Analysis of Pressurized Cylinder: Flashing to Steam or Hot Water?

AI Thread Summary
In a pressurized cylinder containing water at 200°F and 300 psig, opening a drain valve to the atmosphere can result in a combination of hot water and steam. Calculations using the formula for flash steam indicate that approximately 22% of the water may flash to steam, based on enthalpy values at the respective pressures. The enthalpy of the liquid at high pressure (hf1) and at atmospheric pressure (hf2) are crucial for these calculations, along with the latent heat of vaporization (hfg2). Different contributors provided varying results, with one suggesting around 12% steam based on their enthalpy values. The discussion emphasizes the importance of using the correct enthalpy values for accurate flash steam calculations.
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I have a question for you all, say you have a pressurized cylinder with water in it, it is at 200*F and at a pressure of 300psig. Now you open a drain valve on the bottom to the atomosphere.

Will it flash to stream or just come out as hot water or a combo of the two?

What equations and info do tyou use to figure this out?

Thanks!
 
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Here is a calculation for flash steam:

% flash steam = (100 * (hf1 - hf2)) / hfg2

where:
hf1 = enthalpy of liquid at pressure p1
hf2 = enthalpy pf liquid at pressure p2
hfg2 = latent heat of vaporization at pressure p2

This calculation is from ASHRAE Systems 2004.

Now if I'm interpretting this correctly, that equals

% flash steam = (100 *(393.84 - 180.07)) / 970.3 =
% flash steam = (100 *(213.7)) / 970.3 =
% flash steam = 21377.00 / 970.3 = 22.03%

So approximately 22% should flash to steam.

Do not try this experiment at home!
 
what units are you using? I used 80*F as the ambient temp.

I got hf1=169 BTU/lb, hf2=49 BTU/lb and hfg2 970 BTU/lb.

so I came up with 12% steam.
 
Sat. Liquid Enthalpy hf of 393.84 at 300 psi Abs Pressure and 180.07 at atmospheric pressure of 14.696 psi Abs Pressure.

I'm not positive that I am right, but the formula calls for the hf at the given pressure, not the given temperature. Maybe someone else can verify this.
 
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