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首页> 外文期刊>The Journal of Chemical Thermodynamics >Measurement and correlation of physicochemical properties of phosphonium-based deep eutectic solvents at several temperatures (293.15 K-343.15 K) for CO2 capture
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Measurement and correlation of physicochemical properties of phosphonium-based deep eutectic solvents at several temperatures (293.15 K-343.15 K) for CO2 capture

机译:鏻基深对共晶溶剂的物理化学性质在若干温度下的测量和相关性(293.15 k-343.15 k)进行二氧化碳捕获

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摘要

Recently, deep eutectic solvents (DESs) as the new solvents have received considerable amount of attention between researchers in different research fields and are under investigation so find out their potential to become a versatile alternative to ionic liquids (ILs) and traditional solvents. DESs are derived from two or more salts as the hydrogen bond acceptors (HBAs) and hydrogen bond donors (HBDs). Six DESs were synthesized namely allyltriphenylphosphonium bromide-diethylene glycol (ATPPB-DEG) and allyltriphenylphosphonium bromide-triethylene glycol (ATPPB-TEG) using three mole ratios of 1:4, 1:10 and 1:16 salt to HBDs. In this work, we report physicochemical properties of these DESs, which include density, molar volume, isobaric thermal expansion, refractive index, specific refraction, molar refraction, free molar volume, electronic polarization and internal pressure at several temperatures from 293.15 K to 343.15 K. Most of these properties are fitted to a linear equation by the method of least-squares using the Levenberg-Marquardt algorithm to derive the corresponding parameters and estimate the root mean square error (RMSE) and least squared correlation coefficient (R-2). (C) 2017 Published by Elsevier Ltd.
机译:最近,作为新溶剂的深层共晶溶剂(Dess)在不同研究领域的研究人员之间得到了相当大的关注,并且正在调查中,因此可以发现它们成为离子液体(ILS)和传统溶剂的多功能替代品。 DESS源自两种或更多种盐作为氢键受体(HBA)和氢键供体(HBD)。使用三个摩尔比为1:4,10:10和1:16盐合成六个DES,将六个DES合成即烯丙基苯基溴 - 二亚乙二醇(ATPPB-DEG)和烯丙基乙二醇铵 - 三甘醇(ATPPB-TEG)。在这项工作中,我们报告了这些DES的物理化学性质,其中包括密度,摩尔体积,异巴热膨胀,折射率,特定折射,摩尔折射,自由摩尔体积,电子偏振和内部压力在几个温度下,从293.15 k到343.15 k 。这些属性中的大多数通过使用Levenberg-Marquardt算法的最小二乘法拟合到线性方程,以导出相应的参数并估计根均方误差(RMSE)和最小二乘相关系数(R-2)。 (c)2017年由elestvier有限公司出版

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