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Special case of no catalyst inflow

If the reactor is fed by an inflow of pure A, so fi0 = 0, matters are especially simple. The stationary-state condition is given by [Pg.157]

The condition for tangency is independent of Kc in this system, requiring [Pg.157]

Multiple intersections occur at long residence times, when the flow line L has a low gradient, and require [Pg.157]

This latter result compares with the condition tres i, appropriate to the irreversible case. [Pg.157]

Two other real solutions exist if eqn (6.33) is satisfied, given by the roots of a quadratic [Pg.158]


Figures 6.19(a-d) show the four different types of bifurcation diagram where the stationary-state extent of reaction is plotted as a function of residence time for the model with the uncatalysed reaction included for the special case of no catalyst inflow, 0Q = 0. Three patterns have been seen before (a) unique, (b) isola, and (c) mushroom, in the absence of the un-... Figures 6.19(a-d) show the four different types of bifurcation diagram where the stationary-state extent of reaction is plotted as a function of residence time for the model with the uncatalysed reaction included for the special case of no catalyst inflow, 0Q = 0. Three patterns have been seen before (a) unique, (b) isola, and (c) mushroom, in the absence of the un-...

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Case No

Inflow

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