德拜长度
电解质
球体
黛比
离子
Debye–Hückel方程
热力学
离子键合
硬球
幂律
基础(线性代数)
化学物理
化学
统计物理学
物理
凝聚态物理
物理化学
量子力学
数学
统计
天文
电极
几何学
作者
Benjamin Rotenberg,Olivier Bernard,Jean-Pierre Hansen
标识
DOI:10.1088/1361-648x/aaa3ac
摘要
An attempt is made to understand the underscreening effect, observed in concentrated electrolyte solutions or melts, on the basis of simple, admittedly crude models involving charged (for the ions) and neutral (for the solvent molecules) hard spheres. The thermodynamic and structural properties of these 'primitive' and 'semi-primitive' models are calculated within mean spherical approximation, which provides the basic input required to determine the partial density response functions. The screening length , which is unambiguously defined in terms of the wave-number-dependent response functions, exhibits a cross-over from a low density, Debye-like regime, to a regime where increases with density beyond a critical density at which the Debye length becomes comparable to the ion diameter. In this high density regime the ratio increases according to a power law, in qualitative agreement with experimental measurements, albeit at a much slower rate.
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