Fluctuation theory of solutions: applications in chemistry, chemical engineering, and biophysics / ed. by P.E.Smith, E.Matteoli, J.P.O'Connell. - Boca Raton: CRC Press/Taylor & Francis, 2013. - xxvi, 368 p.: ill. - Ref.: p.325-354. - Ind.: p.355-368. - ISBN 978-1-4398-9922-9  Место хранения:   038 | Институт химии и химической технологии CO РАН | Красноярск

Оглавление / Contents

Preface ....................................................... vii Acknowledgments ................................................ ix Contributor List ............................................... xi Prolegomenon to the Fluctuation Theory of Solutions .......... xiii Robert M. Mazo Chapter 1 Fluctuation Solution Theory: A Primer ................ 1 Paul E. Smith, Enrico Matteoli, and John P. O'Connell Chapter 2 Global and Local Properties of Mixtures: An Expanded Paradigm for the Study of Mixtures ...... 35 Arieh Ben-Nairn Chapter 3 Preferential Solvation in Mixed Solvents ............ 65 Yizhak Marcus Chapter 4 Kirkwood-Buff Integrals in Fully Miscible Ternary Systems: Thermodynamic Data, Calculation, Representation, and Interpretation .................. 93 Enrico Matteoli, Paolo Gianni, and Luciano Lepori Chapter 5 Accurate Force Fields for Molecular Simulation ..... 117 Elizabeth A. Ploetz, Samantha Weerasinghe, Myungshim Kang, and Paul E. Smith Chapter 6 Fluctuation Solution Theory Properties from Molecular Simulation ............................... 133 Jens Abildskov, Rasmus Wedberg, and John P. O'Connell Chapter 7 Concentration Fluctuations and Microheterogeneity in Aqueous Mixtures: New Developments in Analogy with Microemulsions ................................ 163 Aurelien Perera Chapter 8 Solvation Phenomena in Dilute Solutions: Formal Results, Experimental Evidence, and Modeling Implications ....................................... 191 Ariel A. Chialvo Chapter 9 Molecular Thermodynamic Modeling of Fluctuation Solution Theory Properties ......................... 225 John P. O'Connell and Jens Abildskov Chapter 10 Solubilities of Various Solutes in Multiple Solvents: A Fluctuation Theory Approach ............ 257 Ivan L. Shulgin and Eli Ruckenstein Chapter 11 Why Is Fluctuation Solution Theory Indispensable for the Study of Biomolecules? ..................... 287 Seishi Shimizu Chapter 12 Osmophobics and Hydrophobics: The Changing Landscape of Protein Folding ....................... 309 Matthew Auton and B. Montgomery Pettitt References .................................................... 325 Index ......................................................... 355