There has been a growing interest in the use of Fourier analysis to
examine questions of accuracy and stability of numerical methods
for solving partial differential equations. This kind of analysis
can produce particularly attractive and useful results for
hyperbolic equations. This book provides useful reference material
for those concerned with computational fluid dynamics for
physicists and engineers who work with computers in the analysis of
problems in such diverse fields as hydraulics, gas dynamics, plasma
physics, numerical weather prediction, and transport processes in
engineering, and who need to understand the implications of the
approximations they use. Applied mathematicians concerned with the
more theoretical aspects of these computations will also find this
book invaluable.
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