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Coulomb Correlation Between Counterions in the Double Layer Around Cylindrical Polyions

机译:圆柱状聚离子双层中抗衡离子之间的库仑相关性

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摘要

Monte Carlo simulation and theoretical results on some aspects of structure and thermodynamics of polyelectrolyte solutions at room temperature are presented. The solution is mimicked by an infinitely long cylindrical polyion surrounded by point counterions. Both standard histogram method and Widom's particle insertion method are utilized in the simulations based on the cylindrical cell model. The osmotic coefficient is determined via different equations (approaches)to determine the internal consistency of the equations as also the numerical accuracy of the calculations. Contributions to the osmotic coefficient arising out of polyion-counterion and counterion-counterion interactions are explicitly evaluated. The study clearly demonstrates (i)that the good agreement between the Poisson-Boltzmann predictions and the simulations is partly due to some serendipitous cancellation of errors,and (ii)that it is the neglect of the inter-ionic correlations in the mean field approach that leads to a partial compensation of the shortcomings of the Poisson-Boltzmann osmotic equation. Simulations results are also reported for the ion-ion correlations in the inhomogeneous diffuse double layer surrounding the polyion.
机译:给出了室温下聚电解质溶液的结构和热力学某些方面的蒙特卡罗模拟和理论结果。溶液由无限长的圆柱形聚离子模拟,该聚离子被点抗衡离子包围。在基于圆柱单元模型的仿真中,使用了标准直方图方法和Widom的粒子插入方法。渗透系数是通过不同的方程式(方法)确定的,以确定方程式的内部一致性以及计算的数值精度。明确评估了由多离子-抗衡离子和抗衡离子-抗衡离子相互作用引起的渗透系数的贡献。该研究清楚地表明(i)Poisson-Boltzmann预测与模拟之间的良好一致性部分是由于一些偶然的误差消除,以及(ii)在平均场方法中忽略了离子间相关性从而部分补偿了Poisson-Boltzmann渗透方程的缺点。还报道了围绕聚离子的非均匀扩散双层中离子-离子相关性的模拟结果。

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