An ideal gas is contained inside an insulated rigid vessel as shown in the figure. The vessel is separated in to two chambers A and B by a weightless-frictionless-insulated piston. At initial state pressure and temperature inside chambers A and B are P and T. Initially the volume of chamber A is V while the volume of chamber B is 2V. Heat q was then added extremely slowly to chamber A such that the final volume of the chamber A becomes twice of the volume of final volume of 3PV (Y-1) chamber B. Show that q - 5 [2º — 1]. If necessary, make assumption(s) with justification. 9 Chamber A V Chamber A 2V Chamber B 2V Chamber B V Initial state Final state

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
Chapter1: Introduction
Section: Chapter Questions
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Q1.
An ideal gas is contained inside an insulated rigid vessel as shown in the figure. The vessel is
separated in to two chambers A and B by a weightless-frictionless-insulated piston. At initial state
pressure and temperature inside chambers A and B are P and T. Initially the volume of chamber A
is V while the volume of chamber B is 2V. Heat q was then added extremely slowly to chamber A
such that the final volume of the chamber A becomes twice of the volume of final volume of
3PV
chamber B. Show that q =
[2 – 1]. If necessary, make assumption(s) with justification.
(y-1)
Chamber A
Chamber B
Initial state
2V
Chamber A
Chamber B
Final state
2V
V
Transcribed Image Text:Q1. An ideal gas is contained inside an insulated rigid vessel as shown in the figure. The vessel is separated in to two chambers A and B by a weightless-frictionless-insulated piston. At initial state pressure and temperature inside chambers A and B are P and T. Initially the volume of chamber A is V while the volume of chamber B is 2V. Heat q was then added extremely slowly to chamber A such that the final volume of the chamber A becomes twice of the volume of final volume of 3PV chamber B. Show that q = [2 – 1]. If necessary, make assumption(s) with justification. (y-1) Chamber A Chamber B Initial state 2V Chamber A Chamber B Final state 2V V
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