Диссертация (Статистическое описание многочастичных эффектов в классических ион-молекулярных системах), страница 24
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Stat. Mech. 2011. V.P05033. P. 1-36.24. Slavchov R.I. Quadrupole terms in the Maxwell equations: Debye-Hueckeltheory in quadrupolarizable solvent and self-salting-out of electrolytes //J. Chem. Phys. 2014. V.140. P. 164510.25. Hill T.L. An Introduction to Statistical Thermodynamics Mineola, NY:Courier Dover Publications, 1960 527 p.13626. Levin Y. Electrostatic correlations: from plasma to biology // Rep. Prog.Phys. 2002.
V.65. P. 1577.27. Landau L.D. and Lifshitz E.M. Electrodynamics of Continuous Media V.8.,A Course of Theoretical Physics. Pergamon Press, Oxford, UK, 1960.28. Bozym D.J. et al. Anomalous capacitance maximum of the glassycarbonionic liquid interface through dilution with organic solvents // J.Phys. Chem. Lett. 2015. V.6. P. 2644-264829. Barrat J.L. and Hansen J.P. Basic Concepts for Simple and ComplexLiquids Cambridge: University Press, 2003. 302 p.30. Schroder C.
and Steinhause O. Simulating polarizable molecular ionicliquids with Drude oscillators // J. Chem. Phys. 2015. V.142. P.064503.31. Cavalcante A.O., Ribeiro M.C.C. and Skaf M.S. Polarizability eects onthe structure and dynamics of ionic liquids // J. Chem. Phys. 2014.
V.140. P. 144108.32. Emov G.V. and Nogovitsin E.A. The partition functions of classicalsystems in the Gaussian equivalent representation of functional integrals// Physica A. 1996. V.234 P. 506-522.33. Budkov Yu.A., Kolesnikov A.L. and Kiselev M.G. A modied PoissonBoltzmann theory: Eects of co-solvent polarizability // EPL. 2015. V.111. P. 28002.34. Grahame S.L. Eects of dielectric saturation upon the diuse double layerand the free energy of hydration of ions // J. Chem.
Phys. 1950. V.18 P. 903.35. Fedorov M.V. and Kornyshev A.A. Towards understanding the structureand capacitance of electrical double layer in ionic liquids // ElectrochimicaActa. 2008. V.53. P. 6835.36. Jones T.B. Dielectrophoretic force calculation // Journal of Electrostatics. 1979. V.6,1. P. 69.37. Fedorov M.V. and Kornyshev A.A. Ionic liquids at electried interfaces //Chem. Rev. 2014. V.114.
P. 2978-3036.38. Bazant M.Z., Storey B.D. and Kornyshev A.A. Double layer in ionic liquids:Overscreening versus crowding // PRL. 2011. V.106 P. 046102.13739. Booth F. The dielectric constant of water and the saturation eect // J.Chem. Phys. 1951. V.142. P. 391.40. Sutmann G. Structure formation and dynamics of water in strong externalelectric elds // J. Electroanal. Chem. 1998. V.450 P. 289.41.
Yeh I.C. and Berkowitz M.L. Dielectric constant of water at high electricelds: molecular dynamics study // J. Chem. Phys. 1999. V.110 P.7935.42. Gongadze E. and Iglic A. Asymmetric size of ions and orientational orderingof water dipoles in electric double layer model - an analytical mean-eldapproach // Electrochim. Acta. 2015. V.178. P. 541.43. Budkov Yu.A., Kolesnikov A.L., Kiselev M.G. On the theory of electricdouble layer with explicit account of a polarizable cosolvent // J. Chem.Phys. 2016. V.144.
P. 184703.44. Qian Zhang et al. Electrochemical impedance spectroscopy on thecapacitance of ionic liquidacetonitrile electrolytes // Electrochimica Acta. 2018. V.270. P. 352.45. Luczak J., Jungnickel C., Markiewicz M. and Hupka J. Solubilizationof benzene, toluene, and xylene (BTX) in aqueous micellar solutions ofamphiphilic imidazolium ionic liquids // J. Phys. Chem. B. 2013.
