How much mass is released to decrease the pressure

AI Thread Summary
To determine the mass of vapor released when lowering the pressure in a saturated pressure vessel from 1 MPa to 0.9 MPa, it is essential to consider the enthalpy balance and whether the temperature remains constant. The initial approach of assuming constant water height while venting air is flawed, as it does not accurately reflect the system's behavior. Understanding the presence of air in the headspace and the thermal conditions of the system is crucial for accurate calculations. The first law of thermodynamics should be applied to assess the changes in mass and energy. Properly accounting for these factors will lead to a more accurate estimation of the vapor mass released.
wasmaro
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Homework Statement
I have a pressure vessel with saturated water and vapor at 1 MPa. I'd like to determine how much vapor mass is released if I lower the pressure to .9 MPa.

Any ideas how I can do that?
Relevant Equations
First law of Thermodynamics
My best estimate was to find the water height and assume it remains constant when venting the air. I know the initial weights of vapor and liquid ( I know the total mass of substance inside the vessel), so I find the new density of water and vapor and calculate the "new" mass and take the difference from the initial mass. However, that's obviously wrong since the water height should not be constant.
Any suggestions?
 
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wasmaro said:
Problem Statement: I have a pressure vessel with saturated water and vapor at 1 MPa. I'd like to determine how much vapor mass is released if I lower the pressure to .9 MPa.

Any ideas how I can do that?
Relevant Equations: First law of Thermodynamics

My best estimate was to find the water height and assume it remains constant when venting the air. I know the initial weights of vapor and liquid ( I know the total mass of substance inside the vessel), so I find the new density of water and vapor and calculate the "new" mass and take the difference from the initial mass. However, that's obviously wrong since the water height should not be constant.
Any suggestions?
Are you saying that there is air in the head space? Is the temperature remaining constant, or is the system insulated? or something else?
 
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