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Glossary

Tritium Breeding Ratio (TBR)

The number of tritium atoms produced in the breeding blanket per tritium atom consumed in the fusion reaction — a ratio that must exceed unity for a D-T fusion plant to sustain its own fuel supply.

Reviewed Last reviewed: 9 Aug 2026 · Category: Glossary

Why Tritium Breeding Matters

The deuterium-tritium (D-T) fusion reaction produces 14.1 MeV neutrons and 3.5 MeV alpha particles. Deuterium is abundant in seawater, but tritium is radioactive (half-life 12.3 years) with no significant natural supply. Global inventories — produced as a byproduct in heavy-water fission reactors — total only about 25 kg and are declining.1 A 1,000 MW fusion plant consumes roughly 55 kg of tritium per full-power year. Self-sufficiency is therefore not optional: it is an existence condition for commercial D-T fusion.

How Breeding Works

A breeding blanket surrounding the plasma captures fusion neutrons and drives them into lithium-bearing materials. Two reactions produce tritium:

6Li + n → T + 4He + 4.8 MeV (thermal neutrons)
7Li + n → T + 4He + n′ − 2.5 MeV (fast neutrons)

The 7Li reaction is endothermic but releases a secondary neutron, which can breed additional tritium. Neutron multipliers such as beryllium or lead are incorporated to push TBR above 1.2

The required TBR is not simply 1.0. Accounting for tritium radioactive decay in storage, losses during processing, retention in materials, and startup inventory for new plants, most systems studies require a global TBR of 1.05–1.15 to close the fuel cycle.3 Achieving this margin in an integrated blanket — with penetrations for heating ports, diagnostics, and maintenance access — remains one of fusion engineering's foremost challenges.

Design and Measurement Challenges

No breeding blanket has been tested under fusion-relevant 14.1 MeV neutron conditions at reactor scale. ITER will host Test Blanket Modules (TBMs) to provide the first experimental data, but these will cover only a small fraction of the first-wall area.4 Neutronics simulations using Monte Carlo codes predict TBR with quoted uncertainties of 2–5 %, yet nuclear data cross-section uncertainties — particularly for 7Li(n,n′α)T — can shift calculated TBR by several percent, potentially crossing the margin between self-sufficiency and tritium shortfall.

The distinction between local TBR (computed over the full spherical solid angle of ideal blanket coverage) and global TBR (accounting for real-geometry gaps, ports, and penetrations) is critical. A blanket concept reporting local TBR = 1.40 may yield global TBR below 1.10 once engineering reality is included.

Sources

  1. Abdou, M. et al. Physics and technology considerations for the deuterium-tritium fuel cycle and conditions for tritium fuel self-sufficiency. Nuclear Fusion, 61(1), 2021.
  2. Rubel, M. Fusion neutrons: tritium breeding and impact on wall materials and components of diagnostic systems. Journal of Fusion Energy, 38, 2019.
  3. Kovari, M. et al. Tritium resources available for D-T fusion. Nuclear Fusion, 58(2), 2018.
  4. Giancarli, L. M. et al. Overview of the ITER TBM Program. Fusion Engineering and Design, 87(5–6), 2012.

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