Dimensional analysis is the basis for the determination of laws
that allow the experimental results obtained on a model to be
transposed to the fluid system at full scale (a prototype). The
similarity in fluid mechanics then allows for better redefinition
of the analysis by removing dimensionless elements. This book deals
with these two tools, with a focus on the Rayleigh method and the
Vaschy-Buckingham method. It deals with the homogeneity of the
equations and the conversion between the systems of units SI and
CGS, and presents the dimensional analysis approach, before
addressing the similarity of flows. Dimensional Analysis and
Similarity in Fluid Mechanics proposes a scale model and presents
numerous exercises combining these two methods. It is accessible to
students from their first year of a bachelor s degree.
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