Development of a modal reduced-order model of xenon oscillations in PWRs
Artikel i vetenskaplig tidskrift, 2027
The 2G-HOM and 2G-HET are compared against each other based on simulated cross-section data from the Ringhals-4 PWR in Sweden. The analysis shows the significant influence of mode coupling on power and axial offset deviations, with 2G-HET capturing detailed spatial dynamics absent in 2G-HOM. Specifically, the heterogeneous treatment reveals couplings between even and odd modes, not present in the homogeneous model. In a case study, the 2G-HET model showed stable decaying oscillations with modal periods in the interval [31.5;39.3] h. Comparisons with 2G-HOM over a range of power feedback coefficient strengths (FB-scaling) show similar asymptotic behaviour between the two models. However, 2G-HOM have an onset of stable oscillations at 25% lower FB-scaling value compared to 2G-HET. It also consistently displays faster decaying oscillations compared to 2G-HET.
The results highlight that high spatial resolution plays an important role when simulating xenon oscillations following reactor perturbations using three dimensional modal expansion models. The findings show that 2G-HET captures more features of the system, which substantially alters the stability prediction and mode-coupling behaviour. Capturing these features has potential applications in ensuring safe and flexible reactor operation by capturing more complex dynamics of xenon oscillations which cannot be reproduced in simpler models.
Multi-group diffusion theory
Xenon oscillations
Modal decomposition
Reduced order modelling
Författare
Kristoffer Pedersen
Chalmers, Fysik och astronomi, Subatomär, högenergi- och plasmafysik
Christophe Demaziere
Chalmers, Fysik och astronomi, Subatomär, högenergi- och plasmafysik
Paolo Vinai
Chalmers, Fysik och astronomi, Subatomär, högenergi- och plasmafysik
Progress in Nuclear Energy
0149-1970 (ISSN)
Vol. 202 106605Studier av härdstabilitet vid lastföljning med ROM-metoder
Strålsäkerhetsmyndigheten (SSM) (16270129), 2020-09-01 -- 2025-08-31.
Styrkeområden
Energi
Ämneskategorier (SSIF 2025)
Energiteknik
Annan fysik
Teknisk mekanik
DOI
10.1016/j.pnucene.2026.106605