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Nearly ideal systems separating

A convenient method for determining the molar vapor rate in an ordinary distillation col umn separating a nearly ideal system uses the Underwood equations to calculate the mini mum reflux ratio, This is readily accomplished, as in the example below, with a proces simulation program. The design reflux ratio is taken as / = 1.2 By material balance, th... [Pg.254]

Using the results from Problem 1 above and Tables 1.5 and LI, conpare the results for the simulation of the benzene recovery column, T-101, using a shortcut method and a rigorous method. One way to do this comparison is to use the number of theoretical plates from the shortcut method as an input to the rigorous method. The rigorous method is used to simulate the same separation as the shortcut method, that is, same overhead purity and recovery. The difference in the methods is then reflected by the difference between the reflux required for both methods. Comment on the difference for this nearly ideal system Remember that there is no need to simulate the whole flowsheet for this problem just use the input to the column from Table 1.5. [Pg.437]

Separation Factors for Some Near-Ideal Systems at 1 atm... [Pg.235]

This tutorial paper is a review of recent advances in the synthesis of ideal and nonideal distillation-hased separation systems. We start hy showing that the space of alternative. separation processes is enormous. We discuss. simple methods to classify a mixture either as nearly ideal or as nonideal, in which case it displays azeotropic and possibly liquid/liquid behavior. [Pg.64]

The K j may be estimated using an empirical correlation or alternative physical model (e.g., surface renewal theory) with the Maxwell-Stefan diffusivity of the appropriate i-j pair D-j replacing the binary Fick D. Since most published correlations were developed with data obtained with nearly ideal or dilute systems where F is approximately unity, we expect this separation of diffusive and thermodynamic contributions to k to work quite well. We may formally define the Maxwell-Stefan mass transfer coefficient k - as (Krishna, 1979a)... [Pg.216]

One of the first CPs to be studied as a modified electrode was P(Py), at which the electrochemistry of ferrocene (FeCp2) was studied [55]. This FeCp2 system (E° +0.42 V vs. SCE) showed near ideal reversible electrochemical behavior, with proportional to indicating diffusion limited processes, cathodic/anodic peak current ratios of near unity, and cathodic/anodic peak separations close to 70 mV. More recently, poly (bithiophene) modified electrodes have been used to monitor the electrochemistry of FeCp2 as well as / -benzoquinone, and to probe the semiconducting behavior of this CP [56]. Ferrocene appears popular as a near-reversible probe material for CP-modified electrodes, having been studied with poly(thiophene) and other CP modified electrodes as well [57]. [Pg.99]


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Nearly ideal systems

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