V.117. P. 5653.46. Bard A.J., Stratmann M., Gileadi E. and Urbakh M. Thermodynamics andElectried Interfaces Weinheim, Germany: Wiley-VCH, 2002.47. Hallet J.P. and Welton T. Room-Temperature Ionic Liquids: Solvents forSynthesis and Catalysis. 2. // Chem. Rev. 2011. V.111. P.
3508-3576.48. Welton T. Room-Temperature Ionic Liquids. Solvents for Synthesis andCatalysis. // Chem. Rev. 1999. V.99. P. 2071-2083.49. Buzzeo M.C., Hardacre C. and Compton R.G. Extended electrochemicalwindows made accessible by room temperature ionic liquid/organic solventelectrolyte systems // ChemPhysChem. 2006. V.7. P. 176-180.50. Simon P. and Gogosti Y. Materials for electrochemical capacitors // NatureMaterials. 2008.
V.7. P. 845-854.51. O'Mahony A.M., Silvester D.S., Aldous L., Hardacre C. and Compton R.G.Eect of water on the electrochemical window and potential limits of roomtemperature ionic liquids // J.Chem. Eng. Data. 2008. V.53. P. 28842891.13852. Suo L. et al. Water-in-salt electrolyte enables high-voltage aqueouslithium-ion chemistries // Science. 2015. V.350.
P. 6263.53. Kuhnel R.S. et al. Water-in-salt electrolytes enable the use of costeective aluminum current collectors for aqueous high-voltage batteries //Chem. Commun. 2016. V.52. P. 10435.54. Budkov Y., Kolesnikov A., Goodwin Z., Kiselev M., Kornyshev A. Theoryof electrosorption of water from ionic liquids // Electrochimica Acta. 2018.Vol. 284. P. 346-354.55. Friedl J.
et al. Interface between an Au (111) Surface and an IonicLiquid: The Inuence of Water on the Double-Layer Capacitance //ChemElectroChem. 2017. V.4. P. 216-220.56. Wippermann K. et al. The inuence of water content in a proton-conductingionic liquid on the double layer properties of the Pt/PIL interface // Phys.Chem. Chem. Phys. 2017. V.19. P. 2470.57. Feng G., Jiang X., Qiao R. and Kornyshev A.A. Water in ionic liquids atelectried interfaces: The anatomy of electrosorption // ACS Nano.
2014. V.8. P. 11685-11694.58. Goodwin Z.A.H., Feng G. and Kornyshev A.A. Mean-eld theory ofelectrical double layer in ionic liquids with account of short-rangecorrelations // Electrochimica Acta. 2017. V.225. P. 190.59. Weingartner H. Understanding Ionic Liquids at the Molecular Level: Facts,Problems, and Controversies // Angew. Chem. Int. Ed. 2008. V.47. P. 554-670.60. Reid J.E.S.J., Walker A.J. and Shimizu S. Residual water in ionic liquids:clustered or dissociated? // Phys. Chem. Chem.
Phys. 2015. V.17. P.14710.61. Sin J.S., Pak H.C. and Sin C.S. Inuence of asymmetric depletion ofsolvents on the electric double layer of charged objects in binary polarsolvent mixutres // Phys. Chem. Chem. Phys. 2016. V.18. P. 26509.62. Uematsu Y., Netz R.R. and Bonthuis D.J. The eects of ion adsorptionon the potential of zero charge and the dierential capacitance of chargedaqueous interfaces // J. Phys.: Condens. Matter. 2018. V.30,6.63. Onsager L.
Electric Moments of Molecules in Liquids // J. Am. Chem. Soc. 1936. V.58, 8. P. 1486-1493.13964. Kirkwood J. The Dielectric Polarization of Polar Liquids // J. Chem. Phys. 1939. V.7. P. 911-919.65. Hoye J.S. and Stell G. Statistical mechanics of polar systems // J. Chem.Phys. 1976. V.64, 5. P. 1952-1966.66. Chandler D. The dielectric constant and related equilibrium properties ofmolecular uids: Interaction site cluster theory analysis // J.
