CFD: Algorithms I
ORAL · AD
Presentations
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Incompact3d: a powerful tool to tackle turbulence problems with up to hundreds of thousands computational cores
ORAL
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Authors
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Sylvain Laizet
Imperial College London
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Ning Li
NAG
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A spectral multidomain penalty method model for high Reynolds number incompressible flows
ORAL
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Authors
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Jorge Escobar-Vargas
Cornell University
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Peter Diamessis
Cornell University
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An efficient method for the incompressible Navier-Stokes equations on irregular domains with no-slip boundary conditions, high order up to the boundary
ORAL
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Authors
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David Shirokoff
Department of Mathematics, MIT
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Ruben Rosales
MIT, Massachusetts Institute of Technology, Department of Mathematics, MIT
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A Finite-Volume ADI Method for Simulation of Incompressible Flows on Curvilinear Grids
ORAL
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Authors
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Satbir Singh
Carnegie Mellon University
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Donghyun You
Carnegie Mellon University
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Discretely conservative, non-dissipative, and stable collocated method for solving the incompressible Navier-Stokes equations
ORAL
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Authors
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Reetesh Ranjan
University of Illinois at Urbana-Champaign
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Carlos Pantano
University of Illinois at Urbana--Champaign, University of Illinois at Urbana-Champaign
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Robust and accurate finite volume method on highly skewed unstructured meshes
ORAL
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Authors
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Hyunchul Jang
Aerospace Engineering, University of Minnesota
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Krishnan Mahesh
University of Minnesota, University of Minnesota, Twin Cities, Aerospace Engineering, University of Minnesota
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Large Eddy Simulation of Flow Over Surface-Mounted Cube Using a Spectral Element Method
ORAL
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Authors
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Sriharsha Kandala
IIT, Chicago
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Dietmar Rempfer
Illinois Institute of Technology, IIT, Chicago
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A time-stepping scheme for flow simulations that allows the use of large time step sizes
ORAL
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Authors
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Steven Dong
Purdue University
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Accurate Solution of Steady Navier--Stokes System in Unbounded Domains
ORAL
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Authors
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Jonathan Gustafsson
McMaster University
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Bartosz Protas
Department of Mathematics and Statistics, McMaster University, Hamilton, Department of Mathematics and Statistics, McMaster University, McMaster University
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Variational integrator preserving Lie-symmetry
ORAL
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Authors
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Marx Chhay
Univ. La Rochelle, France
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