Диссертация (Статистическое описание многочастичных эффектов в классических ион-молекулярных системах), страница 25
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1978. V.68, 11 P. 51995202.14190. Ramshaw J.D. DebyeHueckel theory for particles of arbitrary electricalstructure // J. Chem. Phys. 1980. V.7, 8 P. 3695-3698.91. Felder C E, Prilusky J, Silman I, and Sussman J L 2007 Nucleic Acids Res.35 51292. Reinganum M. Krafte elektrischer Doppelpunkte nach der statistischenMechanik und Anwendung auf molekulare und Ionenwirkungen // Ann.Phys.
1912. V.38. P. 649-668.93. Keesom W.H. The second viral coecient for rigid spherical molecules,whose mutual attraction is equivalent to that of a quadruplet placed attheir centre // Proc. K. Ned. Akad. Wet. 1915. V.18. P. 636.94. Áàðàø Þ.Ñ. è Ãèíçáóðã Â.Ë. Ýëåêòðîìàãíèòíûå ôëóêòóàöèè â âåùåñòâå è ìîëåêóëÿðíûå (âàí-äåð-âààëüñîâû) ñèëû ìåæäó òåëàìè // ÓÔÍ. 1975.
ò.116,1. ñ. 5.95. Ñòåïàíîâ Í.Ô. Êâàíòîâàÿ ìåõàíèêà è êâàíòîâàÿ õèìèÿ Ì.: Ìèð, 2001. 519 ñ.96. Weis J.J. and Levesque D. Chain Formation in Low Density Dipolar HardSpheres: A Monte Carlo Study // PRL. 1993. V.71, 17. P. 2729-2732.97. Levin Y., Kuhna P.S. and Barbosa M.C. Criticality in polar uids //Physica A. 2001. V.292. P. 129-136.98. Tomasko D.L., Li H.
et al. A Review of CO2 Applications in the Processingof Polymers // Ind. Eng. Chem. 2003. V.42. P. 6431.99. Kiran E. Supercritical Fluids and Polymersndash. The Year in Review-2014// J. of Supercritical Fluids. 2016. V.110. P. 126.100. Bawa P., Pillay V., Choonara Y.E. and du Toit L.C. Stimuli-responsivepolymers and their applications in drug delivery // Biomed. Mater. 2009. V.4. P. 022001.101. Fitzpatrick S.D., Fitzpatrick L.E., Thakur A. et.al. Temperature-sensitivepolymers for drug delivery // Expert Review of Medical Devices. 2012. V.9, 4. P. 339.102. de Gennes P.G.
Collapse of a polymer chain in poor solvents // Le JournalDe Physique Letters. 1975. V. 36. P. 55.103. Grosberg A.Yu. and Kuznetsov D.V. Quantitative theory of the globuleto-coil transition. 1. Link density distribution in a globule and its radius ofgyration // Macromolecules. 1992. V.25. P. 1970.142104. Birshtein T.M. and Pryamitsyn V.A. Coil-globule type transitions inpolymers. 2. Theory of coil-globule transition in linear macromolecules //Macromolecules. 1991. V.24. P.
1554.105. Bray A.J. and Moore M.A. Critical behaviour of semi-innite systems //J. Phys. A: Math. Gen. 1977. V.10. P. 305.106. Sanchez I.C. Phase transition behavior of the isolated polymer chain //Macromolecules. 1979. V.12, 5. P. 980.107. Lifshitz I.M. SOME PROBLEMS OF THE STATISTICAL THEORY OFBIOPOLYMERS // Soviet Physics JETP. 1969. V.28, 6. P. 1280.108. Lifshitz I.M., Grosberg A.Yu. and Khohlov A.R. Some problems of thestatistical physics of polymer chains with volume interaction // Rev. Mod.Phys. 1978. V.50, 3. P. 683.109. Muthukumar M.
