Physical Chemistry: Quanta, Matter, and Change 2nd edition takes an innovative molecular approach to the teaching of physical chemistry. The distinguished author team presents the subject in a rigorous but accessible manner, allowing students to gain a thorough understanding of physical chemistry.
Physical Chemistry for the Biosciences has been optimized for a one-semester introductory course in physical chemistry for students of biosciences.
The proton, a positively charged particle, was identified by Ernest Rutherford in 1911. Following Rutherford and Marsden's classic experiments with metal foil scattering in 1908, Rutherford proposed the nuclear ...
Peter Atkins' Very Short Introduction explores the contributions physical chemistry has made to all branches of chemistry.
If you are interested in asking 'why' and not just 'how', then you need to understand physical chemistry. Physical Chemistry: How Chemistry Works takes a fresh approach to teaching in physical chemistry.
This revision of the introductory textbook of physical chemistry has been designed to broaden its appeal, particularly to students with an interest in biological applications.
"Physical Chemistry in Depth" is not a stand-alone text, but complements the text of any standard textbook on "Physical Chemistry" into depth having in mind to provide profound understanding of some of the topics presented in these ...
This is not a traditional textbook. It aims to reveal in one single continuous logical development what each successive kind of physical hypothesis tells us about the nature of things.
The Stern–Volmer equation, which is derived in the following Justification, relates the fluorescence quantum yields φf,0 and φf measured in the absence and presence, respectively, of a quencher Q at a molar concentration [Q]: =1+τ0kQ[Q] ...
"Chapter 26 [...] was contributed by Warren Hehre."
V= nRT/p V ∫Vdp pi Pressure, p pf Fig. 3F.5 At constant temperature, the change in Gibbs energy for a perfect gas between two pressures is equal to the area shown below the perfect-gas isotherm. N = n N A energy of a perfect gas at a ...