CFD: High-order and Shock-capturing Methods
ORAL · C19 ·
Presentations
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High-order energy-stable boundary treatment for finite-difference cut-cell method
ORAL
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Authors
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Nek Sharan
- Los Alamos National Lab
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Peter Brady
- Los Alamos National Lab
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Daniel Livescu
- Los Alamos National Lab
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ABSTRACT WITHDRAWN
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Multidimensional optimization of non-linear shock capturing schemes
ORAL
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Authors
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Raynold Tan Yiyun
- University of Melbourne
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Andrew Ooi
- The University of Melbourne
- University of Melbourne
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Richard Sandberg
- The University of Melbourne
- University of Melbourne
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An arbitrarily high-order, conservative, Cartesian-grid interface tracking scheme for multiphase flow simulations
ORAL
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Authors
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Bryce Campbell
- Lawrence Livermore National Laboratory
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High-order simulation of flow around geometries on octree meshes using Brinkmann penalization.
ORAL
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Authors
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Sabine Roller
- University of Siegen, Germany
- University of Siegen
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Harald Klimach
- University of Siegen
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Nikhil Anand
- University of Siegen
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Neda Ebrahimi Pour
- University of Siegen, Germany
- University of Siegen
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A numerical strategy for efficient multi-scale and multi-physics simulations using partitioned coupling
ORAL
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Authors
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Neda Ebrahimi Pour
- University of Siegen, Germany
- University of Siegen
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Sabine Roller
- University of Siegen, Germany
- University of Siegen
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A second-order method for convection-diffusion equation across interfaces separated by boundaries of flow
ORAL
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Authors
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Xianglong Wang
- University of Michigan and Tulane University
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Mark Meyerhoff
- University of Michigan
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Joseph Bull
- Tulane University
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Data-driven optimization strategies for staggered-grid Lagrangian methods
ORAL
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Authors
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Jason Albright
- Los Alamos National Laboratory
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Mikhail Shashkov
- Los Alamos National Laboratory
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Nathan Urban
- Los Alamos National Laboratory
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Reconstructing the piecewise-smooth solution of the Poisson equation for Chebyshev-collocation solution with pointwise exponential convergence
ORAL
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Authors
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Sudipta Ray
- Department of Aerospace Engineering, Indian Institute of Technology
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Sandeep Saha
- Department of Aerospace Engineering, Indian Institute of Technology
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Reconstructing the piecewise-smooth solution of ordinary differential equations for Chebyshev-collocation solution with pointwise exponential convergence
ORAL
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Authors
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Sandeep Saha
- Department of Aerospace Engineering, Indian Institute of Technology
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Sudipta Ray
- Department of Aerospace Engineering, Indian Institute of Technology
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