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  • A Unified Computational Fluid Dynamics Framework from Rarefied to Continuum Regi

    • Item No : 396711540879
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    • * Item Description

    • A Unified Computational Fluid Dynamics Framework from Rarefied to Continuum Regimes

      by Kun Xu

      Estimated delivery 3-12 business days

      Format Paperback

      Condition Brand New

      Description A unified computational fluid dynamics framework from rarefied to continuum regime is presented in this Element. This framework is based on the direct modelling of flow physics in a discretized space. The mesh size and time step are used as modelling scales in the construction of discretized governing equations.

      Publisher Description

      This Element presents a unified computational fluid dynamics framework from rarefied to continuum regimes. The framework is based on the direct modelling of flow physics in a discretized space. The mesh size and time step are used as modelling scales in the construction of discretized governing equations. With the variation-of-cell Knudsen number, continuous modelling equations in different regimes have been obtained, and the Boltzmann and Navier-Stokes equations become two limiting equations in the kinetic and hydrodynamic scales. The unified algorithms include the discrete velocity method (DVM)–based unified gas-kinetic scheme (UGKS), the particlebased unified gas-kinetic particle method (UGKP), and the wave and particle–based unified gas-kinetic wave-particle method (UGKWP). The UGKWP is a multi-scale method with the particle for non-equilibrium transport and wave for equilibrium evolution. The particle dynamics in the rarefied regime and the hydrodynamic flow solver in the continuum regime have been unified according to the cell's Knudsen number.

      Details

      • ISBN 1108792480
      • ISBN-13 9781108792486
      • Title A Unified Computational Fluid Dynamics Framework from Rarefied to Continuum Regimes
      • Author Kun Xu
      • Format Paperback
      • Year 2021
      • Pages 75
      • Publisher Cambridge University Press
      GE_Item_ID:132234361;

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