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A modified Frenkel approach for viscometric prediction of binary and multicomponent liquid mixtures

机译:改进的Frenkel方法用于二元和多组分液体混合物的粘度预测

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摘要

Viscosity measurements serve as a very vital and versatile tool for flow measurements and to study intermolecular interactions in liquid mixtures especially in the field of petrochemical and reservoir engineering. The need for development of newer models for theoretical evaluation of viscosity is a matter of considerable significance and various theories have been proposed by several workers over the years. Present investigation is an attempt to modify the well established Frenkel relation for prediction of viscosity. The modified relation has been applied to 100 binary, 14 ternary and 2 quaternary systems over a wide range of temperature. The obtained results have been compared with few predictive and correlative approaches in literature alongwith the original Frenkel relation by taking absolute average percentage deviation (AAPD) as the criterion. The model testing results clearly indicate the superior predictive capability as compared to the original relation. The improvements in AAPD values are seen to be as high as 80.86 times (8085.7%) for binary and 5.85 times (585%) in case of ternary system.
机译:粘度测量是流量测量以及研究液体混合物中分子间相互作用的非常重要且用途广泛的工具,尤其是在石化和储层工程领域。需要开发更新的模型以进行粘度的理论评估是一个相当重要的问题,多年来,数名工人提出了各种理论。当前的研究是试图修改已建立的弗伦克尔关系以预测粘度。修改后的关系已在很宽的温度范围内应用于100个二元,14个三元和2个四元系统。以绝对平均百分比偏差(AAPD)为标准,将所得结果与文献中很少的预测和相关方法以及原始Frenkel关系进行了比较。模型测试结果清楚地表明,与原始关系相比,该模型具有出色的预测能力。二进制的AAPD值提高了80.86倍(8085.7%),三元系统的提高了5.85倍(585%)。

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