Periodically generated Vortex Rings Equations: 3D, unsteady , - - PowerPoint PPT Presentation

periodically generated vortex rings
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Periodically generated Vortex Rings Equations: 3D, unsteady , - - PowerPoint PPT Presentation

Periodically generated Vortex Rings Equations: 3D, unsteady , incompressible Navier-Stokes equations using curvilinear immersed boundary method Implicit Momentum Solver: Newton-Krylov method with approximate analytical Diagonal Jacobian


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SLIDE 1

Periodically generated Vortex Rings

  • Equations: 3D, unsteady , incompressible Navier-Stokes equations using

curvilinear immersed boundary method

  • Implicit Momentum Solver: Newton-Krylov method with approximate analytical

Diagonal Jacobian

  • Poisson solver: FGMRES with Multigrid preconditioner
  • Computational Grid Size: Around 22 million grid points (225*225*433)
  • Required Computational Resources: Approximately 160 cores for 100 hours to

reach quasi-steady state depending on different test cases

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Iman Borazjani Scientific computing and biofluidics lab

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SLIDE 2

Quasi-steady State Vortex Ring Interaction Patterns

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Iman Borazjani, Scientific computing and biofluidics lab

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SLIDE 3

Vortex Ring Dynamics

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Iman Borazjani, Scientific computing and biofluidics lab