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SOLITARY BURN-UP WAVE SOLUTION IN A MULTI-GROUP DIFFUSION-BURNUP COUPLED SYSTEM
A two-group diffusion model coupled with simplified burn-up equations is investigated for a one-dimensional burn-up drift wave problem, which is related to the recently developed concept of a
Influence of fission neutron spectra on integral nuclear quantities of fast reactors.
A few preliminary results about the influence of fission neutron spectra on important integral quantities of fast critical assemblies were reported in preceding papers L 1-3_1. The scope of those
NEUTRONIC MODEL AND ITS SOLITARY WAVE SOLUTIONS FOR A CANDLE REACTOR
ABSTRACT A one-group diffusion equation coupled with slightly simplified burn-up equations is investigated for a burn-up drift wave problem, which is concerned with the recently developed concept of
Asymptotic solutions of serial radial fuel shuffling
In this paper, the mechanism of traveling wave reactors (TWRs) is investigated from the mathematical physics point of view, in which a stationary fission wave is formed by radial fuel drifting. A two
The KFKINR-Set of Group Constants; Nuclear Data Basis and First Results of its Application to the Recalculation of Fast Zero-Power Reactors
The preparation of the MOXTOT-set in 1969 was a first stepin the desired direction cf improving the group constants used for nuclear calculations of fast reactors. Using this data-set, it was
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