Regime
Set by the wedge angle and the flux — a purely radial similarity flow
Every figure drawn under this hypothesis — 15 of them — with the essay each one belongs to and the generator that drew it.
15 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.
- One channel, one flux, two flows — a centreline value of one; symmetric outflow · oscillating-wall
- One channel, one flux, two flows — symmetric outflow; the limit is the alpha -> 0 problem solved separately · oscillating-wall
- One channel, one flux, two flows — wedges from 0.005 to 0.5 radians · oscillating-wall
- One channel, one flux, two flows — a wedge of 0.05 radians; symmetric inflow · oscillating-wall
- One channel, one flux, two flows — a wedge of 0.2 radians; symmetric solutions only · oscillating-wall · hero
- One channel, one flux, two flows — a wedge of 0.2 radians; symmetric solutions only · oscillating-wall
- One channel, one flux, two flows — a wedge of 0.2 radians; symmetric solutions only · oscillating-wall
- One channel, one flux, two flows — a wedge of 0.2 radians; both carry a flux of 24.7099 · oscillating-wall
- One channel, one flux, two flows — symmetric solutions; the crossing at a wedge of 0.2 radians · oscillating-wall
- Two answers to one question — gust gradients from 1 to 50 semichords — inviscid, incompressible · circulation-ledger
- Two answers to one question — gust gradients from 1 to 50 semichords — inviscid, incompressible · circulation-ledger
- Two answers to one question — a one-minus-cosine gust of gradient 1 semichords — inviscid, incompressible · circulation-ledger
- The lag that makes flutter possible — a one-minus-cosine gust of gradient 2 semichords — inviscid, incompressible · circulation-ledger
- Two answers to one question — a one-minus-cosine gust of gradient 2 semichords — inviscid, incompressible · circulation-ledger
- Two answers to one question — a one-minus-cosine gust of gradient 10 semichords — inviscid, incompressible · circulation-ledger