How Do You Calculate ΔH and Determine Volume Changes in Thermodynamics?

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To calculate ΔH for the given thermodynamic process, the relationship ΔU = ΔH - PΔV is essential. Given that ΔU is -225 kJ and expansion work is +52 kJ, the change in enthalpy can be derived as ΔH = ΔU + PΔV. The confusion arises from understanding the signs of work and how they affect the calculations. In this case, the volume increases due to the positive work done by the system during expansion. Understanding these relationships clarifies how to approach similar thermodynamic problems.
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Hi All!
I ran across a homework problem ans am confused by the question.
here it is:
For a certain process at constant pressure, ∆U = − 225 kJ and +52 kJ of expansion work is
done. What is ∆H for this process and does the volume increase or decrease?

I know that ∆U=q+w and therefore q=-277 kJ, also I know that change in enthalpy = ∆U-P∆V.
However I am all confused on the relationship between these variables.

I appreciate any feedback. Thank you for your time.
 
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delta U = delta H - work ( done on the system or by the system )
delta U , internal energy can be gained or lost
delta H , is negative if heat is evolved and positive if heat is absorbed.
work = PdeltaV and is negative if done by the system , as in expansion
and is positive if done on the system.
So the double negative gave you the + 52 kJ
 
deviljay said:
Hi All!
I ran across a homework problem ans am confused by the question.
here it is:
For a certain process at constant pressure, ∆U = − 225 kJ and +52 kJ of expansion work is
done. What is ∆H for this process and does the volume increase or decrease?

I know that ∆U=q+w and therefore q=-277 kJ, also I know that change in enthalpy = ∆U-P∆V.
However I am all confused on the relationship between these variables.

I appreciate any feedback. Thank you for your time.

correction to my previous reply: there is no double negative giving a + 52 kJ
delta U = delta H - work,PV so in the above problem it should be
-225 kJ = -173 kJ - 52 kJ
 
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