Consider a closed, isolated system that consists of two substances 1 and 2 that both have constant volume and have constant volume heat capacities over the relevant temperature range: Cv1 = 1J/K and cp2 = 2J/K. Substance 1 is initially prepared at T,0 = 100K, while substance 2 is initially prepared at T2,0 1,0 = 200K. Suppose instead that we want to cool substance 1 from T, . 100K to T1,f = 90K. %3D

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Chapter2: Steady Heat Conduction
Section: Chapter Questions
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Assuming that the composite system is closed and isolated, what is the minimum increase in the entropy of substance 2 in order for this process to occur?

Consider a closed, isolated system that consists of two substances 1 and 2 that both have constant
volume and have constant volume heat capacities over the relevant temperature range: Cv1 =
1J/K and Cy2
= 2J/K. Substance 1 is initially prepared at T1,0
100K, while substance 2 is
initially prepared at T2,0
200K.
Suppose instead that we want to cool substance 1 from T, .
100K to Tf = 90K.
Transcribed Image Text:Consider a closed, isolated system that consists of two substances 1 and 2 that both have constant volume and have constant volume heat capacities over the relevant temperature range: Cv1 = 1J/K and Cy2 = 2J/K. Substance 1 is initially prepared at T1,0 100K, while substance 2 is initially prepared at T2,0 200K. Suppose instead that we want to cool substance 1 from T, . 100K to Tf = 90K.
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