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eBook Quantum Chemical and Statistical Theory of Solutions: A Computational Approach (Ellis Horwood Series in Physical Chemistry) ePub

eBook Quantum Chemical and Statistical Theory of Solutions: A Computational Approach (Ellis Horwood Series in Physical Chemistry) ePub

by B Ya Simkin,I I Sheykhet

  • ISBN: 0137474601
  • Category: Chemistry
  • Subcategory: Math Science
  • Author: B Ya Simkin,I I Sheykhet
  • Language: English
  • Publisher: Prentice Hall PTR (April 27, 1995)
  • Pages: 357
  • ePub book: 1942 kb
  • Fb2 book: 1616 kb
  • Other: lrf docx azw mbr
  • Rating: 4.2
  • Votes: 165

Description

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Together, let's build an Open Library for the World. Are you sure you want to remove Quantum chemical and statistical theory of solutions from your list? Quantum chemical and statistical theory of solutions. a computational approach. by B. I͡A Simkin, Simkin, Sheykhet. Published 1995 by Ellis Horwood in London, New York. Quantum chemistry, Solution (Chemistry), Statistical methods.

Bibliographic Details Publisher: Ellis Horwood Lt. Since 1961 we've handled thousands of private and technical libraries.

Bibliographic Details Publisher: Ellis Horwood Ltd. Publication Date: 1995. Book Condition: Good. Our family business knows books and we treat our clients with top-notch customer service. If you have any questions about our listings, please don't hesitate to contact us.

Sheikhet, Quantum Chemical and Statistical Theory of Solutions A Computational Approach, Horwood . Another approach is to employ rigorous statistical thermodynamic theories

Sheikhet, Quantum Chemical and Statistical Theory of Solutions A Computational Approach, Horwood, London, UK, 1995. Another approach is to employ rigorous statistical thermodynamic theories. In this paper, the Kirkwood-Buff (KB) theory of solutions (fluctuation theory of solutions) is employed to analyze the thermodynamics of multicomponent mixtures, with the emphasis on quaternary mixtures. This theory connects the macroscopic properties of re-component solutions, such as the isothermal compressibility, the concentration deriva-.

By combining quantum chemical and statistical approaches in one volume, this book acts as a guide through many of the methods used in the theory of solutions and shows how to apply findings to solve various solution chemistry problems

By combining quantum chemical and statistical approaches in one volume, this book acts as a guide through many of the methods used in the theory of solutions and shows how to apply findings to solve various solution chemistry problems. Part One discusses methods of quantum chemistry and statistical physics as applied to simulation of liquid phase properties, and Part Two covers the applications of the methods in the study of the properties of infinitely diluted electrolyte and non-electrolyte solutions, the mechanisms of association, and chemical reactions

Quantum Chemical Liquid Statistical book. Quantum Chemical Liquid Statistical (Ellis Horwood Series in Physical Chemistry).

Quantum Chemical Liquid Statistical book. 0137474601 (ISBN13: 9780137474608).

Computational chemistry is a means of applying theoretical ideas using computers and a set of techniques for investigating chemical problems within which common questions vary from molecular geometry to the physical properties of substances

Computational chemistry is a means of applying theoretical ideas using computers and a set of techniques for investigating chemical problems within which common questions vary from molecular geometry to the physical properties of substances. Theory and Applications of Computational Chemistry: The First Forty Years is a collection of articles on the emergence of computational chemistry.

In: Quantum chemical and statistical theory of solutions: a computational approach. Statistical mechanical theory of aqueous solutions is used to provide an interpretation for the Born model of ion hydration at the molecular level. The analysis is based on an asymptotic solution to the extended RISM integral equation in the limit of a large spherical solute. It is shown that a construction of the appropriate direct correlation function yields the Born model for the electrostatic free energy of solvation.

By combining quantum chemical and statistical approaches in one volume, this book acts as a guide through many . Quantum Chemical and Statistical Theory of Solutions : A Computational Approach.

By combining quantum chemical and statistical approaches in one volume, this book acts as a guide through many of the methods used in the theory of solutions an. .

Physical Chemistry of Solutions . First Online: 29 June 2012. associated solutions molecular theory activity coefficient lattice gas model quasi-chemical approximation mean field approximation. Tovbin, 2012, published in Zhurnal Fizicheskoi Khimii, 2012, Vol. 86, No. 8, pp. 1355–1363. B. Ya. Simkin and I. I. Sheikhet, Quantum Chemical and Statistical Theory of Solutions: A Computational Approach (Khimiya, Moscow, 1989; Prentice Hall, Englewood Cliffs, NJ, 1995).

Classical statistical mechanics and quantum statistical mechanics are both based on the statistical probability description of Nature. Classical statistical mechanics applies to a statistically significant number of particles, the bridge between the properties of individual particles and the bulk properties of a system. Temperature and pressure have no meaning if there is only one gas particle in a balloon. Quantum statistical mechanics is the study of probability potentials of individual particles as well as bulk properties

By combining quantum chemical and statistical approaches in one volume, this book acts as a guide through many of the methods used in the theory of solutions and shows how to apply findings to solve various solution chemistry problems. Part One discusses methods of quantum chemistry and statistical physics as applied to simulation of liquid phase properties, and Part Two covers the applications of the methods in the study of the properties of infinitely diluted electrolyte and non-electrolyte solutions, the mechanisms of association, and chemical reactions. For organic and physical chemists, biochemists, and biophysicists.