Regime
The strong-shock limit — the ambient pressure is negligible
Every figure drawn under this hypothesis — 23 of them — with the essay each one belongs to and the generator that drew it.
23 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 radius that gives the energy away — γ = 1.4, strong shock — the exponent is fitted, not assumed · nonlinear-wave · hero
- A radius that gives the energy away — the strong-shock limit — the ambient pressure would add a second group · nonlinear-wave
- A radius that gives the energy away — γ = 1.4, strong shock — the ambient pressure is neglected · nonlinear-wave
- A radius that gives the energy away — γ = 1.4, strong shock — the exponent is fitted, not assumed · nonlinear-wave
- A radius that gives the energy away — γ = 1.4 — the strong-shock limit, so the late times are outside it too · nonlinear-wave
- A radius that gives the energy away — γ = 1.2, strong shock — the ambient pressure is neglected · nonlinear-wave
- A radius that gives the energy away — γ = 1.2, strong shock — the exponent is fitted, not assumed · nonlinear-wave
- A radius that gives the energy away — γ = 1.2 — the strong-shock limit, so the late times are outside it too · nonlinear-wave
- A radius that gives the energy away — ρ₀ = 1.2 kg/m³, C = 1.033 — the strong-shock limit, and only while it holds · nonlinear-wave
- An exponent dimensions cannot give — a strong shock converging on an axis or a point — inviscid, γ from 1.1 to 2 · regime-collapse · hero
- An exponent dimensions cannot give — a strong shock converging on an axis or a point — inviscid, γ stated · regime-collapse
- An exponent dimensions cannot give — a strong shock converging on an axis or a point — inviscid, γ from 1.1 to 2 · regime-collapse
- An exponent dimensions cannot give — a strong shock converging on a point — inviscid, γ = 1.4 · regime-collapse
- An exponent dimensions cannot give — a strong shock converging on a point — inviscid, γ = 1.4 · regime-collapse
- An exponent dimensions cannot give — a strong shock converging on a point — inviscid, γ = 1.4 · regime-collapse
- An exponent dimensions cannot give — a strong shock converging on a point — inviscid, γ = 1.4 · regime-collapse
- An exponent dimensions cannot give — a strong shock converging on a point — inviscid, γ = 1.4 · regime-collapse
- An exponent dimensions cannot give — a strong shock converging on an axis or a point — inviscid · regime-collapse
- The only theory simple enough to optimise — hypersonic — the rule is the strong-shock limit and is used as one · newtonian-lift · hero
- The only theory simple enough to optimise — hypersonic — the rule is the strong-shock limit and is used as one · newtonian-lift
- The only theory simple enough to optimise — hypersonic — the rule is the strong-shock limit and is used as one · newtonian-lift
- The only theory simple enough to optimise — hypersonic — the rule is the strong-shock limit and is used as one · newtonian-lift
- The only theory simple enough to optimise — hypersonic — the rule is the strong-shock limit and is used as one · newtonian-lift