Q1 Two identical finite systems of constant heat capacity Cp are initially at temperatures Tị and T2 where T1 > T2. (a) The systems are used as heat reservoirs of a Carnot cycle which does an infinitesimal work dW in each cycle. Show that the final equilibrium temperature of the heat reservoirs is T,T2. (b) Show that the final temperature of the systems if they are brought in contact in a rigid adiabatic container is (T1 + T2)/2.

Elements Of Electromagnetics
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Q1 Two identical finite systems of constant heat capacity Cp are initially at temperatures
Tị and T2 where T1 > T2. (a) The systems are used as heat reservoirs of a Carnot cycle
which does an infinitesimal work dW in each cycle. Show that the final equilibrium
temperature of the heat reservoirs is T,T2. (b) Show that the final temperature of the
systems if they are brought in contact in a rigid adiabatic container is (T1 + T2)/2.
Transcribed Image Text:Q1 Two identical finite systems of constant heat capacity Cp are initially at temperatures Tị and T2 where T1 > T2. (a) The systems are used as heat reservoirs of a Carnot cycle which does an infinitesimal work dW in each cycle. Show that the final equilibrium temperature of the heat reservoirs is T,T2. (b) Show that the final temperature of the systems if they are brought in contact in a rigid adiabatic container is (T1 + T2)/2.
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