Detailed simulation of transport processes in reacting multi-species flow through complex geometries by means of the Lattice Boltzmann method

Beitrag in einem Sammelwerk


Details zur Publikation

Autorinnen und Autoren: Zeiser T, Freund H, Bernsdorf J, Lammers P, Brenner G, Durst F
Herausgeber: Krause E, Jäger W
Titel Sammelwerk: High Performance Computing in Science and Engineering ’01
Verlag: Springer
Verlagsort: Berlin
Jahr der Veröffentlichung: 2002
Seitenbereich: 442-452


Abstract


New numerical methods such as the lattice Boltzmann approach together with the increasing computational power can provide a detailed insight into the flow and transport processes in complex three dimensional geometries. The present paper demonstrates this approach by investigating inhomogeneities in the 3-D flow field of reacting species in a tubular fixed bed reactor of small tube-to-particle diameter ratio. For such reactors detailed 3-D simulations are of technical and economical interest as conventional modelling methods cannot correctly predict the local flow behaviour. However, these local inhomogeneities can significantly influence the reactor performance. Beside the discussion of the reaction engineering results, also the computational performance of the applied method is described.



FAU-Autorinnen und Autoren / FAU-Herausgeberinnen und Herausgeber

Durst, Franz Prof. Dr.
Technische Fakultät
Freund, Hannsjörg Prof. Dr.
Department Chemie- und Bioingenieurwesen
Zeiser, Thomas Dr.
Regionales Rechenzentrum Erlangen (RRZE)


Zitierweisen

APA:
Zeiser, T., Freund, H., Bernsdorf, J., Lammers, P., Brenner, G., & Durst, F. (2002). Detailed simulation of transport processes in reacting multi-species flow through complex geometries by means of the Lattice Boltzmann method. In Krause E, Jäger W (Eds.), High Performance Computing in Science and Engineering ’01. (pp. 442-452). Berlin: Springer.

MLA:
Zeiser, Thomas, et al. "Detailed simulation of transport processes in reacting multi-species flow through complex geometries by means of the Lattice Boltzmann method." High Performance Computing in Science and Engineering ’01. Ed. Krause E, Jäger W, Berlin: Springer, 2002. 442-452.

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