Baseline model for simulation of bubbly flows


Baseline model for simulation of bubbly flows

Rzehak, R.; Ziegenhein, T.; Liao, Y.; Kriebitzsch, S.; Krepper, E.; Lucas, D.

Abstract

A key parameter appearing in closure relations for the Euler-Euler two-fluid model is the bubble size. A distribution of bubble sizes is established as a result of bubble-coalescence and -breakup processes. These processes are very complex and models are considerably less developed than e.g. for bubble forces and even bubble-induced turbulence. Therefore, a two-step procedure is adopted for model validation where in a first step measured values are substituted for the bubble size distribution. In this way the uncertainties of the less developed modeling for bubble-coalescence and -breakup are bypassed and a validation of the other parts of the overall model becomes possible. In a second step the previously qualified models for bubble forces and bubble-induced turbulence are used without any change and the validity of models for bubble-coalescence and -breakup can be assessed. This procedure is illustrated by application to a set of data obtained for vertical upward flow in a pipe. In the first step satisfactory agreement is achieved like in previous investigations. A first attempt at the second step shows promising results as well. From the observed level of agreement between simulation and experiment, issues requiring further investigation are identified.

Keywords: Dispersed gas-liquid multiphase flow; Euler-Euler two-fluid model; closure relations; bubble-coalescence and -breakup

  • Beitrag zu Proceedings
    2nd International Symposium on Multiscale Multiphase Process Engineering, 24.-27.09.2014, Hamburg, Germany
    Proceedings of the 2nd International Symposium on Multiscale Multiphase Process Engineering
  • Vortrag (Konferenzbeitrag)
    2nd International Symposium on Multiscale Multiphase Process Engineering, 24.-27.09.2014, Hamburg, Germany
  • Chemical Engineering & Technology 38(2015), 1972
    DOI: 10.1002/ceat.201500118
    Cited 55 times in Scopus

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