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首页> 外文期刊>Journal of Solution Chemistry >Excess Molar Volumes, Viscosities and Speeds of Sound of the Ternary Mixture 1-Heptanol (1) + Tetrachloroethylene (2) + Methylcyclohexane (3) at 298.15 K
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Excess Molar Volumes, Viscosities and Speeds of Sound of the Ternary Mixture 1-Heptanol (1) + Tetrachloroethylene (2) + Methylcyclohexane (3) at 298.15 K

机译:三元混合物1-庚醇(1)+四氯乙烯(2)+甲基环己烷(3)在298.15 K时的过量摩尔体积,粘度和声速

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摘要

Densities (ρ), viscosities (η) and speeds of sound (u) of the ternary mixture (1-heptanol + tetrachloroethylene + methylcyclohexane) and the corresponding binary mixtures (1-heptanol + tetrachloroethylene), (1-heptanol + methylcyclohexane) and (tetrachloroethylene + methylcyclohexane) at 298.15 K were measured over the whole composition range. The data obtained are used to calculate the excess molar volumes (V E), excess isobaric thermal expansivities (α E), viscosity deviations (Δη), excess Gibbs energies of activation of viscous flow (ΔG *E) and excess isentropic compressibilities (κ S E ) of the binary and ternary mixtures. The data from the binary systems were fitted by the Redlich–Kister equation whereas the best correlation method for the ternary system was found using the Nagata equation. Viscosities, speeds of sound and isentropic compressibilities of the binary and ternary mixtures have been correlated by means of several empirical and semi-empirical equations. The best correlation method for viscosities of binary systems is found using the Iulan et al. equation and for the ternary system using the Heric and McAllister equations. The best correlation method for the speeds of sound and isentropic compressibilities of the binary system (1-heptanol + methylcyclohexane) is found using IMR (Van Deal ideal mixing relation) and for the binary system (tetrachloroethylene + methylcyclohexane) it is found using the NR (Nomoto relation) and for the binary system (1-heptanol + tetrachloroethylene) and the ternary system (1-heptanol + trichloroethylene + methylcyclohexane) it is obtained from the FLT (Jacobson free length theory).
机译:三元混合物(1-庚醇+四氯乙烯+甲基环己烷)和相应的二元混合物(1-庚醇+四氯乙烯),(1-庚醇+甲基环己烷)的密度(ρ),粘度(η)和声速(u)和在整个组成范围内测量了298.15 K的(四氯乙烯+甲基环己烷)。获得的数据用于计算过量的摩尔体积(VE ),过量的等压热膨胀率(αE ),粘度偏差(Δη),激活粘性流的过量Gibbs能量(ΔG* E )和二元和三元混合物的过量等熵压缩率(κS E )。二元系统的数据通过Redlich-Kister方程拟合,而三元系统的最佳相关方法是使用Nagata方程找到的。二元和三元混合物的粘度,声速和等熵可压缩性已经通过几个经验和半经验方程式进行了关联。使用Iulan等人找到了二元体系粘度的最佳相关方法。方程和使用Heric和McAllister方程的三元系统。使用IMR(范德理想混合关系)找到二元体系(1-庚醇+甲基环己烷)的声速和等熵压缩率的最佳相关方法,使用NR找到二元体系(四氯乙烯+甲基环己烷)的声速和等熵压缩率的最佳相关方法。 (Nomoto关系),对于二元体系(1-庚醇+四氯乙烯)和三元体系(1-庚醇+三氯乙烯+甲基环己烷),可从FLT(Jacobson自由长度理论)获得。

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