dsengere
Mechanical
- Aug 13, 2015
- 2
Hi. I need some serious help!
I'm trying to find the energy (or work, in kj/kg) required to compress saturated water vapor BACK into liquid water.
The idea is that instead of condensing the water through loss of the enthalpy of vaporization, I instead turn the vapor back into water via compression. The purpose for this method is so that I can transfer heat back into the parent liquid (to vaporize it) instead of wasting the energy required to vaporize the water in the first place (enthalpy of vaporization).
I've seen this image:
where work is equal to the pressure of the vapor times the change in specific volume (w=P(v_2-v_1). I don't quite understand how this would look on a PV or TV diagram. Can someone help me visualize and calculate this work?
Any help would be much appreciated!
I'm trying to find the energy (or work, in kj/kg) required to compress saturated water vapor BACK into liquid water.
The idea is that instead of condensing the water through loss of the enthalpy of vaporization, I instead turn the vapor back into water via compression. The purpose for this method is so that I can transfer heat back into the parent liquid (to vaporize it) instead of wasting the energy required to vaporize the water in the first place (enthalpy of vaporization).
I've seen this image:

where work is equal to the pressure of the vapor times the change in specific volume (w=P(v_2-v_1). I don't quite understand how this would look on a PV or TV diagram. Can someone help me visualize and calculate this work?
Any help would be much appreciated!