Prime pagine RA2010FUS:Copia di Layout 1 - ENEA - Fusione
Prime pagine RA2010FUS:Copia di Layout 1 - ENEA - Fusione
Prime pagine RA2010FUS:Copia di Layout 1 - ENEA - Fusione
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068<br />
progress report<br />
2010<br />
Figure 3.24 – Picture of the ITER Mock–up<br />
assembled at FNG<br />
Front casing<br />
Front insulation<br />
1st win<strong>di</strong>ng<br />
2nd win<strong>di</strong>ng<br />
Side and rear<br />
casing<br />
1st layer SB<br />
1981 1982<br />
Back of SB<br />
2041 2047<br />
CuCrZr<br />
Rest of coil<br />
Thermal shield IVVS<br />
Side and rear insulation VV outer shell<br />
VV inner shell<br />
3rd layer<br />
FW<br />
Manifolds<br />
First wall<br />
Figure 3.25 – The ra<strong>di</strong>al section on the inboard<br />
side of the latest ITER Alite model<br />
Figure 3.26 – MCNP model (equatorial section<br />
(z=0))<br />
3.5 Neutronics<br />
Neutronics shiel<strong>di</strong>ng experiment on a mock–up of ITER:<br />
dose measurement in the magnet coils<br />
In the ITER design it is important to minimize the<br />
uncertainty in the estimates of the nuclear loads; in<br />
particular, the nuclear heating of the TF coils in the<br />
inboard leg is the most critical. To this purpose, accurate<br />
ra<strong>di</strong>ation transport calculations of the shiel<strong>di</strong>ng is<br />
requested. These calculations are very challenging, since the<br />
ra<strong>di</strong>ation attenuation from the first wall to the TF coils can<br />
be many orders of magnitude and, at the same time,<br />
accuracy of the order of ±10% or better is required. The<br />
calculation must be benchmarked as far as possible against<br />
suitable experiments to attain the necessary validation of<br />
nuclear data and codes used.<br />
To check whether the present design calculations are able to<br />
evaluate the shiel<strong>di</strong>ng properties of the ITER shield at<br />
inboard side with sufficient accuracy and reliability, an<br />
experiment was realized at the Frascati Neutron Generator<br />
(FNG) of <strong>ENEA</strong>–Frascati. The experiment was<br />
commissioned by ITER IO.<br />
In this experiment, a mock–up of ITER inboard shield,<br />
vacuum vessel and TF coils was replicated and irra<strong>di</strong>ated by<br />
14–MeV neutrons (fig. 3.24). The mock–up also included<br />
the borated steel plates presently foreseen by the design as<br />
well as some pieces of the actual superconducting cables,<br />
which represented the actual experimental region (TF coils).<br />
The final mock–up <strong>di</strong>mensions and materials compositions<br />
were based upon the <strong>di</strong>mensions and materials of the latest<br />
version of the Alite Monte Carlo n–Particle (MCNP) model<br />
of ITER (fig. 3.25).<br />
The resulting nuclear heating in the TF coils was measured<br />
by using state–of–the–art experimental techniques (high<br />
sensitivity thermoluminescent dosimeters), and compared<br />
with calculations performed with the MCNP code and the<br />
ITER reference nuclear data library FENDL.–2.1. The<br />
experiment also included the measurement of selected<br />
reaction rates along the central axis of the mock–up as well<br />
as in the coil region. These measured quantities were<br />
compared with the results of calculations too.<br />
A very detailed model of the experimental set–up was used (fig. 3.26). In this way, the highest level of accuracy<br />
was attained in the ratio between the calculated and the experimental quantities (C/E ratio), thus provi<strong>di</strong>ng<br />
fundamental information about the dose absorbed by the superconducting inner coils. For example, for the<br />
nuclear heating a slight overestimation is observed within the C/E error (±10%) in the coil region. This<br />
accuracy in the C/E ratio was never reached in previous experiments.<br />
Moreover, regar<strong>di</strong>ng the uncertainty margins in the FENDL–2.1/MCNP–5 pre<strong>di</strong>ction, it can be concluded<br />
that:<br />
• the fast neutron flux is calculated within an uncertainty margin of about ±15% in the ITER shiel<strong>di</strong>ng<br />
blanket and the magnet region.<br />
• the thermal neutron flux is calculated within an uncertainty margin of about ±15% in the ITER shiel<strong>di</strong>ng<br />
blanket, vacuum vessel, up to the toroidal field coils.