Chem. Phys. 1977. V.67, 3. P. 1113-1124.67. Iukhnovskii I.R. and Golovko M.F. Statistical theory of classicalequilibrium systems Kiev, Izdatel'stvo Naukova Dumka, 1980 - 372 p.(In Russian).68. Levin Y. What Happened to the Gas-Liquid Transition in the System ofDipolar Hard Spheres? // PRL. 1999. V.83, 6. P. 1159-1162.69.
Fisher M. and Levin Y. Criticality in Ionic Fluids: Debye-Hueckel Theory,Bjerrum, and Beyond // PRL. 1993. V.71, 23. P. 3826-3829.70. Nienhuis G. and Deutch J.M. Structure of Dielectric Fluids. II. The FreeEnergy and the Kerr Eect in Polar Fluids // J. Chem. Phys. 1972. V.56, 1. P. 235-247.71. Weiss V.C.
and Schroer W. Macroscopic theory for equilibrium properties ofionic-dipolar mixtures and application to an ionic model uid // J. Chem.Phys. 1998. V.108, 18. P. 7747-7757.72. Kornyshev A.A. and Vorotyntsev M.A. Nonlocal electrostatic approach tothe double layer and adsorption at the electrode-electrolyte interface //Surface Science.
1980. V.101. P. 23-48.73. Levy A., Andelman D. and Orland H. Dielectric Constant of Ionic Solutions:A Field-Theory Approach // PRL. 2012. V.108. P. 227801.74. Dean D.S. and Podgornik R. Ordering of anisotropic polarizable polymerchains on the full many-body level // J.
Chem. Phys. 2012. V.136. P.154905.75. Budkov Yu.A. and Kolesnikov A.L. Polarizable polymer chain underexternal electric eld: Eects of many-body electrostatic dipole correlations// Eur. Phys. J. E. 2016. V.39. P. 110.76. Budkov Yu.A., Kalikin N.N. and Kolesnikov A.L. Polymer chain collapseinduced by many-body dipole correlations // Eur. Phys. J. E. 2017. V.40. P.
47.14077. Martin J.M., Li W., Delaney K.T. and Fredrickson G.H. Statistical eldtheory description of inhomogeneous polarizable soft matter // J. Chem.Phys. 2016. V.145. - P. 154104.78. Canchi D.R. and Garcia A.E. Cosolvent Eects on Protein Stability //Annu. Rev. Phys. Chem. 2013. V.64. P. 273-293.79. Haran G.
How, when and why proteins collapse: the relation to folding //Curr. Opin. Struct. Biol. 2012. V.22 P. 14-20.80. Lowe A.B. and McCormick C.L. Synthesis and Solution Properties ofZwitterionic Polymers // Chem. Rev. 2002. V.102 P. 4177-4189.81. Kudaibergenov S., Jaeger W.
and Laschewsky A. Polymeric Betaines:Synthesis, Characterization, and Application // Advances in PolymerScience. 2006. V.201 P. 157-224.82. Heldebrant D.J. et al. Reversible zwitterionic liquids, the reaction of alkanolguanidines, alkanol amidines, and diamines with CO2 // Green Chemistry 2010. V.12. P. 713-721.83. Budkov Y. Nonlocal statistical eld theory of dipolar particles in electrolytesolutions // Journal of Physics: Condensed Matter. 2018. No. 30. P. 344001344009.84. Podgornik R.
Electrostatic correlation forces between surfaces with surfacespecic ionic interactions // J. Chem. Phys. 1989. V.91, 9. P. 58405849.85. Lue L. A variational eld theory for solutions of charged, rigid particles //Fluid Phase Equilibria. 2006. V.241. P. 236-247.86. Gnedenko B.V. The theory of probability and the elements of statistics AMS Chelsea Publishing, fth edition, 2001.
P. 529.87. Khokhlov A.R. and Khachaturian K.A. On the theory of weakly chargedpolyelectrolytes // Polymer. 1982. V.23, 12 P. 1742-1750.88. Borue V.Yu., Erukhimovich I.Ya. A Statistical Theory of WeaklyCharged Polyelectrolytes: Fluctuations, Equation of State, and MicrophaseSeparation // Macromolecules 1988. V.21, 11 P. 3240-3249.89. Ramshaw J.D. Existence of the dielectric constant in uids of nonlinearrigid polar molecules // J. Chem. Phys.