Calculate Heat Transfer for Cooling Saturated Water in a Closed Tank

In summary, the problem involves a closed, rigid tank containing saturated liquid water that is cooled to a final temperature of 50 degrees C. The masses of saturated vapor and liquid present are given, but the specific internal energy of the initial saturated liquid water is needed to calculate the heat transfer for the process. However, this value cannot be found without knowing either the pressure or temperature of the water before cooling. The 50 degrees C temperature may be used in some way to find one of these values, but it is not clear how to calculate it.
  • #1
Xkaliber
59
0

Homework Statement



Saturated liquid water contained in a closed, rigid tank is cooled to a final state where the temperature is 50 degrees C and the masses of saturated vapor and liquid present are 0.03 and 1999.97 kg, respectively. Determine the heat transfer for the process, in kJ.

Homework Equations



u = (1-x)u_f + x(u_g)

The Attempt at a Solution



Well, I am able to find the values for all my variables except for the specific internal energy of the initial saturated liquid water. The value can be found on a saturation table but to do so, I need to know either the pressure or the temperature of the water, which is not given in the problem. Any hints on obtaining one these values?

Thanks
 
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  • #2
Xkaliber said:
Saturated liquid water contained in a closed, rigid tank is cooled to a final state where the temperature is 50 degrees C and ...

...The value can be found on a saturation table but to do so, I need to know either the pressure or the temperature of the water, which is not given in the problem.


Will this help?
 
  • #3
lol, I wish it were that easy, but I actually need the pressure or the temp of the saturated liquid before cooling. I am sure the 50 degrees C value is used in some way, direct or indirect, to find one of the numbers I need, but I am not sure how to calculate it.
 

FAQ: Calculate Heat Transfer for Cooling Saturated Water in a Closed Tank

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