Space-time oriented streamline diffusion methods for nonlinear conservation laws in one dimension
Journal article, 1994

In this paper we consider an explicit finite element mehtod, with elements adaptively orientet in space-time, for the solution of one-dimensional conservation laws, extending previous work dealing with linear convection-diffusion and incompressible flow. In particular we consider Burgers' equation and the compressible Euler equations.


Peter F G Hansbo


Communications in Numerical Methods in Engineering

Vol. 10 203-215

Subject Categories

Computational Mathematics

Fluid Mechanics and Acoustics

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