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Thermochemical behavior of dissolved Carboxylic Acid solutes: Part 2 - Mathematical Correlation of Ketoprofen Solubilities with the Abraham General Solvation Model

机译:溶解的羧酸溶质的热化学行为:第2部分-酮洛芬溶解度与亚伯拉罕一般溶剂化模型的数学关联

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The Abraham general solvation model is used to calculate the numerical values of the solute descriptors for ketoprofen from experimental solubilities in organic solvents. The mathematical correlations take the form of log(C_S/C_W) = c + r·R_2 + s·π_2~H + a·Σα_2~H + Σβ_2~H + v·V_x log(C_S/C_G) = c + r·R_2 + s·π_2~H + a·Σα_2~H + Σβ_2~H + l·log L~(16) where C_S and C_W refer to the solute solubility in the organic solvent and water, respectively, C_G is a gas phase concentration, R_2 is the solute excess molar refraction, V_x is McGowan volume of the solute, Σα_2~H and Σβ_2~H are measures of the solute hydrogen-bond acidity and hydrogen-bond basicity, denotes the solute dipolarity/polarizability descriptor and L(16) is the solute gas phase dimensionless Ostwald partition coefficient into hexadecane at 298 K. The remaining symbols in the above expressions are known solvent coefficients, which have been determined previously for a large number of gas/solvent and water/solvent systems. We estimate R_2 as 1.6500 and calculate V_x as 1.9779, and then solve a total of 19 equations to yield π_2~H = 2.260, Σα_2~H = 0.550 and Σβ_2~H = 0.890. These descriptors reproduce the 19 observed log(C_S/C_W) values with a standard deviation of only 0.123 log units. The log(C_S/C_G) correlation could not be used in the present study because of both lack of experimental vapor pressure data for ketoprofen at 298.15 K, and lack of the Ostwald partition coefficient for ketoprofen into hexadecane.
机译:亚伯拉罕的一般溶剂化模型用于根据有机溶剂中的实验溶解度计算酮洛芬的溶质描述值。数学相关性采用log(C_S / C_W)= c + r·R_2 + s·π_2〜H + a·Σα_2〜H +Σβ_2〜H + v·V_x log(C_S / C_G)= c + r· R_2 + s·π_2〜H + a·Σα_2〜H +Σβ_2〜H +l·logL〜(16)其中C_S和C_W分别表示在有机溶剂和水中的溶质溶解度,C_G是气相浓度,R_2是溶质的过量摩尔折射,V_x是溶质的McGowan体积,Σα_2〜H和Σβ_2〜H是溶质氢键酸度和氢键碱度的量度,表示溶质双极性/极化率描述符和L(16 )是298 K下十六烷中的溶质气相无量纲的奥斯特瓦尔德分配系数。上述表达式中的其余符号是已知的溶剂系数,之前已针对大量的气体/溶剂和水/溶剂系统确定了该系数。我们估计R_2为1.6500,计算V_x为1.9779,然后求解总共19个方程,得出π_2〜H = 2.260,Σα_2〜H = 0.550和Σβ_2〜H = 0.890。这些描述符再现了19个观察到的log(C_S / C_W)值,其标准偏差仅为0.123 log个单位。由于缺乏在298.15 K时酮洛芬的实验蒸气压数据,以及缺乏酮洛芬进入十六烷的奥斯特瓦尔德分配系数,因此无法在本研究中使用log(C_S / C_G)相关性。

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