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This session will present an axisymmetric viscous case. The Navier-Stokes equations can usually neglect the convective term if the fluid has very high
viscosity, the velocity is low and has a predominant direction and the geometry of the case is well
delimited. The geometry presented in this case has an axisymmetric configuration, and it will helps its configuration and the set-up of the case.

The first case will be the plane-parallel plates with relative movement problem (Couette flow)

This workshop is indented to unite and converge dimensional analysis and numerical simulation, both introduced in the previous workshops Dimensional Analysis and Similarity and Introduction to CFD

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