论文标题
外壳定理的概括。带电球的电势和被电解质包围的带电囊泡
A Generalization of Shell Theorem. Electric Potential of Charged Spheres and Charged Vesicles Surrounded by Electrolyte
论文作者
论文摘要
通过使用Debye筛选潜力，开发了牛顿的外壳定理的广义版，并得出分析方程来计算i）i）被电解质包围的带电球的潜力，ii）ii）两个由电解质包围的同心带电球的潜力，以及iiii），由电解型脂肪蔬菜浓度包围的电荷脂质蔬菜浓度的膜潜力。通过数值整合，在任何电解质浓度下计算脂质囊泡的电势。
By using the Debye screened potential a generalized version of Newton's Shell Theorem is developed and analytical equations are derived to calculate i) the potential of a charged sphere surrounded by electrolyte, ii) the potential of two concentric charged spheres surrounded by electrolyte, and iii) the membrane potential of a charged lipid vesicle surrounded by electrolyte with high ion concentration. By numerical integration the potential of a lipid vesicle is calculated at any electrolyte concentration.
