Fuel cycle optimization of thorium and uranium fueled PWR systems
Author(s)
Garel, Keith Courtnay; Driscoll, Michael J.
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The burnup neutronics of uniform PWR lattices are examined with respect to reduction of uranium ore requirements with an emphasis on variation of the fuel-to-moderator ratio
(lattice pitch at constant fuel pin diameter) and the use of thorium. Fuel cycles using all combinations of the major fissile (U-235, U-233, Pu) and fertile (U-238, Th) species
are examined.
The LEOPARD code and prescriptions developed from a linear reactivity model are used to determine initial core and annual makeup fissile requirements for input into an
in-house, simple, systems model, MASFLO-2, which calculates ore (and separative work) requirements per GWeyr for growing,
declining, or finite-life nuclear electric systems. For low growth scenarios drier lattices are favored, and the thorium
fuel cycle requires as much as 23% less ore than a comparably optimized uranium cycle with full recycle. For unmodified
lattices, the thorium fuel cycle with full recycle exhibits long term uranium ore savings of 17% over the comparable
uranium cycle with full recycle. For rapidly growing systems, drier lattices, and those using thorium, are less attractive
because of their high startup inventories. Thus the introduction of thorium may increase ore and separative work requirements in the short term but will more than repay the
ore investment in the very long term.
Very little improvement was achieved by varying fuel pin diameter at a given fuel-to-moderator ratio, but itwas
found to be slightly advantageous to recycle plutonium (or U-233) into dedicated reactors having individually optimized
lattices: a strategy which may also be attractive for safeguards purposes.
Description
Originally presented as the first author's thesis, (Ph.D.) in the M.I.T. Dept. of Nuclear Engineering, 1978.
Date issued
1977Publisher
MIT Energy Laboratory
Other identifiers
04827605
Series/Report no.
MIT-EL77-018
Keywords
Nuclear fuel elements., Nuclear reactors |x Mathematical models., Nuclear reactors |x Computer programs., Pressurized water reactors
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