超离心机内聚电解质之间的静电相互作用

P. Basser, A. Grodzinsky
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引用次数: 0

摘要

作者用一种新的电化学传输模型描述了超离心电池内静电和其他聚合物-聚合物相互作用。应用溶质和溶剂的质量和动量守恒,以及准静电极限下有效的麦克斯韦方程,结合溶质(和电解质)分布的初始条件和边界条件,作者预测了瞬态(非平衡)和平衡溶质(和电解质)分布、净电荷密度、电场和静电势分布。该模型代表了Lamm方程(及其扩展)(H. Fujita, 1962)的重大进步,Lamm方程从现象学上(使用经验病毒系数)描述聚合物-聚合物相互作用(L.W. Nichol等人,1967)。
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Electrostatic interactions between polyelectrolytes within an ultracentrifuge
The authors characterize electrostatic and other polymer-polymer interactions within an ultracentrifuge cell using a new electrochemical transport model. Applying conservation of mass and momentum of solutes and solvent, and Maxwell's equations valid in the electroquasistatic limit, together with initial and boundary conditions on solute (and electrolyte) distribution, the authors predict the transient (nonequilibrium) and equilibrium solute (and electrolyte) distributions, net charge density, electric field, and electrostatic potential profiles. This model represents a significant advance ever the Lamm equation (and its extensions) (H. Fujita, 1962), which describe polymer-polymer interactions phenomenologically (using empirical virial coefficients) (L.W. Nichol et al., 1967).<>
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