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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.
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In Steady transport
we analyze problems due to convective terms and propose some stabilized formulations to solve the problem.
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In Unsteady transport
special attention is given to accurate time-integration schemes.
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In Compressible Flow
nonlinear systems of hyperbolic equations are studied. Euler equations
of gas dynamic are a particular example of this kind of problems.
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In Unsteady Convection-Diffusion
attention is focused in high order time-stepping algorithms in order to obtain
time-accurate finite element methods for unsteady problems.
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In Incompressible Flow
Navier-Stokes equations governing flow problems are studied.
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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.
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