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The Blasius boundary layer is a classical solution in fluid dynamics, representing the steady, incompressible laminar flow over a flat plate. The boundary layer is the thin region near the plate where the effects of viscosity are significant, leading to a velocity gradient from the no-slip condition at the plate surface to the free stream velocity away from it. The Blasius solution is a self-similar solution to the Navier-Stokes equations and provides a way to calculate the velocity profile within the boundary layer.

Tutorial project for a flow analysis of a pipe junction. The project only provides the geometry to start with. See our tutorials section to have a look at the step-by-step instructions to set up the simulation.

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