嵌入
电解质
电化学
统计物理学
极化连续介质模型
极化率
化学
计算机科学
化学物理
纳米技术
计算化学
溶剂化
物理
材料科学
电极
离子
分子
量子力学
物理化学
人工智能
作者
Oliviero Andreussi,Francesco Nattino,Nicolas G. Hörmann
标识
DOI:10.1002/9781119605652.ch3
摘要
Classical polarizable continuum models of liquid solutions are well-assessed tools in quantum- chemistry simulations, allowing the inexpensive characterization of solvent effects in a wide variety of electronic and molecular properties of solutes. Recent developments in continuum embedding models have extended their applicability to condensed matter electronic-structure simulations, allowing the inexpensive study of two-dimensional solvated interfaces. In particular, extensions to the continuum modelling of electrolyte solutions allow for the first time to include important environment effects into the first-principle simulation of electrochemical processes. Thanks to a detailed derivation and analysis of the energetics of electrochemical systems, these methods allow to relate the widely used approach of the computational hydrogen electrode (CHE) to a general grand canonical description of electrified interfaces. Here we will review the main derivation of these recent continuum models, underlining their specific features and advantages with respect to previous approaches in the literature. Initial applications of these models to electro-chemistry and electro-catalysis are presented.
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