SAE Technical Paper Series 2017
DOI: 10.4271/2017-01-0966
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Simulation of a Three-Way Catalyst Using Transient Single and Multi-Channel Models

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Cited by 10 publications
(4 citation statements)
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“…The monolith 1D catalyst model used for the simulations in this work was presented in detail first in [30]. The model was then extended by a multi-channel model in [31] and further applied and described in [32,33]. However, for the sake of readability, this article presents detailed information about the model in this section, with emphasis on the modeling of conservation and flow equations.…”
Section: Model Descriptionmentioning
confidence: 99%
“…The monolith 1D catalyst model used for the simulations in this work was presented in detail first in [30]. The model was then extended by a multi-channel model in [31] and further applied and described in [32,33]. However, for the sake of readability, this article presents detailed information about the model in this section, with emphasis on the modeling of conservation and flow equations.…”
Section: Model Descriptionmentioning
confidence: 99%
“…The model is based on the single-channel 1D catalyst model and is applicable to the simulation of all standard after-treatment catalytic processes of combustion exhaust gas. The model has been successfully used in past studies [34][35][36]. A detailed investigation of the steam reforming of methane over nickel in a generalised sense has been considered in [32].…”
Section: Model Descriptionmentioning
confidence: 99%
“…The chemistry integration is embedded in the operator splitting loop to solve the joint PDF (eq ) in the following sequence Inflow of mass. Mixing of the stochastic particles’ gas phase. Heterogeneous reactions and transport. Gas-phase chemistry integration and radiation. Stochastic heat transfer. Outflow of mass. Note that only the gas phase of the stochastic particles are mixed, while solids and their surrounding bulk gases remain in their primary particle. The gas-phase chemistry is solved as described in previous studies, , and the heterogeneous reactions are discussed elsewhere. , In the operator splitting loop, two processes are based on random seed generation: the selection of stochastic particles for mixing and the heat transfer with the wall. Both contribute to keeping the inhomogeneity of an incomplete mixed inflow but also increase inhomogeneity by generating an inhomogeneous temperature field that leads to different progress of reactions in each particle, which again gets mixed.…”
Section: Fuel Bed Modelmentioning
confidence: 99%
“…The gas-phase chemistry is solved as described in previous studies, 53,61 and the heterogeneous reactions are discussed elsewhere. 53,62 In the operator splitting loop, two processes are based on random seed generation: the selection of stochastic particles for mixing and the heat transfer with the wall. Both contribute to keeping the inhomogeneity of an incomplete mixed inflow but also increase inhomogeneity by generating an inhomogeneous temperature field that leads to different progress of reactions in each particle, which again gets mixed.…”
Section: ■ Introductionmentioning
confidence: 99%