Explores the mathematical foundations of solving fluid dynamics equations computationally — discretisation schemes, finite volume and finite difference methods, numerical stability, convergence criteria, truncation error, and mesh independence. Essential reading for anyone building or validating CFD simulations.
Traditional fluid dynamics often confuses vorticity with actual rotation, leading to inaccurate vortex identification. The Rortex method solves this by isolating rigid-body rotation from…
This article examines the validation of planar turbulent jet simulations, highlighting how key metrics like jet spreading and decay laws align with direct numerical…
Okay, real talk for a minute. Last month, I almost submitted a paper with results that were mathematically beautiful and physically impossible. My pressure-based solver…
I was simulating vortex shedding behind a cylinder at Re = 100. My explicit compressible solver gave plausible results at Δt = 1e-5 seconds,…
The uncomfortable truth: 80% of your simulation’s success depends on mesh quality. Most engineers spend 20% of their time on it. This guide fixes…
In our previous post on Mach Number, we talked about what happens when an object moves faster than the speed of sound: it outruns its…
Confused by Ansys Fluent solver options? Learn the key difference between Pressure-Based and Density-Based solvers and a simple guide to choose the right one…