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首页> 外文期刊>Journal of the Serbian Chemical Society >Modeling of density and calculations of derived volumetric properties for n-hexane, toluene and dichloromethane at pressures 0.1-60 MPa and temperatures 288.15-413.15 K
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Modeling of density and calculations of derived volumetric properties for n-hexane, toluene and dichloromethane at pressures 0.1-60 MPa and temperatures 288.15-413.15 K

机译:正己烷,甲苯和二氯甲烷在0.1-60 MPa压力和288.15-413.15 K温度下的密度建模和导出体积特性的计算

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Densities data of n-hexane, toluene and dichloromethane at temperatures 288.15-413.15 K and at pressures 0.1-60 MPa, determined in our previous work, were fitted to the modified Tait equation of state. The fitted temperature-pressure dependent density data were used to calculate the derived properties: the isothermal compressibility, the isobaric thermal expansivity, the difference between specific heat capacity at constant pressure and at constant volume and the internal pressure, over the entire temperature and pressure intervals specified above. In order to assess the proposed modeling procedure, a comparison of the obtained values for the isothermal compressibility and the isobaric thermal expansivity with the corresponding literature data were performed. The average absolute percentage deviations for isothermal compressibility were: for n-hexane 2.01-3.64%, for toluene 0.64-2.48% and for dichloromethane 1.81-3.20%; for the isobaric thermal expansivity: for n-hexane 1.31-4.17%, for toluene 0.71-2.45% and for dichloromethane 1.16-1.61%. By comparing the obtained deviations values with those found in the literature it can be concluded that the presented results agree good with the literature data. [Projekat Ministarstva nauke Republike Srbije, br. 172063]
机译:在我们先前的工作中确定的在288.15-413.15 K的温度和0.1-60 MPa的压力下正己烷,甲苯和二氯甲烷的密度数据与修正的Tait状态方程拟合。使用拟合的温度-压力相关的密度数据来计算导出的属性:等温压缩性,等压热膨胀率,在恒定压力和恒定体积下的比热容与内部压力在整个温度和压力间隔内的差异以上指定。为了评估提出的建模程序,对获得的等温压缩率和等压热膨胀率值与相应的文献数据进行了比较。等温压缩率的平均绝对百分比偏差为:正己烷2.01-3.64%,甲苯0.64-2.48%,二氯甲烷1.81-3.20%;等压热膨胀系数:对于正己烷为1.31-4.17%,对于甲苯为0.71-2.45%,对于二氯甲烷为1.16-1.61%。通过将获得的偏差值与文献中的偏差值进行比较,可以得出结论,给出的结果与文献数据相吻合。 [Projekat Ministarstva nauke Republike Srbije,br。 172063]

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