On finite and semi-infinite steady state tubular reactor models.

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概要

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• Two contrasting models of one-dimensional axial dispersion tubular reactors are studied. One is a finite reactor model with zero concentration gradient at the exit and the other is a semi-infinite reactor model with its solution truncated at the exit. The comparison of concentration profiles and conversions between the two models for first-oder reactions shows that, for a reasonably wide range of Péclet and Damkohler numbers, the profiles as well as the conversions agree quite well and the choice of model is of little consequence. It is within the intermediate range of Damkohler numbers and low Peclet numbers that the two models give rise to considerably different profiles and conversions.

• 公益社団法人 化学工学会の論文

著者

• Chang K.

  Department Of Aerospace Engineering Korea Advanced Institute Of Science And Technology

• CHANG K.

  Department of Chemical Engineering, University of Waterloo

• BERGEVIN K.

  Department of Chemical Engineering, University of Waterloo

• GODSALVE E.

  Department of Chemical Engineering, University of Waterloo

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• On finite and semi-infinite steady state tubular reactor models.

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