Ionic Interactions in Biological and Physical Systems: a Variational Treatment

作者: Bob Eisenberg

DOI: 10.1039/C2FD20066J

关键词:

摘要: Chemistry is about chemical reactions. electrons changing their configurations as atoms and molecules react. has for more than a century studied reactions if they occurred in ideal conditions of infinitely dilute solutions. But most occur salt solutions that are not ideal. In those everything (charged) interacts with else through the electric field, which short long range extending to boundaries system. Mathematics recently been developed deal interacting systems this sort. The variational theory complex fluids spawned liquid crystals (or vice versa). my view, ionic should be viewed fluids, particularly biological engineering context. both biology electrochemistry mixtures highly concentrated (∼10 M) where important, near electrodes, nucleic acids, proteins, active sites enzymes, channels. Ca2+ always involved because concentration (really free energy per mole) particular location signal controls many functions. Such simple it no wonder analysis interactions, such Hofmeister series, rooted tradition succeeded one would hope. Here, we present treatment hard spheres frictional dielectric hope an electrolyte fluid will productive. automatically extends spatially nonuniform boundary nonequilibrium flows produce. unavoidably self-consistent since differential equations derived (not assumed) from models (Helmholtz free) dissipation electrolyte. origin series (in view) inverse problem becomes well posed when enough data disjoint experimental traditions interpreted theory.

参考文章(278)
Qiong Zheng, Duan Chen, Guo-Wei Wei, Second-order Poisson-Nernst-Planck solver for ion transport Journal of Computational Physics. ,vol. 230, pp. 5239- 5262 ,(2011) , 10.1016/J.JCP.2011.03.020
Karl Hess, Monte Carlo Device Simulation: Full Band and Beyond Kluwer Academic Publishers. ,(1991)
Werner Kunz, Specific Ion Effects WORLD SCIENTIFIC. ,(2009) , 10.1142/7261
James Clerk Maxwell, Stephen G. Brush, Elizabeth Garber, C. W. F. Everitt, Maxwell on Molecules and Gases ,(1986)
Isaak Rubinstein, Electro-diffusion of ions ,(1987)
Thomas Y Hou, Chun Liu, Jian-Guo Liu, Multi-scale phenomena in complex fluids : modeling, analysis and numerical simulation World Scientific. ,(2009) , 10.1142/7291