• Title of article

    E ect of turbulence closure models on the accuracy of moving particle semi-implicit method for the viscous free surface ow

  • Author/Authors

    Kolahdoozan، M. نويسنده , , Ahadi، M.S. نويسنده She has worked on numerical modeling of sediment transport using a method called Moving Particle Semi-implicit by developing a code in Fortran programming language , , Shirazpoor، S. نويسنده She has worked on numerical modeling of free surface ow using a Lagrangian meshless method called moving particle semi-implicit by developing a code in Fortran programming language. ,

  • Issue Information
    دوماهنامه با شماره پیاپی سال 2014
  • Pages
    14
  • From page
    1217
  • To page
    1230
  • Abstract
    The purpose of this paper is to put forward the e ect of di erent turbulence closure models on an enhanced Moving Particle Semi-implicit (MPS) method for solving continuity and momentum equations of viscous uid. MPS method is a mesh-free Lagrangian method capable of solving non-linear governing equations and simulating complex free surface ow circumstances. Various turbulence closure models are added to a MPS program and applied it to di erent uid mechanic problems to investigate the e ect of these types of closure. Dam break simulation outcome indicates that the two-equation k ?? " turbulence model improves free surface estimation accuracy most. It also shows that type of utilized Kernel function has no signi cant ecacy on stability when the e ect of turbulence is included. Further, an algorithm called Incomplete Conjugate Cholesky Gradient (ICCG) is applied for computing pressure implicitly. Applying developed model to well-known sample problems cited in the literature represents that using turbulence closure models can enhance the prediction of developed model as well as stability of the simulations.
  • Journal title
    Scientia Iranica(Transactions A: Civil Engineering)
  • Serial Year
    2014
  • Journal title
    Scientia Iranica(Transactions A: Civil Engineering)
  • Record number

    1503788