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EHS › The Safety Case
The Safety Case

The Physics of Self-Limiting Burn

The reaction rate depends so steeply on plasma conditions that any drift out of the operating window suppresses it.

Fusion power scales roughly with the square of density and steeply with temperature, but only inside a narrow band where confinement holds. That sensitivity cuts both ways: it makes fusion hard to sustain, and it makes runaway impossible. The operating point is a peak the machine must actively balance on, with declining reaction rate on every side.

The governing balance

Sustained burn requires the triple product — density, temperature, and energy confinement time — to clear a threshold (the Lawson condition). If power rises and the plasma expands, confinement time falls and pressure limits are approached; if density rises too far, radiation losses climb and the plasma cools. Each excursion pushes the triple product back down.

PerturbationImmediate effectFeedback on burn
Power risesPlasma heats, expandsConfinement drops → burn falls
Density risesRadiation losses climbPlasma cools → burn falls
Heating lostTemperature dropsRate collapses in seconds
Fueling stopsNo new fuelBurn extinguishes

The breeder (Hyperion) uses a negative-triangularity shape (δ = −0.30) chosen for favorable stability and edge behavior; the burner (Aegis / MetroVolt) relies on magnetic-mirror confinement whose losses rise sharply if the plug field weakens. Neither has an operating branch where more power produces still more power.

Self-limiting burn: any excursion suppresses itselfPower risesPlasma expands / coolsReactivity fallsFuel / heat depletes
The triple product self-corrects: drift out of the window and the burn decays.

In control terms the plasma is an open-loop-unstable object we must continuously stabilize — which is precisely why it cannot run away. Stop stabilizing and it quenches. See burn-condition fragility and the density limit.

Content reviewed August 2026 · design-and-simulation stage