2000
DOI: 10.1080/00223131.2000.10874882
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Radiation Shielding for ITER to Allow for Hands-on Maintenance inside the Cryostat (Methodology for Estimating Shutdown Dose Rate in a Complex Geometry)

Abstract: In the shielding design of the ITER machine, which is a tokamak fusion experimental reactor and has a very complex geometry, it is important to have a reliable estimation of the dose rate levels after reactor shutdown for realising hands-on maintenance around the torus. The ITER project position is that dose rates inside the cryostat be kept low enough to allow for human access shortly after shutdown for limited periods to provide rescue and/or maintenance activities. The methodology of estimation for dose rat… Show more

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Cited by 20 publications
(11 citation statements)
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“…14 for the fusion power with 500 MW. Neutron (>1 MeV) fluxes in the space inside the maintenance duct and behind the shield plug-3 are 5×10 5 to 1×10 6 neutrons·cm −2 ·s −1 as shown in Fig. 14, and they are reduced by about 8 orders of magnitude compared with those at the plasma region.…”
Section: Evaluation Resultsmentioning
confidence: 73%
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“…14 for the fusion power with 500 MW. Neutron (>1 MeV) fluxes in the space inside the maintenance duct and behind the shield plug-3 are 5×10 5 to 1×10 6 neutrons·cm −2 ·s −1 as shown in Fig. 14, and they are reduced by about 8 orders of magnitude compared with those at the plasma region.…”
Section: Evaluation Resultsmentioning
confidence: 73%
“…The actual activity (decay rate) of each radioisotope after shutdown is usually smaller than the production rate during operation, and it depends on the machine operation scenario and time after shutdown. 5,9) The ratio of the actual activation level to the production rate is shown in Table 1 for each radioisotope at 10 6 s after shutdown based on the ITER operation scenario. Their ratios are different from each radioisotope as shown in Table 1, therefore we separate the contribution to the total dose level from each other using a time bins.…”
Section: Decay Gamma-ray Transport Calculationmentioning
confidence: 99%
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