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Regional Basic Professional Training Course in Korea

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TABLE 1.3. Slow<strong>in</strong>g down efficiency of some nuclides<br />

❙ 39 ❙<br />

1. Nuclear Reactor Pr<strong>in</strong>ciples<br />

Nuclide Average number of collisions required to slow-down a neutron<br />

1H 14.5<br />

2H 20.0<br />

12C 92.0<br />

238U 1716.9<br />

Table 1.3 shows that the lighter the nuclide is the most efficient is the slow<strong>in</strong>g down.<br />

Hydrogen is then, accord<strong>in</strong>g to the pure slow<strong>in</strong>g-down process the best moderator. But<br />

once neutrons are <strong>in</strong> thermal range, the moderator shouldn’t contribute too much to<br />

neutron capture. Accord<strong>in</strong>g to the table above of average cross-section, hydrogen is,<br />

among the reported light nuclides the one who has the biggest capture cross-section.<br />

Fission cha<strong>in</strong> reaction with natural uranium is not possible with water-moderated systems<br />

but possible with heavy-water-moderated or carbon-based moderators. For<br />

water-moderated systems, it is necessary to <strong>in</strong>crease 235<br />

U proportion <strong>in</strong> the fuel. In<br />

low-enriched uranium fuel (natural or slightly enriched) it is also important to physically<br />

separate the fuel and the moderator. Neutrons born at high energy (about 2 MeV) leave<br />

the fuel quite quickly and undergo several scatter<strong>in</strong>g reactions <strong>in</strong> the moderator before<br />

their energy becomes reasonably low. As cross-sections <strong>in</strong> the low energy range are very<br />

large, neutrons are easily absorbed when they return back <strong>in</strong>to the fuel rodsafter the<br />

moderation. In all thermal systems, moderator contributes to two compet<strong>in</strong>g phenomena:<br />

slow<strong>in</strong>g down efficiency (or non-absorption <strong>in</strong> the <strong>in</strong>termediate energy resonance) on the<br />

one hand and low-energy moderator capture on the other hand. Figure 1.23 shows the<br />

variation of multiplication factor with the ratio of hydrogen to uranium number of nuclei.<br />

The example considered here consists of a homogeneous mixture of uranium and water<br />

with 235<br />

U enrichment equal to 5%.

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