1971
DOI: 10.1007/bf00718702
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An approximate method of calculating the basic parameters of a multicomponent fractionation

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Cited by 14 publications
(13 citation statements)
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“…In this paper we use the shortcut method by Underwood [82], Fenske [83] , Gilliland [84] with the explicit equation by Molokanov [85] and Krikbride [86] for feed tray location (FUG), implemented in Matlab TM [87] and connected to Aspen-Hysys TM through the activeX capabilities in order to get accurate physical properties for calculating the volatilities and rigorous enthalpies to determine, if necessary the heat loads in reboilers and condensers.…”
Section: Is Selected False Otherwisementioning
confidence: 99%
“…In this paper we use the shortcut method by Underwood [82], Fenske [83] , Gilliland [84] with the explicit equation by Molokanov [85] and Krikbride [86] for feed tray location (FUG), implemented in Matlab TM [87] and connected to Aspen-Hysys TM through the activeX capabilities in order to get accurate physical properties for calculating the volatilities and rigorous enthalpies to determine, if necessary the heat loads in reboilers and condensers.…”
Section: Is Selected False Otherwisementioning
confidence: 99%
“…Gilliland in 1940 [7] presented his results about the relationship between the number of minimum stages and the number of theoretical stages with minimum reflux ratio and operational reflux ratio in graphical form. In 1972, Gilliland's results were correlated by Molokanov et al [13] and in 1975 by Eduljee [14] with the simpler expression of (g) in Table 2. The book Table 3 shows the values obtained for the four components in the three separations.…”
Section: Previous Work and Model Descriptionmentioning
confidence: 85%
“…The estimation of the actual number of stages required at a finite reflux was performed using the Gilliland correlation in the form of the modified Molokanov et al (1971)…”
Section: Calculation Equations and Methodologymentioning
confidence: 99%