论文标题
部分可观测时空混沌系统的无模型预测
Modified Poisson-Boltzmann theory for polyelectrolytes in monovalent salt solutions with finite-size ions
论文作者
论文摘要
我们提出了一个软性增强的泊松托型玻尔兹曼(SPB)理论,以有效捕获离子分布和围绕杆状带电的大分子的静电电位。与具有明确溶剂的完整原子分子动力学模拟相比,用基于粗粒子分子溶液中的聚电解质(PE)的粗粒粒子模型校准了SPB模型。我们证明,我们的修改使SPB理论能够在弱偶联方向上的各种离子和电荷分布条件下准确预测围绕Rodlike PE的单价离子分布。这些包括多余的盐浓度最大1 m,离子尺寸范围从小离子(例如Na或cl)到与PE直径相当的较软离子和较大的离子。这项工作提供了一种简单的方法来实施增强功能,该方法在水性盐溶液中PES的背景下有效地捕获了离子大小和物种对PB理论的影响。
We present a soft-potential-enhanced Poisson-Boltzmann (SPB) theory to efficiently capture ion distributions and electrostatic potential around rodlike charged macromolecules. The SPB model is calibrated with a coarse-grained particle-based model for polyelectrolytes (PEs) in monovalent salt solutions as well as compared to a full atomistic molecular dynamics simulations with explicit solvent. We demonstrate that our modification enables the SPB theory to accurately predict monovalent ion distributions around a rodlike PE in a wide range of ion and charge distribution conditions in the weak-coupling regime. These include excess salt concentrations up to 1 M, and ion sizes ranging from small ions, such as Na or Cl, to softer and larger ions with size comparable to the PE diameter. The work provides a simple way to implement an enhancement that effectively captures the influence of ion size and species into the PB theory in the context of PEs in aqueous salt solutions.