Liquid to gas expansion temperature change in a tank

AI Thread Summary
The discussion centers on calculating the final temperature in a tank after a liquid boils to maintain constant pressure during an adiabatic process. The user seeks guidance on the appropriate formula, considering the energy of phase change and the implications of Charlie's law regarding pressure and temperature relationships. A response highlights the relevance of the first law of thermodynamics, emphasizing the relationship between internal energy and the mass rate of vaporization. The conversation also touches on the need for specificity in the problem to provide a clearer solution. Overall, the focus is on understanding the thermodynamic principles involved in the phase change process.
PHstud
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Hello !

I have troube doing a calculation.

Let's say we have a volume Vi in a tank at a pressure Pi. If I let my tank open, the tank's liquid will start to boil to keep the pressure Pi inside the tank. Now, at the end, I will have a volume Vf in the tank, and still a pressure Pi.
But the temperature of the tank will have dropped (lets consider adiabatic), which formula could I use to find the final Temperature ? (Maybe using energy of phase change?)

Thank you !
 
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Think logically man,remember Charlie's law stating pressure inversely proportional to temperature.
Please examine whether the substance is volatile or not
 
PHstud said:
Hello !

I have troube doing a calculation.

Let's say we have a volume Vi in a tank at a pressure Pi. If I let my tank open, the tank's liquid will start to boil to keep the pressure Pi inside the tank. Now, at the end, I will have a volume Vf in the tank, and still a pressure Pi.
But the temperature of the tank will have dropped (lets consider adiabatic), which formula could I use to find the final Temperature ? (Maybe using energy of phase change?)

Thank you !
Is this a homework problem?

Do you have a specific problem that you can focus on? The basic relationship, derived from the open system version of the first law of thermodynamics, is that the rate of change of total internal energy within the tank is equal to mass rate of vapor exiting times the enthalpy of the exiting vapor.
 
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Likes John Dalton
Apologies my man.I have made a mistake.won't do this again.
 
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