- 22,170
- 3,327
- Author: Donald McQuarrie, John Simon
- Title: Physical Chemistry: A Molecular Approach
- Amazon Link: https://www.amazon.com/dp/0935702997/?tag=pfamazon01-20
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The book "Physical Chemistry: A Molecular Approach" by Donald McQuarrie and John Simon covers essential topics such as temperature, standard Gibbs' energy, electromotive force, and equilibrium constants. It includes discussions on isotherms, their relationship to Gibbs' free energy, and the reaction quotient Q. The text is noted for its challenging practice problems, similar to those found in McQuarrie's other works on statistical mechanics and quantum mechanics. Overall, the book provides a comprehensive treatment of physical chemistry concepts from a microscopic perspective.
PREREQUISITESStudents and professionals in chemistry, particularly those studying physical chemistry, electrochemistry, and thermodynamics. This discussion is beneficial for anyone seeking to deepen their understanding of molecular approaches to physical chemistry concepts.
I am not sure if the text covers electrochemistry but it does cover temperature, free energies, equilibrium constants, etc.Big-Daddy said:Does anyone know if this book includes the relationships between temperature, the standard Gibbs' energy, the electromotive force (i.e. cell potentials) and equilibrium constants?
Jorriss said:I am not sure if the text covers electrochemistry but it does cover temperature, free energies, equilibrium constants, etc.
He covers those concepts - though I'm not sure what relationship to gibbs free energy you have in mind for isotherms.Big-Daddy said:Does the text cover "isotherms" (don't actually know what they are), their relationship to Gibbs' free energy, and the relationship between Gibbs' energy and the reaction quotient Q?
Quite importantly, does it give nice challenging practice problems?
Jorriss said:He covers those concepts - though I'm not sure what relationship to gibbs free energy you have in mind for isotherms.
I haven't done problems from this book. His stat mech and quantum books have some good problems though so I assume this is similar.