2021
DOI: 10.1016/j.anucene.2021.108566
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An application of sensitivity and representativity approach for the design of a 100%MOX BWR experimental program in ZPR

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Cited by 3 publications
(4 citation statements)
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“…where S are the nuclide-reaction-energy sensitivity vectors (S V : VENUS-F assemblies; S M : MYRRHA assembly) and Σ nd is the nuclear data covariance matrix associated with the evaluated nuclear data library. This equation was already used in the frame of nuclear reactor representativity study [3] and is in principle applicable to any parameter for which sensitivities can be computed (e.g. : k ∞ , β eff ).…”
Section: Representativitymentioning
confidence: 99%
“…where S are the nuclide-reaction-energy sensitivity vectors (S V : VENUS-F assemblies; S M : MYRRHA assembly) and Σ nd is the nuclear data covariance matrix associated with the evaluated nuclear data library. This equation was already used in the frame of nuclear reactor representativity study [3] and is in principle applicable to any parameter for which sensitivities can be computed (e.g. : k ∞ , β eff ).…”
Section: Representativitymentioning
confidence: 99%
“…Several measures of model similarity were found in the literature. To consider the effect of the nuclear data uncertainties, the representativity coefficient r is defined as in Blaise et al (2021):…”
Section: Representativity Studymentioning
confidence: 99%
“…where S is the sensitivity vector of the observable to the nuclear data, Σ nd is the nuclear data covariance matrix and subscripts, and T and C indicate the samples obtained from Takahama and Calvert Cliffs, respectively. As reported in Blaise et al (2021), this equals the correlation between the concentrations predicted by the two models, being the numerator the covariance of the two model responses and the denominator a re-normalization to the Concentration uncertainty evolution with burnup for nuclides 244 Cm (top) and 242 Pu (bottom).…”
Section: Representativity Studymentioning
confidence: 99%
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