2008
DOI: 10.1021/ie800168x
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Understanding Riser and Downer Based Fluid Catalytic Cracking Processes by a Comprehensive Two-Dimensional Reactor Model

Abstract: A two-dimensional reactor model incorporating hydrodynamics, mass balance, energy balance, and a 4-lump/ 14-lump kinetic model was established to simulate the riser and downer based fluid catalytic cracking (FCC) processes. The kinetic parameters of the 4-lump kinetic model were re-evaluated from the originally published experimental data for a more reliable description of the FCC process. The 14-lump kinetic model based on a molecular description of cracking and hydrogen transfer reactions was to include more… Show more

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Cited by 23 publications
(17 citation statements)
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“…A mathematical model was also developed by Arandes et al [22] which is useful for predicting the behavior of FCC units both under steady and unsteady conditions. Wei et al [23] and Wu et al [24] developed kinetic reactor models using different lumping schemes for both riser and downer in fluid catalytic cracking process. Berry et al [25] developed a two dimensional hydrodynamic model and coupled it with the four kinetic lump model for the reactor.…”
Section: Introductionmentioning
confidence: 99%
“…A mathematical model was also developed by Arandes et al [22] which is useful for predicting the behavior of FCC units both under steady and unsteady conditions. Wei et al [23] and Wu et al [24] developed kinetic reactor models using different lumping schemes for both riser and downer in fluid catalytic cracking process. Berry et al [25] developed a two dimensional hydrodynamic model and coupled it with the four kinetic lump model for the reactor.…”
Section: Introductionmentioning
confidence: 99%
“…[28]). In the iterative solution algorithm [28], the hydrodynamics model was coupled into the mass and energy conservation equations and solved iteratively.…”
Section: The Reactor Model For Single Riser or Downermentioning
confidence: 99%
“…[28]). In the iterative solution algorithm [28], the hydrodynamics model was coupled into the mass and energy conservation equations and solved iteratively. The mass and energy conservation equations were stated as a series of second-order partial differential equations (PDE), which were successfully solved by the finite element method (FEM).…”
Section: The Reactor Model For Single Riser or Downermentioning
confidence: 99%
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