BURTON WENDROFF (Burt)
Animation of diamond implosion:left, pressure
color map with density contours - right, density color map with
pressure contours. The color scale varies from frame to frame.
(Courtesy Richard Liska.)
Status:
Information:
Recent Work:
- On the stability of MacCormack's method for the scalar
advection equation in two dimensions
- An analysis of front tracking for chromatography
- An analysis of front tracking for chromatography,
electrophoresis and incompressible multiphase flow
- Bits and pieces: constructing chess endgame databases on parallel and
vector architectures, with L. Stiller, T. Warnock and R. Brickner
-
On non-hydrostatic two-layer models of incompressible flow, with R. Liska and L. Margolin
- Supraconvergence in Two Dimensions
- Analysis and Computation with Multi-layer Fluid Models
, R. Liska and B. Wendroff
- Composite Schemes for Conservation Laws, with
R. Liska
- Local reconstruction of a vector field from its normal components
on the faces of grid cells, with M. Shashkov and Blair Swartz
- 2D Shallow Water Equations by Composite
Schemes,with R. Liska
- Composite Centered Schemes for Multidimensional
Conservation Laws, with R. Liska
- A Composite Scheme for Gas Dynamics in
Lagrangian Coordinates, with M. Shashkov
- A Two-dimensional HLLE Riemann Solver
and Associated Godunov-Type
Difference Scheme for Gas Dynamics
- Approximate Riemann Solvers, Godunov Schemes, and Contact
Discontinuities
- Black Hole accretion disk, with H. Li,
R. Liska and S. Colgate
- A 2D shock reflection and interaction problem
- Comparision of several difference schemes
on 1D and 2D test problems for the Euler equations, with R. Liska
- Optimally-Stable Second-Order Accurate
Difference Schemes for Nonlinear Conservation Laws in 3D,
with M. Kucharik, R. Liska and S. Steinberg
- Second-Order, Local-Bound-Preserving,
Remapping for ALE Methods, with M. Kucharik and M. Shashkov
- Comparison of several difference schemes on
1D and 2D test problems for the Euler equations - revised ,
with R. Liska
- The repair paradigm with application to
conservation laws - with M. Shashkov
- The Repair Paradigm: New Algorithms and
Applications to Compressible Flow - with R. Loubere and M. Staley
- Cell-centered Lagrangian: Adaptive Mesh
Refinement and High-order Method in 1D
- Lagrangian Composite Schemes on
Triangular Unstructured Grids, with R. Liska and M. Shashkov
- Upwinding and First Order Supraconvergence
- Shallow Water in Lagrangian
Coordinates, with R. Liska
- On stability of staggered schemes,
with A. L. Bauer and R. Loubere
Chess and Other Games Information and Links:
Hyperbolic Equation Links:
Animations from andyart
bbw@math.unm.edu
or
bbw@lanl.gov
The Internet Chess Library, click on the icon