首页> 外文期刊>Analytica chimica acta >INTERPRETATION OF THE ACID-BASE EQUILIBRIUM OF HUMIC ACID BY A CONTINUOUS PK DISTRIBUTION AND ELECTROSTATIC MODEL
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INTERPRETATION OF THE ACID-BASE EQUILIBRIUM OF HUMIC ACID BY A CONTINUOUS PK DISTRIBUTION AND ELECTROSTATIC MODEL

机译:连续PK分布和静电模型解释腐植酸的酸碱平衡

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摘要

Acid-base equilibria of a humic al:id were characterized by considering ionic group heterogeneity and electrostatic effects. The continuous pK distribution model, in which acidic functional groups having two centers of distribution were assumed in the humic molecule, was adapted to the experimental titration data by non-linear least square regression analysis. Excellent curve-fitting was obtained, and two centers of pK distribution (mu(1) and mu(2)) and the total amounts of functional groups (C-A1 and C-A2) were evaluated. It was suggested that there are strong and weak acidic groups in the humic molecule and that they continuously deprotonate;according to their pK distribution. The mu values were evaluated in media of various ionic strength (I = 0.004-1); mu(1) (strong: groups): 3.4-5.1, mu(2) (weak groups): 6.0-7.9, and the ratio of C-A1 to C-A2 was ca. 5:2. The electrostatic model including the Debye-Huckel theory was adapted to evaluate the intrinsic dissociation constants, pK(i,int). From the relationship between the mu values and I-1/2, the intrinsic pK(i) values of two centers of distributions, mu(int), could be evaluated; mu(1,int),int: 3.03, mu(2,int): 5.12. The intrinsic pK distribution and the species distribution curves were calculated under electrostatic-free conditions. Investigation of Fourier transform infrared spectra and the species distribution curves suggested that the two different types of carboxylic groups would contribute to the pK distribution of each functional group. [References: 34]
机译:通过考虑离子基团的异质性和静电效应来表征腐殖酸的酸碱平衡。通过非线性最小二乘回归分析,将连续的pK分布模型(其中在腐殖质分子中假定具有两个分布中心的酸性官能团)应用于实验滴定数据。获得了极好的曲线拟合,并评估了pK分布的两个中心(mu(1)和mu(2))和官能团的总量(C-A1和C-A2)。有人建议在腐殖质分子中有强酸性基团和弱酸性基团,并且根据它们的pK分布,它们会连续去质子化。在各种离子强度(I = 0.004-1)的介质中评估mu值; mu(1)(强:组):3.4-5.1,mu(2)(弱组):6.0-7.9,并且C-A1与C-A2的比率为ca。 5:2包括Debye-Huckel理论在内的静电模型适用于评估固有解离常数pK(i,int)。根据mu值与I-1 / 2之间的关系,可以评估两个分布中心mu(int)的固有pK(i)值; mu(1,int),int:3.03,mu(2,int):5.12。在无静电条件下计算出固有的pK分布和物种分布曲线。傅立叶变换红外光谱和物种分布曲线的研究表明,两种不同类型的羧基将有助于每个官能团的pK分布。 [参考:34]

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