9.43

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Megan Purl 1E
Posts: 49
Joined: Fri Sep 29, 2017 7:07 am

9.43

Postby Megan Purl 1E » Sun Feb 04, 2018 10:45 pm

Can someone help with this question?
Suppose that 50.0 g of H20(l) at 20.0 C is mixed with 65.0g of H20(l) at 50.0 C at constant atmospheric pressure in a thermally insulted vessel. Calculate delta S and delta S tot for the process.

Anh Nguyen 2A
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Joined: Fri Sep 29, 2017 7:05 am
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Re: 9.43

Postby Anh Nguyen 2A » Mon Feb 05, 2018 12:14 am

You set qhot=-qcold to calculate the final temperature of the system as this is a thermally insulated vessel. (q=m.C.deltaT)
deltaS total = deltaS of the hot water + deltaS of the cold water
Calculate deltaS of each using deltaS=m.C.ln(T2/T1)

Julian Krzysiak 2K
Posts: 49
Joined: Fri Sep 29, 2017 7:07 am

Re: 9.43

Postby Julian Krzysiak 2K » Mon Feb 05, 2018 12:16 am

Because we need to know the entropy of both the system (20 C) and the surroundings (50 C), we need to use the equation for finding the entropy with the final and initial temperatures. Unfortunately, they don't give us the final Temperature, so we have to find it ourselves. So you set both of the equations equal to each other, using , and that will get you the final temperature ( Remember to set the "surroundings" as negative). Now you can solve the entropies for both the system and the surroundings now that we have the final and initial temperatures.

To calculate the Total Entropy, simply add both entropies together.


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