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pH 滴定法测定log P. II:多元质子物质分配系数和电离常数的优化

pH-metric log P. II: Refinement of partition coefficients and ionization constants of multiprotic substances.

作者信息

Avdeef A

机构信息

Sirius Analytical Instruments Ltd., East Sussex, U.K.

出版信息

J Pharm Sci. 1993 Feb;82(2):183-90. doi: 10.1002/jps.2600820214.

DOI:10.1002/jps.2600820214
PMID:8445533
Abstract

A generalized, weighted, nonlinear least squares procedure is developed, based on pH titration data, for the refinement of octanol-water partition coefficients (log P) and ionization constants (pKa) of multiprotic substances. Ion-pair partition reactions, self-association reactions forming oligomers, and formations of mixed-substance complexes can be treated with this procedure. The procedure allows for CO2 corrections in instances where the base titrant may have CO2 as an impurity. Optionally, the substance purity and the titrant strength may be treated as adjustable parameters. The partial differentiation in the Gauss-Newton refinement procedure is based on newly derived analytical expressions. The new procedure was experimentally demonstrated with benzoic acid, 1-benzylimidazole, (+/-)-propranolol, and mellitic acid (benzenehexacarboxylic acid, AH6). Ionic strength (l) was adjusted with KNO3. Benzoic acid (20 degrees C; l 0.1 M): pKa = 3.99 +/- 0.02, log P = 1.96 +/- 0.02, log P (anion) = -1.2; 1-benzylimidazole (25 degrees C; l 0.1 M): pKa = 6.70 +/- 0.03, log P = 1.60 +/- 0.04; propranolol (25 degrees C; l 0.1 M): pKa = 9.53 +/- 0.06, log P = 3.35 +/- 0.03, log P (cation) = 0.62 +/- 0.08; mellitic acid (26 degrees C; l 0.2 M): pKas 1.10 +/- 0.46, 1.69 +/- 0.03, 2.75 +/- 0.02, 4.00 +/- 0.02, 5.05 +/- 0.01, and 6.04 +/- 0.02; in the presence of 0.01 M n-Bu4NBr, log P (AH6) = 1.5, log P (AH5-) = 1.1, log P (AH4(2-)) = 0.8, log P (AH3(3-)) = 0.3, log P (AH2(4-)) = -0.1, and log P (AH5-) = -0.5 (all +/- 0.1).(ABSTRACT TRUNCATED AT 250 WORDS)

摘要

基于pH滴定数据,开发了一种广义的、加权的非线性最小二乘法程序,用于精修多质子物质的正辛醇-水分配系数(log P)和电离常数(pKa)。该程序可处理离子对分配反应、形成低聚物的自缔合反应以及混合物质络合物的形成。在碱滴定剂可能含有二氧化碳作为杂质的情况下,该程序允许进行二氧化碳校正。可选择将物质纯度和滴定剂强度视为可调参数。高斯-牛顿精修程序中的偏导数基于新推导的解析表达式。用苯甲酸、1-苄基咪唑、(±)-普萘洛尔和苯六甲酸(AH6)对新程序进行了实验验证。用硝酸钾调节离子强度(l)。苯甲酸(20℃;l 0.1 M):pKa = 3.99±0.02,log P = 1.96±0.02,log P(阴离子)= -1.2;1-苄基咪唑(25℃;l 0.1 M):pKa = 6.70±0.03,log P = 1.60±0.04;普萘洛尔(25℃;l 0.1 M):pKa = 9.53±0.06,log P = 3.35±0.03,log P(阳离子)= 0.62±0.08;苯六甲酸(26℃;l 0.2 M):pKa分别为1.10±0.46、1.69±0.03、2.75±0.02、4.00±0.02、5.05±0.01和6.04±0.02;在0.01 M正丁基四溴化铵存在下,log P(AH6)= 1.5,log P(AH5-)= 1.1,log P(AH4(2-))= 0.8,log P(AH3(3-))= 0.3,log P(AH2(4-))= -0.1,log P(AH5-)= -0.5(所有均±0.1)。(摘要截断于250字)

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