Department of Medicinal Chemistry, College of Pharmacy, University of Florida, P.O. Box 100485, Gainesville, FL 32610-0485, USA.
Talanta. 2003 Jun 13;60(2-3):535-42. doi: 10.1016/S0039-9140(03)00112-7.
7-Hydroxy-1-naphthalenesulfonate (2-naphthol-8-sulfonate) monoanion demonstrates proton transfer in the lowest excited singlet state in DMSO-water mixtures as well as in pure water. The dissociation reaction of the directly excited monoanion is strongly solvent-dependent, and independent of solution acidity. The reprotonation of the conjugate base, however, depends predominantly on the acidity of the solution and only on the continuum properties of the solvent. The separability of the dissociation and reprotonation reactions, using steady-state methodology, allows the reprotonation to be treated independent of the dissociation. The linear relationship between the ratio of the relative fluorescence efficiencies of acid and conjugate base, and the hydrogen ion concentration is obtained only if proper Brönsted activity factors are included in the relationship. These factors can be calculated from classical electrostatics and are the fourth powers of the activity coefficients necessary to convert the formal hydrogen ion concentration to hydrogen ion activity. Using this approach, pH was calculated from hydrogen ion concentration in DMSO-water solutions, containing a mole fraction of DMSO up to about 0.4.
7-羟基-1-萘磺酸酯(2-萘酚-8-磺酸酯)单阴离子在 DMSO-水混合物以及纯水中的最低激发单线态中表现出质子转移。直接激发的单阴离子的离解反应强烈依赖于溶剂,而与溶液酸度无关。然而,共轭碱的再质子化主要取决于溶液的酸度,而仅取决于溶剂的连续体性质。使用稳态方法分离离解和再质子化反应,允许将再质子化独立于离解进行处理。只有在关系中包含适当的布伦斯特德活度因子,才能获得酸和共轭碱的相对荧光效率比与氢离子浓度之间的线性关系。这些因子可以根据经典静电原理计算得出,并且是将形式氢离子浓度转换为氢离子活度所需的活度系数的四次幂。使用这种方法,可以从 DMSO-水溶液中的氢离子浓度计算 pH 值,其中 DMSO 的摩尔分数高达约 0.4。