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Statistical mechanics/thermodynamics

Gibbs found the solution of the fundamental Equation 9.1 only for the case of moderate surfaces, for which application of the classic capillary laws was not a problem. But, the importance of the world of nanoscale objects was not as pronounced during that period as now. The problem of surface curvature has become very important for the theory of capillary phenomena after Gibbs. R.C. Tolman, F.P. Buff, J.G. Kirkwood, S. Kondo, A.I. Rusanov, RA. Kralchevski, A.W. Neimann, and many other outstanding researchers devoted their work to this field. This problem is directly related to the development of the general theory of condensed state and molecular interactions in the systems of numerous particles. The methods of statistical mechanics, thermodynamics, and other approaches of modem molecular physics were applied [11,22,23],... [Pg.266]

J. Koi3fta, Principles of Electrochemistry, Wiley, New York, 1987 J. Goodisman, Electrochemistry Theoretical Foundations, Quantum and Statistical Mechanics, Thermodynamics, the Solid State, Wiley, New York, 1987 G. Battistuzzi, M. Bellei, and M. Sola, J. Biol. Inorganic Chem. 11, 586-592 (2006) R. Heyrovska, Electroanalysis, 18, 351-361 (2006) G. Battistuzzi, M. Borsari, G. W. Ranters, E. de Waal, A. Leonard , and M. Sola, Biochemistry 41, 14293-14298 (2002). [Pg.529]

O. K. Rice, Statistical Mechanics, Thermodynamics and Kinetics, Freeman, San Francisco, 1967. [Pg.226]

GENERAL CHEMISTRY, Linus Pauling. Revised 3rd edition of classic first-year text by Nobel laureate. Atomic and molecular structure, quantum mechanics, statistical mechanics, thermodynamics correlated with descriptive chemistry. Problems. 992pp. 54 x 84. 65622-5 Pa. 18.95... [Pg.125]

J. Goodisman, Electrochemistry Theoretical Foundations, Quantum and Statistical Mechanics, Thermodynamics, Wiley, New York (1987). [Pg.32]

As far as I can tell by talking with contemporary thermo-dynamicists, especially those who grew up with the traditions of classical thermodynamics, these revolutionary ideas have had very little effect on them. But the impacts of the Shannon and Jaynes papers on others has been most dramatic. A few months ago I ordered a computer search of one particular data base. We looked for all papers published between 1970 and 1975 in which Shannon or Jaynes or both appeared as references. There were over 400 literature citations in such fields as systems theory, biology, neurology, meteorology, statistical mechanics, thermodynamics, irreversible processes, reliability, geology, psychiatry, communications theory and even urban studies, transportation and architecture. [Pg.279]

Reed, T. M., and K. E. Gubbins (1973). Applied Statistical Mechanics Thermodynamic and Transport Properties of Fluids. Woburn, MA Butterworth-Heinemann. [Pg.863]

Quantum chemistry applies quantum mechanics to problems in chemistry. The influence of quantum chemistry is evident in all branches of chemistry. Physical chemists use quantum mechanics to calculate (with the aid of statistical mechanics) thermodynamic properties (for example, entropy, heat capacity) of gases to interpret molecular spectra, thereby allowing experimental determination of molecular properties (for example, bond lengths and bond angles, dipole moments, barriers to internal rotation, energy differences between conformational isomers) to calculate molecular properties theoretically to calculate properties of transition states in chemical reactions, thereby allowing estimation of rate constants to understand intermolecular forces and to deal with bonding in solids. [Pg.1]

The Langmuir isotherm can also be derived by other methods including statistical mechanics, thermodynamics, and chemical reaction equilibrium. The last approach is especially straightforward and useful, and it is developed as follows. For nondissociative chemisorption, the adsorption step is represented as a reaction, i.e., for an adsorbing gas-phase molecule. A, which adsorbs on a site, ... [Pg.95]

O.K. Rice, Statistical Mechanics. Thermodynamics and KineticSy W.H. Freeman, San Francisco, (1967). R.A. van Santen, Theoretical Heterogeneous CatalysiSy World Scientific, Singapore, (1991). [Pg.271]


See other pages where Statistical mechanics/thermodynamics is mentioned: [Pg.180]    [Pg.5]    [Pg.263]    [Pg.246]    [Pg.152]    [Pg.78]    [Pg.45]    [Pg.79]   
See also in sourсe #XX -- [ Pg.138 ]




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