KRONOS·FUSION
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Concept · The burner design point

The Mode M closing point.

Mode M is the burner's reproducible closing point — the operating condition where the D–³He tandem mirror produces more electricity than it consumes, and where every number reproduces from the shipped deposit.

Engineering gain Q_E
1.31
Neutron fraction f_n
5.44% — low-neutron, not aneutronic
Operating point
x(³He) 0.30 · Ti 90 keV · nₑ 2.6×10²⁰ m⁻³
Net electric (55 / 440 / 1400 m)
+104 / +850 / +2832 MWe
Status
Requirement-class — reproduces from the deposit solver

A burner "closes" when it delivers more electrical power to the grid than it draws to run itself — Q_E > 1. Mode M is the point Kronos froze as the reproducible closing design: at a helium-3 fraction of 0.30, ion temperature 90 keV, it reaches Q_E 1.31 with a neutron fraction of just 5.44%. It is called a closing point because it sits inside a whole window of closing conditions — 107 reproducible ones — and this is the one with the highest net power that does not push the plug requirement past what the physics endorses.

The intensive numbers — gain and cleanliness — are length-independent. What scales with the length of the central cell is total power. That single fact turns one design into a product line:

55 m (reference)
0.54 GW fusion → +104 MWe net
440 m — Aegis
4.3 GW fusion → +850 MWe net
1400 m — MetroVolt
13.7 GW fusion → +2832 MWe net

Mode M replaced two earlier figures that did not reproduce (the withdrawn Q_E 1.191 and 1.825), and it corrects the papers' unqualified Q_E 1.002 by stating it with its requirement. You can run the underlying solver yourself in the live simulation.

The caveat that travels with itMode M is requirement-class, not demonstrated: it needs an end-plug density about 16× the central-cell density. At the reference plug density it does not close (Q_E 0.63). See the plug-density requirement.