
Explore the pitzDaily case in OpenFOAM, modeling turbulent flow through a 2D channel with sudden expansion using k-epsilon or k-omega models. Learn setup, mesh, boundary conditions, steady-state runs, and validation.
Define the Pitts daily geometry as a 2d channel with a sudden expansion and create a targeted block mesh grid that captures the shear layer and recirculation near the step.
Configure pitzDaily OpenFOAM with boundary conditions for inlet, outlet, walls, and front/back planes, and organize the case for run with the k-epsilon model.
Explore turbulence modeling in computational fluid dynamics with OpenFOAM, learn why models replace DNS, and compare k-epsilon, k-omega, and Spalart–Allmaras for robust pitzDaily simulations.
Run case in open form, verify zero, constant, and system directories, then run the simple form solver, monitor convergence, and save results every 10 seconds for post-processing with paraview streamlines.
Post-process OpenFOAM results of the pitzDaily turbulent flow in Paraview to visualize velocity and pressure contours, extract quantitative profiles, and create exportable animations illustrating the flow physics.
Review the pitzDaily OpenFOAM CFD workflow from geometry and mesh setup through boundary conditions and turbulence models to post-processing in Paraview, highlighting applications in diffusers, combustion chambers, and ventilation systems.
Step-by-Step Guide to Geometry, Case Setup, Turbulence Models, and Post-Processing in OpenFOAM
The pitzDaily case is one of the most widely used benchmark tutorials in OpenFOAM, designed to study turbulent flow over a sudden expansion in a channel. Despite its simple geometry, this case captures essential flow features such as separation, recirculation, and reattachment, making it an ideal starting point for learning turbulence modeling in CFD.
In this course, you will learn how to set up, run, and analyze the pitzDaily case step by step. We begin with the fundamentals of the geometry and mesh, followed by boundary conditions and solver setup. A key focus is placed on turbulence models—including k–ε, k–ω, and Spalart–Allmaras—explaining their theoretical basis and practical implementation in OpenFOAM. You will then run simulations using simpleFoam and learn how to monitor convergence and solver stability.
Post-processing is performed in ParaView, where you will visualize velocity fields, pressure distributions, and turbulent structures. You will also learn how to extract quantitative data and create high-quality visualizations for reports or research.
By the end of the course, you will have the confidence to handle turbulent simulations in OpenFOAM and extend the knowledge gained from pitzDaily to more complex real-world engineering problems.