Regime
A reduced set of equations — Prandtl's, Stokes' or the triple deck's, with what was dropped named
Every figure drawn under this hypothesis — 29 of them — with the essay each one belongs to and the generator that drew it.
29 figure placements state this regime. The strip along the foot of every figure names two things — the model that produced it and the regime it holds in — and this listing is read back out of the finished drawing rather than from what produced it.
- A wandering forcing leaves the averaged four-fifths law alone — isotropic, stationary; Taylor-scale Reynolds number 200; τ in large-eddy times K/ε · turbulent-limit · hero
- A wandering forcing leaves the averaged four-fifths law alone — isotropic, stationary; Taylor-scale Reynolds number 200; τ in large-eddy times K/ε · turbulent-limit
- A wandering forcing leaves the averaged four-fifths law alone — isotropic, stationary; Taylor-scale Reynolds number 200; τ in large-eddy times K/ε; log-amplitude spread 1 · turbulent-limit
- A wandering forcing leaves the averaged four-fifths law alone — isotropic, stationary; Taylor-scale Reynolds number 200; τ in large-eddy times K/ε · turbulent-limit
- A wandering forcing leaves the averaged four-fifths law alone — isotropic, stationary; Taylor-scale Reynolds number 200; τ in large-eddy times K/ε; τ = T, spread 1 · turbulent-limit
- A wandering forcing leaves the averaged four-fifths law alone — isotropic, stationary; Taylor-scale Reynolds number 200; τ in large-eddy times K/ε; spread 1, 60 eddy times each · turbulent-limit
- A wandering forcing leaves the averaged four-fifths law alone — isotropic, stationary; Taylor-scale Reynolds number 200; τ in large-eddy times K/ε · turbulent-limit
- Four profiles, one drag — a flat plate for the drag, Howarth's stream for the separation · profile-and-total
- The flow with no solution — a cylinder of radius 1 in a unit stream · viscous-limit · hero
- The flow with no solution — a cylinder of radius 1 in a unit stream · viscous-limit
- The flow with no solution — a cylinder of radius 1 in a unit stream · viscous-limit
- The length the limit invents — the interaction region of a boundary layer at large Reynolds number · ideal-limit · hero
- The length the limit invents — the interaction region of a boundary layer at large Reynolds number · ideal-limit
- The length the limit invents — the lower deck's shear equation · ideal-limit
- The length the limit invents — lambda = 0.332 · ideal-limit
- The length the limit invents — lambda = 0.332, a Blasius layer · ideal-limit
- The length the limit invents — lambda = 0.332, a Blasius layer · ideal-limit
- The length the limit invents — lambda = 0.332 · ideal-limit
- The length the limit invents — a Blasius layer meeting a small disturbance · ideal-limit
- The singularity a layer makes for itself — U_e = 1 − x, nu = 1, step 5·10⁻⁶ · viscous-limit · hero
- The singularity a layer makes for itself — U_e = 1 − x, nu = 1, step 5·10⁻⁶ · viscous-limit
- The singularity a layer makes for itself — x = 0.02 to 0.1195 · viscous-limit
- The singularity a layer makes for itself — x = 0.02 to 0.1195 · viscous-limit
- The singularity a layer makes for itself — the window from 0.0001 to 0.001 from separation · viscous-limit
- The singularity a layer makes for itself — dx from 4·10⁻⁵ to 5·10⁻⁶ · viscous-limit
- The singularity a layer makes for itself — the window from 0.0003 to 0.003 from separation · viscous-limit
- The singularity a layer makes for itself — U_e = 1 − beta x · viscous-limit
- The singularity a layer makes for itself — U_e = 1 − beta x, nu = 1 · viscous-limit
- The summit forgets the forcing before the dissipation does — isotropic; forced at kf, four times the box's lowest wavenumber; time in large-eddy times K/ε · turbulent-limit