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首页> 外文期刊>Journal of the Indian Chemical Society >Theoretical estimation of viscosity of quinary and its constituent quaternary liquid mixtures
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Theoretical estimation of viscosity of quinary and its constituent quaternary liquid mixtures

机译:五元体系及其组成的四元混合液粘度的理论估计

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The present work is concerned with the theoretical analysis of quite new and rare data on viscosity of a regular quinary and its quaternary subsystems at 308.15 K and 313.15 K (Nhaesi and Asfour, J. Chem. Eng. Data, 2005, 50, 149). For the first time, six different relations, viz. Wassiljewa relation, Suthcrland-Wassiljewa (S-W) relation, Arrhenius model, Bingham relation, Kendall-Munroe (K-M) relation and Croenauer-Rothfus-Kermore (C-R-K) relation have been applied to the quinary system (toluene + octane + ethylbenzene + tetradecane + hexadecanc) and its quaternary subsystems. The theoretical results are compared with experimental viscosity data reported in the aforementioned papers. Quite interesting results are obtained.
机译:目前的工作是关于在308.15 K和313.15 K上常规五元及其四级子系统的粘度的新数据和稀有数据的理论分析(Nhaesi和Asfour,J。Chem。Eng。Data,2005,50,149) 。第一次,六个不同的关系,即。 Wassiljewa关系,Suthcrland-Wassiljewa(SW)关系,Arrhenius模型,Bingham关系,Kendall-Munroe(KM)关系和Croenauer-Rothfus-Kermore(CRK)关系已应用于五元体系(甲苯+辛烷+乙苯+十四烷+ hexadecanc)及其四级子系统。将理论结果与上述论文中报告的实验粘度数据进行了比较。获得了非常有趣的结果。

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