Multiphase Flows: Computational Methods II

Presentations

• A novel phase field method for droplet freezing

  ORAL

  Nov. 19, 2023, 3:00 PM – Nov. 19, 2023, 3:13 PM

  Publication: Brown, L., Jain, S., and Moin, P., "A Phase Field Model for Simulating the Freezing of Supercooled Liquid Droplets," SAE Technical Paper 2023-01-1454, 2023, https://doi.org/10.4271/2023-01-1454.

  Presenters

  • Lucy J Brown

    Center for Turbulence Research, Stanford University

  Authors

  • Lucy J Brown

    Center for Turbulence Research, Stanford University

  • Suhas S Jain

    Stanford University, Center for Turbulence Research, Stanford University, CA, 94305, Center for Turbulence Research, Stanford University

  • Parviz Moin

    Stanford University, Center for Turbulence Research, Stanford University, Stanford Univ

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• Consistent and conservative numerical approach with Phase-Field mechanism for compressible N-phase flows

  ORAL

  Nov. 19, 2023, 3:13 PM – Nov. 19, 2023, 3:26 PM

  Presenters

  • Ziyang Huang

    University of Michigan

  Authors

  • Ziyang Huang

    University of Michigan

  • Eric Johnsen

    University of Michigan

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• A difference-free conservative phase-field method for two-phase flows

  ORAL

  Nov. 19, 2023, 3:26 PM – Nov. 19, 2023, 3:39 PM

  Presenters

  • Taehun Lee

    City College of New York

  Authors

  • Chunheng Zhao

    Sorbonne Université and CNRS

  • Saumil S Patel

    Argonne National Laboratory

  • Taehun Lee

    City College of New York

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• Numerical uncertainty due to parallelization in an unsteady cloud cavitation

  ORAL

  Nov. 19, 2023, 3:39 PM – Nov. 19, 2023, 3:52 PM

  Presenters

  • Naga Nitish Chamala

    Virginia Tech

  Authors

  • Naga Nitish Chamala

    Virginia Tech

  • Olivier Coutier-Delgosha

    Kevin T. Crofton Department of Aerospace and Ocean Engineering, Virginia Tech, Blacksburg, VA 24060, USA, Virginia Tech, Graduate Advisor

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• Unstructured Finite-Volume Arbitrary Lagrangian / Eulerian Interface Tracking computational framework for incompressible two-phase flows with surfactants

  ORAL

  Nov. 19, 2023, 3:52 PM – Nov. 19, 2023, 4:05 PM

  Publication: Tuković, Ž., & Jasak, H. (2012). A moving mesh finite volume interface tracking method for surface tension dominated interfacial fluid flow. Computers & fluids, 55, 70-84.<br><br>Pesci, C., Weiner, A., Marschall, H., & Bothe, D. (2018). Computational analysis of single rising bubbles influenced by soluble surfactant. Journal of Fluid Mechanics, 856, 709-763.<br><br>Schwarzmeier, M., Raju, S., Tukovic, Z., Bothe, D., Maric, T., (2023), Unstructured Finite-Volume Arbitrary Lagrangian / Eulerian Interface Tracking computational framework for incompressible two-phase flows with surfactants, (in preparation)

  Presenters

  • Moritz Schwarzmeier

    Mathematical Modeling and Analysis, TU Darmstadt, Germany

  Authors

  • Moritz Schwarzmeier

    Mathematical Modeling and Analysis, TU Darmstadt, Germany

  • Suraj Raju

    Mathematical Modeling and Analysis, TU Darmstadt, Germany

  • Zeljko Tukovic

    Faculty of Mechanical Engineering and Naval Architecture, University of Zagreb, Croatia

  • Dieter Bothe

    Mathematical Modeling and Analysis, TU Darmstadt, Germany

  • Tomislav Maric

    Mathematical Modeling and Analysis, TU Darmstadt, Germany

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