Skip to main navigation Skip to search Skip to main content

Stability, transition and turbulence in rotating cavities

  • E. Crespo Del Arco
  • , E. Serre
  • , P. Bontoux
  • , B. E. Launder

    Research output: Chapter in Book/Conference proceeding › Chapter

    Abstract

    This chapter reviews striking features of boundary-layer instabilities induced by different mechanisms and related to transition to turbulence in rotating flows with walls. Besides its fundamental importance as a three-dimensional prototype flow, confined flow between rotating discs has been extensively examined because of its relevance to many industrial applications such as turbomachinery and engineering processes. Many studies using stability analyses and experiments have been devoted to the onset of unstable waves and to the mechanisms associated with them. Here, we focus on how numerical investigations may provide insights and complement experimental data and analytical results by providing the full velocity field in well-controlled flows within idealized configurations. Rotor-stator and rotating cavity with radial throughflow are investigated. At a critical rotation rate, axisymmetric and/or three-dimensional structures appear in the Bödewadt and Ekman layers. All features of the transitions in these rotating cavities are documented. A comparison of the wave numbers, frequencies, and phase velocities of the instabilities with available theoretical and experimental results shows that both Type II (or A) and Type I (or B) instabilities appear, depending on flow and geometric control parameters. Interesting patterns exhibiting the coexistence of circular and spiral waves are found under certain conditions.
    Original languageEnglish
    Title of host publicationAdvances in Fluid Mechanics|Adv. Fluid Mech.
    Place of PublicationSouthampton
    PublisherWIT Press
    Number of pages55
    Volume41
    Publication statusPublished - 2005

    Fingerprint

    Dive into the research topics of 'Stability, transition and turbulence in rotating cavities'. Together they form a unique fingerprint.

    Cite this