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Surface Tension and Interfacial Tension of Binary Organic Liquid Mixtures

机译:二元有机液体混合物的表面张力和界面张力

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The pendant drop method,combined with efficient temperature control of the measuring cell,allows high precision measurements of both surface tension and interfacial tension.The surface tensions and liquid densities of mixtures of cyclohexane+heptane,cyclohexane+propanone,and toluene+propanone have been determined at a normal pressure of 1 bar over the temperature range from 287 K to 317 K.The surface tension data could be parametrized with a cubic polynomial.Gibbs excess surfaces concentrations are derived from our experimental data,and the influence of activity coefficients is discussed.The high precision pendant drop apparatus allows accuarate measurements of the interfacial tension in systems with liquid-liquid phase separation.In binary mixtures of heptane + N,N-dimethylformamide,heptane+N-methyl-2-pyrrolidone,and decane+N,N-dimethylformamide,the interfacial tension was measured over a wide temperature range close to the critical solution point.The densities of the corresponding liquid phases were obtained by buoyancy measurements.The accuracy of the density measurements is DELTA_rho=+-0.0001 g·cm~(-3) for the vibrating tube densimeter;for the buoyancy measurements we find DELTA_rho=+-0.0005 g·cm~(-3).The reproducibility of the surface tension measurements is generally better than DELTA_rho=+-0.50% at the 95% confidence level.Standard deviations for all experimental values are given in the tables.The resulting data are parametrized using polynomial and Wegener expansion type equations.
机译:悬滴法结合有效的测量池温度控制,可以对表面张力和界面张力进行高精度测量。环己烷+庚烷,环己烷+丙酮和甲苯+丙酮的混合物的表面张力和液体密度已经达到在287 K至317 K的温度范围内,在1 bar的常压下测定。表面张力数据可以用三次多项式进行参数化。从我们的实验数据中得出Gibb多余的表面浓度,并讨论了活度系数的影响高精度悬滴装置可精确测量液相-液相分离系统中的界面张力。在庚烷+ N,N-二甲基甲酰胺,庚烷+ N-甲基-2-吡咯烷酮和癸烷+ N的二元混合物中, N-二甲基甲酰胺,在接近临界溶解点的较宽温度范围内测量界面张力。相应锂离子的密度振动管密度计的密度测量精度为DELTA_rho = +-0.0001 g·cm〜(-3);对于浮力测量,我们发现DELTA_rho = +-0.0005 g·cm〜( -3)。在95%置信水平下,表面张力测量值的可重复性通常优于DELTA_rho = +-0.50%。所有实验值的标准偏差均在表中给出,所得数据使用多项式和Wegener扩展参数化类型方程式。

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