Collapse transition of a sti chain // J. Chem. Phys. 1984. V.81. P. 6272.110. Dua A. and Cherayil B.J. Polymer collapse in supercritical solvents // J.Chem. Phys. 1999. V.111, 7. P. 3274.111. Dua A. and Vilgis T.A. Self-consistent variational theory for globules //EPL. 2005. V.71, 1. P. 49.112. Simmons D.S. and Sanchez I.C. Scaled particle theory for the coilglobuletransition of an isolated polymer chain // Macromolecules. 2013. V.46.
P. 4691.113. Matsuyama A. and Tanaka F. Theory of solvation-induced reentrantcoilglobule transition of an isolated polymer chain // J. Chem. Phys. 1991. V.94, 1. P. 781.114. Heyda J., Muzdalo A. and Dzubiella J. Rationalizing polymer swelling andcollapse under attractive cosolvent conditions // Macromolecules.
2013. V.46. P. 1231.115. Tamm M.V. and Erukhimovich I.Ya. The Statistical Theory of theCoilGlobule Transition in an Associating Solvent // Polymer Science, Ser.A. 2002. V.44. P. 196.116. Budkov Yu.A., Kolesnikov A.L., Georgi N. and Kiselev M.G. A statisticaltheory of cosolvent-induced coil-globule transitions in dilute polymer solutio// J. Chem. Phys. 2014. V.141.
P. 014902.143117. Budkov Yu.A., Vyalov I.I., Kolesnikov A.L., Georgi N., Chuev G.N. andKiselev M.G. The local phase transitions of the solvent in the neighborhoodof a solvophobic polymer at high pressures // J. Chem. Phys. 2014. V.141. P. 204904.118. Budkov Yu.A., Kolesnikov A.L., Georgi N. and Kiselev M.G. A exiblepolymer chain in a critical solvent: Coil or globule? // EPL.
2015. V.109. P. 36005.119. Budkov Yu.A., Kolesnikov A.L., Kalikin N.N. and Kiselev M.G. Astatistical theory of coil-to-globule-to-coil transition of a polymer chain ina mixture of good solvents // EPL. 2016. V.114. P. 46004.120. Budkov Yu.A. and Kiselev M.G. Flory-type theories of polymer chainsunder dierent external stimuli // J.
Phys.: Condens. Matter. 2018. V.30. P. 043001.121. des Cloizeaux J. and Jannink G. Polymers in Solution. Their modellingand structure Oxford: Clarendon Press, 1990.122. Grosberg A.Y. and Khokhlov A.R. Statistical Physics of Macromolecules Woodbury: AIP Press, 1994.123. Flory P. Statistical Mechanics of Chain Molecules New York: WileyInterscience, 1969.124. de Gennes P.G.
Scaling Concepts in Polymer Physics Ithaca, NY: CornellUniversity Press, 1979.125. Mel'nikov S.M., Khan M.O., Lindman B. and Jonsson B. Phase behaviorof single DNA in mixed solvents // J. Am. Chem. Soc. 1999. V.121. P. 1130.126. Kirwan L.J., Papastavrou G. and Borkovec M. Imaging the coil-toglobule conformational transition of a weak polyelectrolyte by tuning thepolyelectrolyte charge density // Nano Letters. V.4, 1. P. 149.127. Tom A.M., Vemparala S., Rajesh R.
and Brilliantov N.V. Mechanism ofchain collapse of strongly charged polyelectrolytes // Phys. Rev. Lett. 2016. V.117, 7. P. 147801.128. Gavrilov A.A., Chertovich A.V. and Kramarenko E.Yu. Conformationalbehavior of a single polyelectrolyte chain with bulky counterions //Macromolecules. 2016. V.49, 3 P. 1103.144129. Netz R.
Polyelectrolytes in electric elds // The Journal of PhysicalChemistry B. 2003. V.107. P. 820817.130. Netz R.R. Nonequilibrium unfolding of polyelectrolyte condensates inelectric elds // Phys. Rev. Lett. 2003. V.90. P. 128104.131. Manning G.
