Author pages are created from data sourced from our academic publisher partnerships and public sources.
- Publications
- Influence
Reconstructing Volume Tracking
A new algorithm for the volume tracking of interfaces in two dimensions is presented. The algorithm is based upon a well-defined, second-order geometric solution of a volume evolution equation. The… Expand
A High-Order Projection Method for Tracking Fluid Interfaces in Variable Density Incompressible Flows
- E. G. Puckett, A. Almgren, J. B. Bell, D. L. Marcus, W. Rider
- Mathematics
- 15 January 1997
We present a numerical method for computing solutions of the incompressible Euler or Navier?Stokes equations when a principal feature of the flow is the presence of an interface between two fluids… Expand
Implicit Large Eddy Simulation: Computing Turbulent Fluid Dynamics
- F. Grinstein, L. Margolin, W. Rider
- History
- 17 February 2011
Introduction Fernando Grinstein, Len Margolin and William Rider Part I. Motivation: 1. Historical introduction Jay Boris 2. ILES for turbulent flows: a rationale Fernando Grinstein, Len Margolin and… Expand
- 436
- 20
High-Resolution Methods for Incompressible and Low-Speed Flows
- D. Drikakis, W. Rider
- Mathematics
- 21 September 2004
Fundamental Physical and Model Equations.- The Fluid Flow Equations.- The Viscous Fluid Flow Equations.- Curvilinear Coordinates and Transformed Equations.- Overview of Various Formulations and Model… Expand
Volume tracking of interfaces having surface tension in two and three dimensions
- D. Kothe, W. Rider, S. J. Mosso, J. Brock, J. Hochstein
- Mathematics
- 1 March 1996
Solution algorithms are presented for tracking interfaces with piecewise linear (PLIC) volume-of-fluid (VOF) methods on fixed (Eulerian) two-dimensional (2-D) structured and three-dimensional (3-D)… Expand
Modeling turbulent flow with implicit LES
- L. Margolin, W. Rider, F. Grinstein
- Computer Science
- 1 January 2006
TLDR
On sub-linear convergence for linearly degenerate waves in capturing schemes
TLDR
A quantitative comparison of numerical methods for the compressible Euler equations: fifth-order WENO and piecewise-linear Godunov
- J. Greenough, W. Rider
- Mathematics
- 1 May 2004
A numerical study is undertaken comparing a fifth-order version of the weighted essentially non-oscillatory numerical (WENO5) method to a modern piecewise-linear, second-order, version of Godunov's… Expand
...
1
2
3
4
5
...