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首页> 外文期刊>Journal of the Indian Chemical Society >Determination of the absolute values of Gibbs energy of hydration or solvation ΔG~0_(abs)(M~+or X~-)_(hors) of monovalent (alkali metal and halide) ions and other thermodynamic parameters in aqueous and non-aqueous solvents using a single standard
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Determination of the absolute values of Gibbs energy of hydration or solvation ΔG~0_(abs)(M~+or X~-)_(hors) of monovalent (alkali metal and halide) ions and other thermodynamic parameters in aqueous and non-aqueous solvents using a single standard

机译:水和非水一价离子的吉布斯水合或溶剂化能的绝对值ΔG〜0_(abs)(M〜+或X〜-)_(hors)和其他热力学参数的确定使用单一标准的溶剂

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摘要

Absolute values of Gibbs energy of hydration (h) or solvation (s) of alkali metal and halide ions ΔG~0_(abs)(M~+ or X~-)_(h or s) and other thermodynamic parameters in aqueous and non-aqueous solvents (methanol, ethanol, n-propanol, isopropanol, n-butanol, ethylene glycol, propylene carbonate (PC), N-methyl formamide (NMF), acetone, tetrahydrofuran (THF), 1,4-dioxan, acetonitrile) were determined directly using modified Born equation and a single standard state [i.e. ΔG~0 and ΔH~0 (but not ΔS~0) of H2 gas and other elements to be zero in their elementary standard states at 1 atm. pressure (1 bar) and 298 K]. The ΔH~0_(abs)(M~+ or X~-)_(h or s) and ΔG~0(M~+ or X~-)_(h or s) values are calculated considering ion-dipole, ion-quadrupole interactions and without considering the interaction terms. Very few data are available in non-aqueous solvents for comparison. Most of the single ion values (particularly for the anions) suffer from limitations associated with the erroneous principle of division of solvation energies ΔG~0_(h or s)(MX) or ΔH~0_(h or s)(MX) of electrolytes into single ion values. ΔG~0(M~+ or X~-)_h values determined using cluster-ion solvation data have also been presented. The values have been claimed to be most accurate in recent years. However, the method involves a number of assumptions of doubtful validity and the values cannot be regarded to be equivalent to ΔG~0(M~+ or X~-)_(h or s) determined by other workers using different methods. Coupling the values of ΔG~0(M~+ or X~-)_(h or s) and ΔH~0(M~+ or X~-)_(h or s) with ΔG~0(M~+ or X~-)_g and ΔH~0(M~+ or X~-)_g values in the gaseous state, ΔG~0(M~+ or X~-)_(water or org. solvent), ΔH~0(M~+ or X~-)_(water or org. solvent) and ΔS~0(M~+ or X~-)water or org. solvent [values in water and in organic solvents] are determined.
机译:水溶液和非水溶液中碱金属和卤化物离子的水化(h)或溶剂化(s)的吉布斯能量绝对值ΔG〜0_(abs)(M〜+或X〜-)_(h或s)和其他热力学参数-水性溶剂(甲醇,乙醇,正丙醇,异丙醇,正丁醇,乙二醇,碳酸亚丙酯(PC),N-甲基甲酰胺(NMF),丙酮,四氢呋喃(THF),1,4-二恶烷,乙腈)可以直接使用修正的Born方程和单个标准状态[即H 1气体和其他元素的基本状态为1 atm时,ΔG〜0和ΔH〜0(但不是ΔS〜0)为零。压力(1巴)和298 K]。 ΔH〜0_(abs)(M〜+或X〜-)_(h或s)和ΔG〜0(M〜+或X〜-)_(h或s)的值是考虑离子偶极子,离子-四极相互作用并且不考虑相互作用项。非水溶剂中仅有很少的数据可用于比较。大多数单离子值(尤其是阴离子)受与溶剂化能ΔG〜0_(h或s)(MX)或ΔH〜0_(h或s)(MX)分配错误的原理有关的限制成单离子值还提出了使用簇离子溶剂化数据确定的ΔG〜0(M〜+或X〜-)_ h值。这些值被认为是近年来最准确的。但是,该方法涉及许多不确定性的假设,并且不能认为该值等于其他工人使用不同方法确定的ΔG〜0(M〜+或X〜-)_(h或s)。将ΔG〜0(M〜+或X〜-)_(h或s)和ΔH〜0(M〜+或X〜-)_(h或s)的值与ΔG〜0(M〜+或气态下的X〜-)_ g和ΔH〜0(M〜+或X〜-)_ g值,ΔG〜0(M〜+或X〜-)_(水或有机溶剂),ΔH〜0( M〜+或X〜-)_(水或有机溶剂)和ΔS〜0(M〜+或X〜-)水或有机溶剂。确定溶剂[在水中和在有机溶剂中的值]。

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