Calculations Help: Working Out SF6 Usage in Litres

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SUMMARY

The discussion centers on calculating the usage of SF6 gas in a 67.4-litre vessel filled to 6 Bar. The density of SF6 at 20°C and 6 Bar is approximately 46.5 kg/m³, indicating that the gas is superheated under these conditions. Participants emphasize the importance of distinguishing between gas and liquid measurements, suggesting that the user clarify whether they need to calculate gas volume or liquid volume for the vessel.

PREREQUISITES
  • Understanding of gas laws and behavior, particularly for superheated gases.
  • Knowledge of SF6 properties, including its density at various temperatures and pressures.
  • Familiarity with pressure measurement units, specifically gauge and absolute pressure.
  • Basic thermodynamics, especially regarding phase changes and saturation temperatures.
NEXT STEPS
  • Research the ideal gas law and its application to SF6 calculations.
  • Learn how to convert between mass and volume for gases, specifically using density.
  • Investigate the properties of SF6 at different temperatures and pressures for accurate measurements.
  • Explore methods for determining liquid volume requirements from gas measurements.
USEFUL FOR

This discussion is beneficial for chemical engineers, HVAC professionals, and anyone involved in the handling or calculation of SF6 gas usage in industrial applications.

Scara
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Hi Folks,

Not the best at this so hoping somebidy can help me.

I have a 67.4 litre vessel and I'm filling it with SF6 to 6Bar. Can I work out how much SF6 I'm using in litres?

Is this a dumb question? should nI be asking what weight I'm using.

I've been asked to supply usage in litres.
 
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Hi Scara. I can give you the density of SF6 if you can provide the temperature and verify the pressure is gage and not absolute pressure.
 
The sf 6 is at room temperature around 20deg Celsius . Pressure measured on vessel with gage.
 
At 6 barg and 20 C, density is roughly 46.5 kg/m3. The saturation temperature at this pressure is -19 C and at atmospheric pressure the saturation temperature is -68 C.

So at this pressure and temperature, you have a superheated gas. I'm not sure why or how you could put that into liters, but I wonder if there is a liquid source and you're being asked to determine how many liquid liters are needed for this 64.7 L vessel, in which case you need to define the conditions of the liquid source.
 

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