The molecular theory of polyelectrolyte solutions withapplications to the electrostatic properties of polynucleotides // Q. Rev.Biophys. 1978. V.11. P. 179.132. Brilliantov N.V., Kuznetzov D.V. and Klein R. Chain collapse andcounterion condensation in dilute polyelectrolyte solutions // Phys. Rev.Lett. 1998. V.81, 7. P. 1433.133. Brilliantov N.V. Phase transitions in solutions of variably ionizableparticles // Phys. Rev. E.
1993/ V.48, 6. P. 4536.134. Golestanian R., Kardar M. and Liverpool T.B. Collapse of stipolyelectrolytes due to counterion uctuations // Phys. Rev. Lett. 1999. V.82, 22. P. 4456.135. Kirkwood J. and Shumaker J.B. The inuence of dipole momentuctuations on the dielectric increment of proteins in solution // Proc.Natl. Acad. Sci. USA. 1952. V.38. P. 855.136.
Adzic N. and Podgornik R. Field-theoretic description of charge regulationinteraction // Eur. Phys. J. E. 2014. V.37. P. 49.137. Budkov Yu.A., Frolov A.I., Kiselev M.G. and Brilliantov N.V. Surfaceinduced liquid-gas transition in salt-free solutions of model charged colloids// J. Chem.
Phys. 2013. V.139 P. 194901.138. Budkov Yu.A., Kolesnikov A.L.,Georgi N., Nogovitsyn E.A. and KiselevM.G. A new equation of state of a exible-chain polyelectrolyte solution:Phase equilibria and osmotic pressure in the salt-free case // J. Chem.Phys. 2015. V.142.
P. 174901.139. Zhang P., Alsai N.M., Wu J. and Wang Z.G. Salting-out and salting-in ofpolyelectrolyte solutions: A liquid-state theory study // Macromolecules. 2016. V.49, 24. P. 9720.140. Shen K. and Wang Z.G. Electrostatic correlations and the polyelectrolyteself energy // J.
Chem. Phys. 2017. V.146. P. 084901.145141. Kundagrami A. and Muthukumar M. Eective Charge and Coil-GlobuleTransition of a Polyelectrolyte Chain // Macromolecules. 2010. V.43. P. 2574.142. Brilliantov N.V. Accurate First-Principle Equation of State for the OneComponent Plasma // Contrib. Plasma Phys. 1998. V.38, 4. P.489.143. Brilliantov N.V., Malinin V.V. and Netz R.R. Systematic eld-theory forthe hard-core one-component plasma // Eur.
Phys. J. D. 2002. V.18. P. 339.144. Schiessel H. and Pincus P. Counterion-condensation-induced collapse ofhighly charged polyelectrolytes // Macromolecules. 1998. V.31, 22. P. 7953.145. Kundu P. and Dua A. Weak polyelectrolytes in the presence of counterioncondensation with ions of variable size and polarizability // J. Stat. Mech. 2014. V.2014. P. 07023.146. Cherstvy A.G.
Collapse of Highly Charged Polyelectrolytes Triggeredby Attractive Dipole-Dipole and Correlation-Induced ElectrostaticInteractions // J. Phys. Chem. B. 2010. V.114, 16. P. 5241.147. Kumar R. and Frederickson G. Theory of polyzwitterion conformations// J. Chem. Phys. 2009. V.131. P.
104901.148. Mecerreyes D. Polymeric ionic liquids: Broadening the properties andapplications of polyelectrolytes // Prog. Polym. Sci. 2011. V.36. P.1629.149. Yuan J., Mecerreyes D. and Antonietti M. Poly (ionic liquid) s: an update// Prog. Polym.
Sci. 2013. V.38. P. 1009.150. Kohno Y., Saita S., Men Y., Yuan J. and Ohno H. Thermoresponsivepolyelectrolytes derived from ionic liquids // Polym. Chem. 2015. V.6. P. 216378.151. Zhang L., Brostowitz N.R., Cavicchi K.A. and Weiss R.A. Perspective:Ionomer research and applications // Macromol. React. Eng. 2014. V.8. P. 8199.152. Suo Z. Theory of dielectric elastomers // Acta Mech.