2010
DOI: 10.1016/j.ress.2010.04.002
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Monte Carlo-based assessment of the safety performance of a radioactive waste repository

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Cited by 9 publications
(5 citation statements)
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“…The near surface repository considered is a design concept studied by ENEA [29] [35][36] [37], and has similarities with the currently operative disposal facility of El Cabril, Spain [38]. As the radionuclides exit the repository floor, they migrate through the unsaturated zone, whose most important effect is that of retarding the infiltration towards the saturated zone [39].…”
Section: Resultsmentioning
confidence: 99%
See 1 more Smart Citation
“…The near surface repository considered is a design concept studied by ENEA [29] [35][36] [37], and has similarities with the currently operative disposal facility of El Cabril, Spain [38]. As the radionuclides exit the repository floor, they migrate through the unsaturated zone, whose most important effect is that of retarding the infiltration towards the saturated zone [39].…”
Section: Resultsmentioning
confidence: 99%
“…As the radionuclides exit the repository floor, they migrate through the unsaturated zone, whose most important effect is that of retarding the infiltration towards the saturated zone [39]. Then, the radionuclide migration in the groundwater domain is described to occur within a highly fractured limestone layer exhibiting extensive karstic phenomena.…”
Section: Resultsmentioning
confidence: 99%
“…the expected dose increments are estimated as the product of the probability of occurrences of DE and the arithmetic mean over a N-sized sample of dose increments D inc DE,i . Operatively, the ith joint realization of n DE (conditioned on n DE ࣙ 1) and a DE is drawn by sampling techniques, (15,25,31) such as Monte Carlo, (101)(102)(103)(104) and input into the models that calculate the corresponding D inc DE,i . Traditionally, probabilistic assessments have relied on models to represent most FEP interactions.…”
Section: Interpretation Of the Scenariosmentioning
confidence: 99%
“…The formal analogy leading to the identification of the FKEs parameters is based on a Eulerian discretization of the dual‐continua equations, thus introducing numerical dispersion. With regards to particle migration in a compartment model, methods were proposed in literature to theoretically solve this problem, which are based on sampling the particles' residence time distributions obtained by separate, more detailed models [ Kawasaki and Ahn , 2006; Cadini et al , 2010a, b]. However, being beyond the main purpose of this paper, this issue is left to further investigations.…”
Section: Kolmogorov‐dmitriev Particle Tracking For Modeling Contaminamentioning
confidence: 99%