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DISRE - Isothermal Reactor with Axial Dispersion

7 DISRE - Isothermal Reactor with Axial Dispersion [Pg.410]

This example models the dynamic behaviour of an non-ideal isothermal tubular reactor in order to predict the variation of concentration, with respect to both axial distance along the reactor and flow time. Non-ideal flow in the reactor is represented by the axial dispersion flow model. The analysis is based on a simple, isothermal first-order reaction. [Pg.410]

The reaction involves the conversion A — products, with the kinetics [Pg.410]

As discussed in Sec. 4.3.6, the axial dispersion flow model is given by [Pg.410]

Thus the problem involves the two independent variables, time t and length Z. The distance variable can be eliminated by finite-differencing the reactor length into N equal-sized segments of length AZ such that N AZ equals L, where L is the total reactor length. [Pg.410]

Thus the problem involves the two independent variables, time t and length Z. The distance variable can be eliminated by finite-differencing the reactor [Pg.389]




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Axial dispersion

Dispersion reactor

Isothermal axial dispersion

Reactor axial dispersion

Reactor isothermal

With axial dispersion

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