Liu Xinqiang, Kong Xian
South China Advanced Institute for Soft Matter Science and Technology, School of Emergent Soft Matter, South China University of Technology, Guangzhou 510640, China.
Guangdong Provincial Key Laboratory of Functional and Intelligent Hybrid Materials and Devices, South China University of Technology, Guangzhou 510640, China.
J Phys Chem B. 2024 Apr 25;128(16):3953-3963. doi: 10.1021/acs.jpcb.4c00635. Epub 2024 Mar 23.
This study explores the potential of the dumbbell solvent as a minimal model for understanding electrolyte solutions in polar solvents. Our investigation involves a comparative analysis of the dumbbell model and the Stockmayer model, focusing on ion solvation and ion-ion correlations. We examine electrolytes containing symmetric monovalent salts dissolved in polar solvents while varying the ion density and solvent polarity. Both models predict an augmented solvent coordination number around ions as the solvent polarity increases, with the dumbbell solvent displaying a more pronounced effect. Notably, radial distribution functions (RDFs) between solvent and ions yield differing trends; Stockmayer models exhibit a nonmonotonic relationship due to strong dipole-dipole interactions at higher polarity, while RDFs for ions and dumbbell solvents consistently rise. In response to increased solvent polarity, Stockmayer solvents within the ion's solvation shell undergo continuous dipole orientation shifts, whereas the dumbbell solvent predominantly adopts pointing-away dipole orientations, diminishing pointing-to orientations. This underscores the significance of the interplay between the solvent molecular orientation and dipole rotation. Both models qualitatively predict ion pairing and clustering behaviors across varying solvent dipole strengths and salt concentrations. The Stockmayer solvent generally provides stronger electrostatic screening than the dumbbell solvent due to its neglect of the coupling between molecular orientation and dipole rotation. What's more, at a high dipole moment regime, ion-ion correlations in Stockmayer solvent can become stronger with increasing dipole moment due to stronger solvent-solvent correlations. This study underscores the effectiveness of the dumbbell solvent model in systematically elucidating the fundamental principles governing electrolytes and offers potential applications in the rational design of electrolyte systems.
本研究探索了哑铃形溶剂作为理解极性溶剂中电解质溶液的最小模型的潜力。我们的研究包括对哑铃形模型和斯托克迈耶模型进行比较分析,重点关注离子溶剂化和离子-离子相关性。我们研究了溶解在极性溶剂中的含有对称单价盐的电解质,同时改变离子密度和溶剂极性。随着溶剂极性增加,两个模型均预测离子周围的溶剂配位数会增加,其中哑铃形溶剂的影响更为显著。值得注意的是,溶剂与离子之间的径向分布函数(RDF)呈现出不同的趋势;由于在较高极性下存在强偶极-偶极相互作用,斯托克迈耶模型表现出非单调关系,而离子与哑铃形溶剂的RDF则持续上升。随着溶剂极性增加,离子溶剂化壳层内的斯托克迈耶溶剂会发生连续的偶极取向变化,而哑铃形溶剂主要采取背离指向的偶极取向,减少指向的取向。这突出了溶剂分子取向与偶极旋转之间相互作用的重要性。两个模型都定性地预测了在不同溶剂偶极强度和盐浓度下的离子配对和聚集行为。由于斯托克迈耶溶剂忽略了分子取向与偶极旋转之间的耦合,它通常比哑铃形溶剂提供更强的静电屏蔽。此外,在高偶极矩区域,由于更强的溶剂-溶剂相关性,斯托克迈耶溶剂中的离子-离子相关性会随着偶极矩增加而变强。本研究强调了哑铃形溶剂模型在系统阐明电解质基本原理方面的有效性,并为电解质系统的合理设计提供了潜在应用。