²F = X1 ?n, = 0.9 n2 = 0.06 Fn; = 0.04 'F = 10 ³F = x2 %3! %3D 'n, = 0.7 'n = 0.2 'n; = 0.1 'n, = 0.1 'n2 = 0.8 'n; = 0.1 n1 = hexane n2 = heptane *F = x3 n3 = octane "n, = 0.2 'n, = 0.1 4n; = 0.7 %3D


3. Consider a simple 3-component flash separation system as illustrated by the process flow

sheet below. The feed could contain hexane, heptane, and octane. Here, i
F stands for the

inlet mass flow rate of stream i (e.g., in kg/hr) and inj is the mass fraction of species j in

stream i. Using matrix calculation, compute for the mass flow rate for each outlet stream

that can be denoted as x1, x2, x3. (


²F = X1<br>?n, = 0.9<br>n2 = 0.06<br>Fn; = 0.04<br>'F = 10<br>³F = x2<br>%3!<br>%3D<br>'n, = 0.7<br>'n = 0.2<br>'n; = 0.1<br>'n, = 0.1<br>'n2 = 0.8<br>'n; = 0.1<br>n1 = hexane<br>n2 = heptane<br>*F = x3<br>n3 = octane<br>

Extracted text: ²F = X1 ?n, = 0.9 n2 = 0.06 Fn; = 0.04 'F = 10 ³F = x2 %3! %3D 'n, = 0.7 'n = 0.2 'n; = 0.1 'n, = 0.1 'n2 = 0.8 'n; = 0.1 n1 = hexane n2 = heptane *F = x3 n3 = octane "n, = 0.2 'n, = 0.1 4n; = 0.7 %3D

Jun 10, 2022
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