Regime
Set by the buoyancy frequency — stratification against shear or forcing
Every figure drawn under this hypothesis — 19 of them — with the essay each one belongs to and the generator that drew it.
19 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.
- Every unstable wave is inside one circle — a tanh shear layer, unstratified · turbulent-exact
- Every unstable wave is inside one circle — inviscid, unstratified · turbulent-exact
- Five numbers, one name — set by the Richardson number — an energy argument, and not a stability analysis · stratified
- Five numbers, one name — set by the buoyancy frequency — the period is a property of the fluid, not the flow · stratified
- Five numbers, one name — set by the buoyancy frequency — linear, inviscid and non-rotating · stratified
- Five numbers, one name — set by the buoyancy frequency — inviscid, non-rotating, and linear · stratified
- Sufficient, and not necessary — Richardson numbers from 0 to 0.5 — inviscid and non-diffusive · turbulent-exact · hero
- Sufficient, and not necessary — Richardson numbers from 0 to 0.5 — inviscid and non-diffusive · turbulent-exact
- Sufficient, and not necessary — Ri from 0 to 0.2499 · turbulent-exact
- Sufficient, and not necessary — inviscid, non-diffusive, at six Richardson numbers · turbulent-exact
- The number that stops the mixing — set by the buoyancy frequency — linear, inviscid and non-rotating · stratified · hero
- The number that stops the mixing — set by the buoyancy frequency — linear, inviscid and non-rotating · stratified
- The number that stops the mixing — set by the buoyancy frequency — a stratified, inviscid, non-rotating fluid · stratified
- The number that stops the mixing — set by the buoyancy frequency — inviscid, non-rotating, and linear · stratified
- The number that stops the mixing — set by the Richardson number — an energy argument, and not a stability analysis · stratified
- The number that stops the mixing — set by the buoyancy frequency — the period is a property of the fluid, not the flow · stratified
- The number that stops the mixing — set by the buoyancy frequency — linear, inviscid and non-rotating · stratified
- The number that stops the mixing — set by the buoyancy frequency — a stratified, inviscid, non-rotating fluid · stratified
- The number that stops the mixing — set by the Richardson number — an energy argument, and not a stability analysis · stratified