Maximizing CFM Potential: Calculating Air Tank Capacity and Volume Differences

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SUMMARY

This discussion focuses on calculating the CFM potential of a 10-gallon air tank and comparing it to a 10-pound CO2 tank. A 10-pound tank, under typical conditions, has a volume of approximately 5.2 liters (1.4 gallons) and operates at around 1800 psi. The CFM potential is influenced by factors such as orifice size, regulator design, and thermal conductivity, making precise calculations complex due to multiple variables involved.

PREREQUISITES
  • Understanding of CFM (Cubic Feet per Minute) calculations
  • Knowledge of gas densities and pressures, specifically for CO2
  • Familiarity with air tank specifications and capacities
  • Basic principles of fluid dynamics and gas behavior
NEXT STEPS
  • Research the impact of orifice size on CFM output
  • Study the design and function of air regulators
  • Learn about the properties of CO2 at various pressures and temperatures
  • Explore fluid dynamics principles relevant to gas flow in tanks
USEFUL FOR

This discussion is beneficial for engineers, technicians, and hobbyists involved in pneumatic systems, air tank design, and anyone interested in optimizing gas flow and pressure in compressed air applications.

281mustang
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Say I have a 10 gallon air tank, how would I figure out the CFM potential for the given volume?

Also, what is the volume difference between a 10 gallon tank and 10 lbs. tank?
 
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281mustang said:
Say I have a 10 gallon air tank, how would I figure out the CFM potential for the given volume?

Also, what is the volume difference between a 10 gallon tank and 10 lbs. tank?

Apparently "ten pound tanks" are sold commercially and have a nominal capacity for ten pounds of compressed gas, usually CO2 at a working pressure of around 1800 psi.

At that pressure at room temperature, CO2 has a density of around 860 kg per cubic meter.

10 pounds is around 4.5 kg. A cubic meter is 1000 liters, so a ten pound tank works out to about 5.2 liters -- somewhere around 1.4 gallons. [If you trust my calculations]

So a 10 gallon tank is going to be roughly a 70 pound tank.

Given the size of a 20 pound propane bottle, those numbers seem to be in the right ball park.


CFM... That's a question of orifice size, regulator design and, to some extent, thermal conductivity. One assumes that you're talking about cubic feet of gas produced at STP. There are physics principles involved, but too many variables to be able to provide a meaningful number from first principles. (Explosive release would give you one boatload of cubic feet in quite a bit less than a minute).
 

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