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首页> 外文期刊>Journal of Chemical and Engineering Data: the ACS Journal for Data >Determination of Solid–Liquid Phase Equilibrium of Benzoic Acid in Mono, Binary, and Ternary Systems and Their Correlation
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Determination of Solid–Liquid Phase Equilibrium of Benzoic Acid in Mono, Binary, and Ternary Systems and Their Correlation

机译:单型,二元和三元系统中苯甲酸的固 - 液相平衡及其相关性的测定及其相关性

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The present research work has evaluated the equilibrium solubility data of benzoic acid in monosolvents (benzyl acetate and benzyl benzoate), in binary systems (benzyl alcohol + toluene), (benzyl acetate + toluene), and (benzyl benzoate + toluene) in the temperature range 288.15–328.15 K, and in ternary systems (benzoic acid + phthalic acid + benzyl alcohol/methanol) at two different temperatures 298.15 and 308.15 K by varying the mole fraction of the binary mixture using high-performance liquid chromatography. Solid–liquid phase equilibrium data for the ternary system were measured using the isothermal saturation method and the ternary solubility data (saturated liquid and wet solid phase) were used to construct the isothermal phase diagrams. The two pure solids formed in the ternary system were distinguished by Schreinemaker’s wet residue method at the corresponding temperatures. The experimental solubility data of benzoic acid in monosolvents and binary systems from this work were fit to various thermodynamic models reported in the literature such as the Buchowski equation and the Jouyban–Acree model. The Wilson model was also fit to investigate the effect of binary interaction parameters on the solubility of ternary systems. The experimental solubility data of benzoic acid in the solvents were in good agreement with the calculated values obtained through the thermodynamic models. The solubility data and phase diagram for the ternary systems show more practical application for the obtained benzoic acid and phthalic acid pure regions. For the ternary system that consists of methanol, pure regions were larger compared to that of the system with the benzyl alcohol as a solvent. Thus, the Wilson model was successful in explaining the experimental phase behavior of the ternary system, which was reflected in the minimum root-mean-square deviation value of 0.0086 for methanol at 298.15 K.
机译:本研究工作评估了苯甲酸在288.15–328.15 K温度范围内的单溶剂(乙酸苄酯和苯甲酸苄酯)、二元体系(苯甲醇+甲苯)、(乙酸苄酯+甲苯)和(苯甲酸苄酯+甲苯)中的平衡溶解度数据,在三元体系(苯甲酸+邻苯二甲酸+苯甲醇/甲醇)中,通过使用高效液相色谱法改变二元混合物的摩尔分数,在298.15和308.15 K的两个不同温度下进行。用等温饱和法测定了三元体系的固-液相平衡数据,并用三元溶解度数据(饱和液相和湿固相)绘制了等温相图。在相应的温度下,用Schreinemaker湿残渣法对三元体系中形成的两种纯固体进行了区分。苯甲酸在单溶剂和二元体系中的实验溶解度数据符合文献中报道的各种热力学模型,如布氏方程和Jouyban–Acree模型。威尔逊模型也适用于研究二元相互作用参数对三元体系溶解度的影响。苯甲酸在溶剂中的溶解度实验数据与热力学模型计算值吻合良好。三元体系的溶解度数据和相图显示,对于获得的苯甲酸和邻苯二甲酸纯区,它们具有更实际的应用。对于由甲醇组成的三元体系,与以苯甲醇为溶剂的体系相比,纯区更大。因此,威尔逊模型成功地解释了三元体系的实验相行为,这反映在298.15 K下甲醇的最小均方根偏差值为0.0086。

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