Book on Chemical Thermodynamics

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The discussion centers on difficulties with Chapter Five of "An Introduction to Thermal Physics" by Daniel Schroeder, specifically regarding chemical thermodynamics and the application of the equation μ(T,P) = μ^0(T) + kTln(P/P^0). The user seeks alternative resources to gain a clearer understanding of these concepts, particularly in relation to Gibbs free energy and its implications for inert gases in equilibrium systems. There is confusion about how to apply this equation in exercises, especially concerning Raoult's law, osmotic pressure, and phase transitions of mixtures. Recommendations for additional textbooks include Lewis & Randall and Irving Klotz. The need for different perspectives on the material is emphasized to enhance comprehension.
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I am currently using a book called "An Introduction to Thermal Physics" by Daniel Schroeder, and there is a part of the book I am struggling with. So, I am looking for some other book that can help me learn the same stuff (to get a different perspective on the same material). For people familiar with the book, I am struggling with chapter five. For those who are not:

It is a chapter on free energy and chemical thermodynamics. The part I am struggling with is the chemical thermodynamics. For instance, the parts he uses one equation in particular are odd to me (for ideal gasses):

μ(T,P) = μ^0(T)+ kTln(\frac{P}{P^0})

He deduces this by using Gibbs free energy. I get the deduction, but I do not understand how to use it.

So, when he asks me to use this in exercises to understand what happens when, for instance, an inert gas is added to a system in which a reactive gas is in equilibrium with its liquid phase, I do not know what to do.

He uses the equation above to deduce Raoult's law.

I do not understand osmotic pressure, phase transitions of mixtures and Van't Hoff's formula.
 
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Lewis & Randall, 2nd ed., revised by Pitzer & Brewer. Or, Irving Klotz.
 
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