Three at a wall, five at a corner — counting the populations an LBM boundary node loses
·7 min read
After streaming, the number of empty populations at a lattice-Boltzmann node equals the number of solid cells around it: three on a flat wall, five in a concave corner, one on a convex corner.
In Lattice Boltzmann, the Wall Isn't on the Node — Bounce-Back and Zou-He Boundaries
·5 min read
The bounce rule that builds a no-slip wall, and where that wall really sits
How to Make an Outflow Stop Reflecting Sound — Navier–Stokes Characteristic Boundary Conditions
·5 min read
The single most common cause of compressible-solver blow-ups, tamed by one parameter σ