B/ One mol of ideal gas initially at 400 K and 5 atm undergoes a four-step mechanically reversible cycle in a closed system. First pressure decreases at constant volume to 3.25 atm. then pressure increases isothermally to 2.11 L. followed by constant pressure of 10 atm; and finally the gas returns adiabatically to its initial state. (a) Sketch the cycle on a PV diagram. (b) Calculate Q, W for each step of the cycle. Cp= 20.785.
B/ One mol of ideal gas initially at 400 K and 5 atm undergoes a four-step mechanically reversible cycle in a closed system. First pressure decreases at constant volume to 3.25 atm. then pressure increases isothermally to 2.11 L. followed by constant pressure of 10 atm; and finally the gas returns adiabatically to its initial state. (a) Sketch the cycle on a PV diagram. (b) Calculate Q, W for each step of the cycle. Cp= 20.785.
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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Transcribed Image Text:Q/
A-
One mole of ideal gas initially at 650 K and 10 atm undergoes a four-step
mechanically reversible cycle in a closed system. First pressure decreases
isothermally to 7.6 atm; then pressure decreases at constant volume and
change in Enthalpy = - 5196.3
pressure with change in internal energy = - 3118 J ; and finally, the gas
J; then volume decreases at constant
returns adiabatically to its initial state. Sketch the cycle and Determine
(where unknown) T, V and P and Calculate the four faction for The
irreversible cycle with an efficiency of 80%. CP= 20.786
B/ One mol of ideal gas initially at 400 K and 5 atm undergoes a four-step
mechanically reversible cycle in a closed system. First pressure decreases at constant
volume to 3.25 atm. then pressure increases isothermally to 2.11 L. followed by
constant pressure of 10 atm; and finally the gas returns adiabatically to its initial state.
(a) Sketch the cycle on a PV diagram. (b) Calculate Q, W for each step of the cycle.
Cp= 20.785.
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