Thanks for all the clarification LittleInch.
I think this all makes sense to me.
So I could calculate the gas volume required by using the vessel parameters of volume(64m3), pressure(1000bar) and temperature(1473K) with a choice of two inputs.
Inputs 1
Pressure = 1.01bar
Volume = 11m3...
@LittleInch, I've revised the calculation in my post '28 Nov 18 11:54'.
Can you please review to see does this method seem logical?
And yes the Hot Isostatic Pressure (HIP) Vessels rely on a set of compressors to reach the required pressure.
I missed that one when updating, but have corrected it now. Thanks!
I'm not familiar with the method of recycling gas but some research has shown between 90-95% of the gas is commonly recovered with this process.
No probs-I've edited the post above so hopefully that measier to follow. And thanks for the correction.
I'm doing the calculation on behalf of a customer so don't have a photo. I've a call with the machine manufacturer next week so will try and get a pic if possible. (It's not available online)...
Thanks for the feedback.
@LittleInch, it's been a long time since I've used any such calculation so I'm not familiar with the standard terminologies as I once may have been, apologies for this it is not laziness it's just non-familiarity. So, yes you are correct in that when I use spatial...
Thanks for the replies.
@latexman, the spatial volume is the volumetric space inside the cylinder at atmospheric pressure. The gas volume (argon) is the pressurized argon in the cylinder i.e. 47litres at 230bar.
Am i missing something here? e.g. the 11 litres of air at atm pressure would equate...
Hi, Can someone please assist me with the following thermodynamics calculation;
It's been about 15years since I've done any Thermodynamics so it feels like I'm starting from scratch again.
I want to calculate the volume of argon gas required to pressurize a sealed vessel to a specific pressure...
