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Elements of Physical Chemistry
This note endeavors to provide an overview of the physical chemistry concepts and applications that are most relevant to biological sciences. Topics covered includes: First Law of Thermodynamics, Second Law of Thermodynamics, Free Energy and Chemical Equilibria, The Statistical Foundations of Biophysical Chemistry, Physical Equilibria, Electrochemistry, The Motions of Biological Molecules, Kinetics: Rates of Chemical Reactions, Enzyme Kinetics, Molecular Structure and Interaction: Theory and Biomolecules, Optical Spectroscopy, Magnetic Resonance and Climate Change.
Author(s): Prof. Patrik Callis
NA Pages 
Atkin's Physical Chemistry is one of the most informative and most highly appreciated textbooks in the field of physical chemistry, covering topics from equilibrium through properties of gases to thermodynamic laws and physical transformations of materials. The book also touches on such key matters as quantum theory, atomic structure, molecular symmetry, and molecular spectroscopy. Advanced subjects are also covered namely, statistical thermodynamics, reaction kinetics, and molecular reaction dynamics. The book is suited for students and researchers wishing to delve deeper into the principles that govern chemical behavior at the molecular level, explained clearly and in depth.
Author(s): Peter Atkins, Julio de Paula
1085 Pages
Physical Chemistry Lecture notes by M. Kuno
This lecture note will introduce the major concepts of physical chemistry based on thermodynamics, chemical equilibrium, and kinetics. The topics include the first law of thermodynamics, heat capacities, enthalpy, thermochemistry, free energy, Helmholtz and Gibbs free energy; and an application of free energy to phase transitions, mixtures, and equilibrium. Common equations and symbols are summarized in detail, such that assimilation of knowledge is enhanced. For students, this is a great source material for those taking courses in physical chemistry-this book sets out clearly the structure of fundamental ideas and solving techniques.
Author(s): M. Kuno
313 Pages