Faculty of Engineering and Chemical Technology, Cracow University of Technology, 31-155 Cracow, Poland.
Talanta. 2010 Oct 15;82(5):1965-73. doi: 10.1016/j.talanta.2010.08.024. Epub 2010 Aug 21.
The paper provides a new formulation and analytical proposals based on the isohydric solutions concept. It is particularly stated that a mixture formed, according to titrimetric mode, from a weak acid (HX, C(0)mol/L) and a strong acid (HB, Cmol/L) solutions, assumes constant pH, independently on the volumes of the solutions mixed, provided that the relation C(0)=C+C(2)·10(pK(1)) is valid, where pK(1)=-log K(1), K(1) the dissociation constant for HX. The generalized formulation, referred to the isohydric solutions thus obtained, was extended also to more complex acid-base systems. Particularly in the (HX, HB) system, the titration occurs at constant ionic strength (I) value, not resulting from presence of a basal electrolyte. This very advantageous conjunction of the properties provides, among others, a new, very sensitive method for verification of pK(1) value. The new method is particularly useful for weak acids HX characterized by low pK(1) values. The method was tested experimentally on four acid-base systems (HX, HB), in aqueous and mixed-solvent media and compared with the literature data. Some useful (linear and hyperbolic) correlations were stated and applied for validation of pK(1) values. Finally, some practical applications of analytical interest of the isohydricity (pH constancy) principle as one formulated in this paper were enumerated, proving the usefulness of such a property which has its remote roots in the Arrhenius concept.
本文提供了一种基于等水合溶液概念的新配方和分析建议。特别指出的是,根据滴定模式由弱酸(HX,C(0)mol/L)和强酸(HB,Cmol/L)溶液形成的混合物,假设 pH 值保持不变,与混合溶液的体积无关,只要满足关系 C(0)=C+C(2)·10(pK(1)),其中 pK(1)=-log K(1),K(1)是 HX 的离解常数。所得到的等水合溶液的广义配方也扩展到更复杂的酸碱体系。特别是在(HX,HB)体系中,滴定在恒定离子强度(I)值下进行,而不是由基本电解质的存在引起。这种非常有利的性质结合,提供了一种新的、非常灵敏的验证 pK(1)值的方法。该新方法特别适用于具有低 pK(1)值的弱酸 HX。该方法在水相和混合溶剂介质中的四个酸碱体系(HX,HB)上进行了实验测试,并与文献数据进行了比较。提出了一些有用的(线性和双曲线)相关性,并应用于验证 pK(1)值。最后,列举了本文中所提出的等水合(pH 值恒定)原理的一些具有分析意义的实际应用,证明了这种性质的有用性,这种性质在 Arrhenius 概念中有其遥远的根源。