with a positive displacement piston pump. In your case, I recommend a syringe.
 

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