• Title of article

    MODEL ORDER REDUCTION FOR COUPLED PROBLEMS SURVEY

  • Author/Authors

    BENNER, PETER Max Planck Institute for Dynamics of Complex Technical Systems, Germany , FENG, LIHONG Max Planck Institute for Dynamics of Complex Technical Systems, Germany

  • From page
    3
  • To page
    22
  • Abstract
    In this survey, we provide an overview of model order reduction (MOR) methods applied to coupled systems. The coupling can be linear or nonlinear, weak or strong. Physically, the coupling may come from structure-structure coupling, fluid-structure or fluid-fluid interaction, electro-thermal coupling, electro- or thermal-mechanical coupling, or circuit-device coupling. Different MOR methods for coupled systems are reviewed, and numerous examples of coupled systems from the open literature are used for illustration.
  • Keywords
    Model Order Reduction , Coupled Problems , Multi , Physics , Numerical Methods
  • Journal title
    Applied and Computational Mathematics
  • Journal title
    Applied and Computational Mathematics
  • Record number

    2544197