3. Air in a closed vessel of fixed volume 0.25 m3 exerts pressure of 17 bar at 255 °C. If the vessel is cooled so that the pressure falls to 4.7 bar, determine the final pressure, heat transfer and change of entropy. Given Data: V1 = 0.25 m3 P1 = 17 bar = 1700 KN/m² T1 = 255°C = 528 K p2 = 4.7 bar = 470 KN/m² To find: 1) The final pressure 2) Heat transfer 3) Change of entrony
3. Air in a closed vessel of fixed volume 0.25 m3 exerts pressure of 17 bar at 255 °C. If the vessel is cooled so that the pressure falls to 4.7 bar, determine the final pressure, heat transfer and change of entropy. Given Data: V1 = 0.25 m3 P1 = 17 bar = 1700 KN/m² T1 = 255°C = 528 K p2 = 4.7 bar = 470 KN/m² To find: 1) The final pressure 2) Heat transfer 3) Change of entrony
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
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Based on this question, can you explain in words the theory behind the second law of
![Second Law of Thermodynamics
3. Air in a closed vessel of fixed volume 0.25 m³ exerts pressure of 17 bar at 255 °C. If the vessel is cooled
so that the pressure falls to 4.7 bar, determine the final pressure, heat transfer and change of entropy.
Given Data:
V1 = 0.25 m3
P1 = 17 bar = 1700 KN/m?
T1 = 255°C = 528 K
p2 = 4.7 bar = 470 KN/m²
To find:
1) The final pressure
2) Heat transfer
3) Change of entropy](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Faf943bab-b615-43d7-a303-ffa6b44d789e%2F6bc2a59d-110b-4ae9-beed-fe5b6b637702%2Ffqglitqxa_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Second Law of Thermodynamics
3. Air in a closed vessel of fixed volume 0.25 m³ exerts pressure of 17 bar at 255 °C. If the vessel is cooled
so that the pressure falls to 4.7 bar, determine the final pressure, heat transfer and change of entropy.
Given Data:
V1 = 0.25 m3
P1 = 17 bar = 1700 KN/m?
T1 = 255°C = 528 K
p2 = 4.7 bar = 470 KN/m²
To find:
1) The final pressure
2) Heat transfer
3) Change of entropy
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