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List of Abbreviations | p. xvii |
Introduction | p. 1 |
Notation regarding the microscopic description of the system | p. 1 |
The fundamental relations between statistical thermodynamics and thermodynamics | p. 3 |
Fluctuations and stability | p. 9 |
The classical limit of statistical thermodynamics | p. 12 |
The ideal gas and small deviation from ideality | p. 16 |
Suggested references on general thermodynamics and statistical mechanics | p. 20 |
Molecular distribution functions | p. 21 |
The singlet distribution function | p. 21 |
The pair distribution function | p. 28 |
The pair correlation function | p. 31 |
Conditional probability and conditional density | p. 33 |
Some general features of the radial distribution function | p. 35 |
Theoretical ideal gas | p. 35 |
Very dilute gas | p. 36 |
Slightly dense gas | p. 38 |
Lennard-Jones particles at moderately high densities | p. 40 |
Molecular distribution functions in the grand canonical ensemble | p. 48 |
Generalized molecular distribution functions | p. 50 |
The singlet generalized molecular distribution function | p. 50 |
Coordination number | p. 51 |
Binding energy | p. 53 |
Volume of the Voronoi polyhedron | p. 54 |
Combination of properties | p. 56 |
Potential of mean force | p. 56 |
Molecular distribution functions in mixtures | p. 61 |
Potential of mean force in mixtures | p. 73 |
Thermodynamic quantities expressed in terms of molecular distribution functions | p. 76 |
Average values of pairwise quantities | p. 77 |
Internal energy | p. 80 |
The pressure equation | p. 83 |
The chemical potential | p. 85 |
Introduction | p. 85 |
Insertion of one particle into the system | p. 87 |
Continuous coupling of the binding energy | p. 89 |
Insertion of a particle at a fixed position: The pseudochemical potential | p. 92 |
Building up the density of the system | p. 94 |
Some generalizations | p. 95 |
First-order expansion of the coupling work | p. 97 |
The compressibility equation | p. 99 |
Relations between thermodynamic quantities and generalized molecular distribution functions | p. 105 |
The Kirk wood-Buff theory of solutions | p. 112 |
Introduction | p. 112 |
General derivation of the Kirkwood-Buff theory | p. 114 |
Two-component systems | p. 120 |
Inversion of the Kirkwood-Buff theory | p. 124 |
Three-component systems | p. 127 |
Dilute system of Sin A and B | p. 130 |
Application of the KB theory to electrolyte solutions | p. 131 |
Ideal solutions | p. 136 |
Ideal-gas mixtures | p. 136 |
Symmetrical ideal solutions | p. 140 |
Very similar components: A sufficient condition for SI solutions | p. 141 |
Similar components: A necessary and sufficient condition for SI solutions | p. 145 |
Dilute ideal solutions | p. 150 |
Summary | p. 154 |
Deviations from ideal solutions | p. 156 |
Deviations from ideal-gas mixtures | p. 156 |
Deviations from SI Behavior | p. 158 |
Deviations from dilute ideal solutions | p. 160 |
Explicit expressions for the deviations from IG, SI, and DI behavior | p. 164 |
First-order deviations from ideal-gas mixtures | p. 165 |
One-dimensional model for mixtures of hard "spheres" | p. 169 |
The McMillan-Mayer theory of solutions | p. 171 |
Stability condition and miscibility based on first-order deviations from SI solutions | p. 176 |
Analysis of the stability condition based on the Kirkwood-Buff theory | p. 183 |
The temperature dependence of the region of instability: Upper and lower critical solution temperatures | p. 187 |
Solvation thermodynamics | p. 193 |
Why do we need solvation thermodynamics? | p. 194 |
Definition of the solvation process and the corresponding solvation thermodynamics | p. 197 |
Extracting the thermodynamic quantities of solvation from experimental data | p. 201 |
Conventional standard Gibbs energy of solution and the solvation Gibbs energy | p. 203 |
Other thermodynamic quantities of solvation | p. 210 |
Entropy | p. 210 |
Enthalpy | p. 212 |
Volume | p. 213 |
Further relationships between solvation thermodynamics and thermodynamic data | p. 215 |
Very dilute solutions of s in / | p. 215 |
Concentrated solutions | p. 216 |
Pure liquids | p. 219 |
Stepwise solvation processes | p. 221 |
Stepwise coupling of the hard and the soft parts of the potential | p. 222 |
Stepwise coupling of groups in a molecule | p. 225 |
Conditional solvation and the pair correlation function | p. 227 |
Solvation of a molecule having internal rotational degrees of freedom | p. 230 |
Solvation of completely dissociable solutes | p. 238 |
Solvation in water: Probing into the structure of water | p. 244 |
Definition of the structure of water | p. 245 |
General relations between solvation thermodynamics and the structure of water | p. 248 |
Isotope effect on solvation Helmholtz energy and structural aspects of aqueous solutions | p. 251 |
Solvation and solubility of globular proteins | p. 254 |
Local composition and preferential solvation | p. 262 |
Introduction | p. 263 |
Definitions of the local composition and the preferential solvation | p. 265 |
Preferential solvation in three-component systems | p. 270 |
Local composition and preferential solvation in two-component systems | p. 276 |
Local composition and preferential solvation in electrolyte solutions | p. 279 |
Preferential solvation of biomolecules | p. 281 |
Some illustrative examples | p. 283 |
Lennard-Jones particles having the same [epsilon] but different diameter [sigma] | p. 283 |
Lennard-Jones particles with the same [sigma] but with different [epsilon] | p. 285 |
The systems of argon-krypton and krypton-xenon | p. 286 |
Mixtures of water and alcohols | p. 288 |
Mixtures of Water: 1,2-ethanediol and water-glycerol | p. 290 |
Mixture of water and acetone | p. 291 |
Aqueous mixtures of 1-propanol and 2-propanol | p. 292 |
Appendices | p. 295 |
A brief summary of some useful thermodynamic relations | p. 297 |
Functional derivative and functional Taylor expansion | p. 301 |
The Ornstein-Zernike relation | p. 307 |
The Percus-Yevick integral equation | p. 312 |
Numerical solution of the Percus-Yevick equation | p. 316 |
Local density fluctuations | p. 318 |
The long-range behavior of the pair correlation function | p. 323 |
Thermodynamics of mixing and assimilation in ideal-gas systems | p. 333 |
Mixing and assimilation in systems with interacting particles | p. 339 |
Delocalization process, communal entropy and assimilation | p. 345 |
A simplified expression for the derivative of the chemical potential | p. 347 |
On the first-order deviations from SI solutions | p. 352 |
Lattice model for ideal and regular solutions | p. 354 |
Elements of the scaled particle theory | p. 357 |
Solvation volume of pure components | p. 365 |
Deviations from SI solutions expressed in terms of [rho Delta subscript AB] and in terms of [Characters not reproducible] | p. 368 |
References | p. 372 |
Index | p. 379 |
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