Predictive simulation of nanoparticles-precipitation in a T-mixer by coupling direct numerical simulation with population balance equations

Johannes Gradl, Hans Christoph Schwarzer, Florian Schwertfirm, Michael Manhart, Wolfgang Peukert

Research output: Contribution to conferencePaperpeer-review

Abstract

Mixing and consequently fluid dynamics are key parameters to tailor the particle size distribution (PSD) in nanoparticle precipitation. The influence of the operating conditions on the flow and concentration field of the applied mixer is investigated experimentally by PIV and LIF. In this study we present two model approaches to simulate the impact of mixing on the PSD, using barium sulfate as exemplary material, In the first model, a Lagrangian micromixing model is combined with the population balance equation. This approach was found successful in predicting the influence of mixing on mean particle sizes but fails to predict the shape and width of the PSD. This is attributed to the neglect of spatial and temporal fluctuations in that model. Therefore, an improved CFD-based approach using Direct Numerical Simulation (DNS) in combination with Lagrangian Particle Tracking strategy is applied. We found that the DNS-approach including macro and micro mixing, coupled to the population balance is capable of predicting the full PSD in nanoparticle precipitation. Additionally to the resulting PSD this approach delivers 3D-information on all running subprocesses in the mixer, i.e. supersaturation built-up or nucleation, which are visualized for different process variables.

Original languageEnglish
StatePublished - 2006
Event2006 AIChE Spring National Meeting - 5th World Congress on Particle Technology - Orlando, FL, United States
Duration: 23 Apr 200627 Apr 2006

Conference

Conference2006 AIChE Spring National Meeting - 5th World Congress on Particle Technology
Country/TerritoryUnited States
CityOrlando, FL
Period23/04/0627/04/06

Keywords

  • Direct numerical simulation
  • LIF
  • Lagrangian particle tracking
  • Mixing
  • PIV
  • Population balance equations
  • Precipitation
  • Supersaturation

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