Abstract
Neutron transport calculations by Monte Carlo methods are
finding increased application in nuclear reactor
simulations. In particular, a versatile approach entails
the use of a 2-step pro-cedure, with Monte Carlo as a
few-group cross section data generator at lattice level,
followed by deterministic multi-group diffusion
calculations at core level.
In this thesis, the Serpent 2 Monte Carlo reactor physics
burnup calculation code is used in order to test a set of
diffusion coefficient models, as well as neutron leakage
methodologies at assembly level. The tests include novel
anisotropic diffusion coefficient and heterogeneous
leakage models developed and implemented by the author.
The analyses are mainly focused on a sodium-cooled fast
reactor system, for which few-group cross section data
was generated by stochastic methods with Serpent 2. The
quality of the full-core diffusion results is evaluated
by contrasting system eigenvalues and power distributions
against detailed, full-core reference solutions also
supplied by the Serpent 2 code and the same nuclear data
library.
Whereas the new anisotropic diffusion coefficient
formalism exhibits improved performance in the fast
reactor system studied, there are restrictions to its
applicability in other reactor de-signs. The newly
proposed leakage model has a similar performance to that
one of albedo ite-rations, and provides valuable
information about the space-energy coupling of the scalar
neu-tron flux at lattice level. This hitherto unavailable
information does not entail a significant computational
cost.
In sodium-cooled fast reactor calculations, the quality
of diffusion theory results can be im-proved by either
using directional diffusion coefficients and a fine
energy mesh, or via leakage-corrected discontinuity
factors. These factors can be calculated using net
neutron currents supplied by heterogeneous leakage
models. Preliminary results from this research also
suggest that the studies maybe extended to
graphite-moderated, gas-cooled reactors.
Original language | English |
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Qualification | Doctor Degree |
Awarding Institution |
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Supervisors/Advisors |
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Award date | 18 May 2016 |
Place of Publication | Espoo |
Publisher | |
Print ISBNs | 978-952-60-6735-3 |
Electronic ISBNs | 978-952-60-6736-0 |
Publication status | Published - 2016 |
MoE publication type | G5 Doctoral dissertation (article) |
Keywords
- Monte Carlo
- Serpent
- directional diffusion coefficient
- TRIZ
- TRIVAC
- neutron leakage
- layer expansion
- albedo
- B1
- discontinuity factor
- SFR