Consider a rigid container with 2 moles of an ideal gas initially at 8 bar and 337 o How much heat needs to be removed to bring the pressure in the chamber to 1 bar? Calculate also the W, DU and DH during the process. Assume a constant heat capacity at constant pressure (Cp =7R/2).

Introduction to Chemical Engineering Thermodynamics
8th Edition
ISBN:9781259696527
Author:J.M. Smith Termodinamica en ingenieria quimica, Hendrick C Van Ness, Michael Abbott, Mark Swihart
Publisher:J.M. Smith Termodinamica en ingenieria quimica, Hendrick C Van Ness, Michael Abbott, Mark Swihart
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Consider a rigid container with 2 moles of an ideal gas initially at 8 bar and 337 o How much heat needs to be removed to bring the pressure in the chamber to 1 bar? Calculate also the W, DU and DH during the process. Assume a constant heat capacity at constant pressure (Cp =7R/2).

 

 

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Tnihat state
1.
ideal
ga
ideal go
We?
su:?
P-8 bar
P 1bar
T 337°C
System ideal gas contained in the ngid container
closed syotem, APE=O S oKE=O
Mass balance
MAratEMntial=m suice there a
no chemicel
reaction)
GEB
A(nu)
AMU)=Q+W
2o why?
Cy:f(T)
only for
n Cy (I-T)Q unknowns Te
we need one more intensive property at the final statel
closed system, ngid container
volume is constant
Specihic volume is constant
Pe Pf YE
KTF
second eqUation
P
Solve for
If Q, Au & AH,
what is w?
Transcribed Image Text:Tnihat state 1. ideal ga ideal go We? su:? P-8 bar P 1bar T 337°C System ideal gas contained in the ngid container closed syotem, APE=O S oKE=O Mass balance MAratEMntial=m suice there a no chemicel reaction) GEB A(nu) AMU)=Q+W 2o why? Cy:f(T) only for n Cy (I-T)Q unknowns Te we need one more intensive property at the final statel closed system, ngid container volume is constant Specihic volume is constant Pe Pf YE KTF second eqUation P Solve for If Q, Au & AH, what is w?
Expert Solution
Step 1 Given data

Number of moles of the gas n = 2 moles

Pressure, P1=8 bar

Pressure, P2=1 bar

Temperature, T1=337°C=(337+273) K =610 K

Constant heat capacity at constant pressure ,CP=7R/2

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