A stable and conservative interface treatment of arbitrary spatial accuracy View on Open Library

A stable and conservative interface treatment of arbitrary spatial accuracy

by Mark H. Carpenter

No reviews yet
First published: 1998 1 language
Subjects
Diffusion Differential equations Advection Numerical stability Linear equations Finite difference theory

Reviews

Log in or sign up to write a review.

No reviews yet. Be the first!

More by Mark H. Carpenter

High-order "cyclo-difference" techniques

High-order "cyclo-difference" techniques

Fourth-order 2N Runge-Kutta schemes

Fourth-order 2N Runge-Kutta schemes

Third-order 2N Runge-Kutta schemes with error control

Third-order 2N Runge-Kutta schemes with ...

Time-stable boundary conditions for finite-difference schemessolving hyperbolic systems

Time-stable boundary conditions for fini...

The stability of numerical boundary treatments for compact high-order finite-difference schemes

The stability of numerical boundary trea...

Three-dimensional computations of cross-flow injection and combustion in a supersonic flow

Three-dimensional computations of cross-...

You Might Also Like

More in Diffusion
Guns, germs, and steel

Guns, germs, and steel

Jared M. Diamond
The World Is Flat -A Brief History OF THE TWENTY-FIRST CENTURY

The World Is Flat -A Brief History OF TH...

Thomas L. Friedman
The Tipping Point

The Tipping Point

Malcolm Gladwell
A system of practical medicine

A system of practical medicine

William Pepper Jr, M.D.
Zero to One

Zero to One

Peter A. Thiel
The entrepreneurial state

The entrepreneurial state

Mariana Mazzucato