Work Required per Pound Mass for Isothermal Compression of R-134a - 20 °F

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To determine the work required per pound mass for isothermal compression of R-134a from saturated vapor to saturated liquid at 20 °F, the first law of thermodynamics is essential. The process assumes no heat transfer (Q=0) and neglects potential and kinetic energy changes. Utilizing thermodynamic charts for R-134a will provide necessary properties for calculations. The discussion emphasizes the importance of understanding isothermal and isentropic processes in this context. Overall, the solution involves applying these principles to find the required work.
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Homework Statement



Determine the work required per pound mass to isothermally and frictionlessly compress R-134a in a closed system from a saturated vapor to a saturated liquid at 20 °F.

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The Attempt at a Solution



I do not know where to begin with this problem. Any help would be appreciated. thanks.
 
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Start with the first law of thermodynamics. Probably a few assumptions in the problem, like KE and PE = ?
Also you'll need the charts, probably in the back of your text.
 
Just to add:

Write down the first law.

Isothermal...Q=0
Isentropic...No Entropy production
You can also assume no potential or kinetic changes.

What is left?
 
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