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Abstract
W.F.G. van Rooijen, J.L. Kloosterman, T.H.J.J. van der Hagen, and H. van Dam,
Definition of Breeding Gain for the Closed Fuel Cycle and Application to a Gas Cooled Fast Reactor,
Nuclear Science and Engineering, 157:185-199, 2007.
The Generation-IV gas-cooled fast reactor (GCFR) is intended to have a closed fuel cycle: During irradiation enough
fissile material is produced to allow refuelling of the same reactor, adding only fertile material. This is the
well-known "zero breeding gain" objective. In this paper a theoretical framework is derived to track compositional
changes of the fuel during irradiation, cooldown, and reprocessing, in order to calculate the reactivity of the
new fuel compared to the original fuel material. Using first-order perturbation theory, the effect of variations
of the initial fuel composition on the reprocessed material and breeding gain can be calculated. The theory is
applied to the fuel cycle of a 600 MW(thermal) GCFR. The result is that the change of material composition during
cooldown has a nonnegligible effect on the breeding gain. A truly closed fuel cycle can be obtained if the
reprocessing efficiency is high enough (<1% loss). If this high efficiency cannot be obtained, adding a small
amount of minor actinides (Np. Am, Cm) to the new fuel results in a zero breeding gain. Perturbation theory provides
a powerful tool to estimate the effects of changing fuel cycle parameters.
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