Why is Delta S purely dependent on gases?

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The discussion centers on the relationship between the number of moles of gas and entropy changes. It emphasizes that an increase in the number of moles of gas typically leads to an increase in entropy (ΔS>0), as stated by the teacher. However, the example provided raises questions about this principle, particularly when considering reactions that involve both gas and liquid phases, which can complicate the interpretation of moles and their impact on entropy. The conversation highlights the importance of understanding the processes that lead to changes in the number of moles and clarifies that the principle of entropy as an extensive property is crucial in these discussions. Overall, while the increase in moles of gas generally correlates with increased entropy, specific reactions may require deeper analysis to fully understand the entropy changes involved.
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My teacher constantly stresses that 10 moles of a gas going to 11 moles of a gas will ALWAYS cause an increase in entropy (ΔS>0). But why? For example (I know that O2 shouldn't technically be a liquid, but just as an example):
2H2O(g)⇔H2O(g)+(3/2)O2(l)+2H2
It seems iffy to me. We go from 2mol(g)↔1mol(g), BUT we also have 2moles⇔(7/2)moles. Is the moles of gas rule just a "it usually works" kind of rule, or is it a tried-and-true physics fact?
Thanks so much! :smile:
 
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patrickbotros said:
10 moles of a gas going to 11 moles of a gas

10 moles of a gas don't change into 11 moles of a gas, that's mass conservation at wok. Apparently you think about some process in which number of moles of gas changes - but what process it is, and why does the number of moles of gas change? What are other things involved?

Or perhaps you just misunderstand the idea that entropy is an extensive property?
 
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