
Equations governing flow problems show many numerical problems: convective terms, transient analysis, shocks...
We have organized information in five issues, each one dealing with a particular topic.

In Steady transport
we analyze problems due to convective terms and propose some stabilized formulations to solve the problem.


In Unsteady transport
special attention is given to accurate timeintegration schemes.


In Compressible Flow
nonlinear systems of hyperbolic equations are studied. Euler equations
of gas dynamic are a particular example of this kind of problems.


In Unsteady ConvectionDiffusion
attention is focused in high order timestepping algorithms in order to obtain
timeaccurate finite element methods for unsteady problems.


In Incompressible Flow
NavierStokes equations governing flow problems are studied.

For each issue, apart from a brief theoretical introduction, we provide
some examples that show the behavior of the different numerical techniques.
Problems have been solved using MATLAB and code is available.

