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A stochastic model for residence time and contact time distributions of the gas in multistage fluidised beds
Y. B.G. Varma
Published in
1974
Volume: 29
   
Issue: 3
Pages: 697 - 703
Abstract
A stochastic model based on Markov chain is proposed to describe the gas residence time distribution and contact time distribution in multistage fluidised beds. The Kolmogorov-Feller equations are solved by Laplace transform and subsequent numerical inversion. The effects of flow fluctuations on the distributions are discussed and the theoretical model is compared with the experimental data in literature. © 1974.
About the journal
JournalChemical Engineering Science
ISSN00092509
Open AccessNo
Concepts (13)
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    Flow of fluids - packed beds
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    Chemical operations
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    ANALYSIS-MATHEMATICAL
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    COMPARISON OF THEORY WITH PUBLISHED EXPERIMENTAL DATA
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    CONTACT TIME DISTRIBUTION
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    EFFECTS OF FLOW FLUCTUATIONS ON DISTRIBUTIONS
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    FLUIDIZED BEDS (GAS-SOLID
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    GAS RESIDENCE TIME DISTRIBUTION
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    LAPLACE TRANSFORM METHOD
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    MODEL BASED ON MARKOV CHAIN
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    MULTISTAGE FLUIDIZED BEDS
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    NUMERICAL INVERSION
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    STOCHASTIC METHODS