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ORNL-TM-7207 - the Molten Salt Energy Technologies Web Site

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15<br />

Initial scoping studies showed that <strong>the</strong> self-shielding of thorim and<br />

238~ has a most critical effect on <strong>the</strong> system neutronic%, while that og<br />

<strong>the</strong> o<strong>the</strong>r uranium nuclides was comparatively less. Concentrations of<br />

protactinium, neptunium, and plutonium remained small enough to make self-<br />

shielding treatment of those nuclides necessary. The effest of P~SQ~BIEC~<br />

overlap between 232Th and 238U was of particular interest and was studied<br />

in some depth using <strong>the</strong> ROLAIDS module of <strong>the</strong> AMPX code system. Il '%he<br />

conclusi~ns were that thPs effect could be ignored safely in <strong>the</strong> present<br />

study and that treatment of <strong>the</strong> effect would have been burdensome had it<br />

been required.<br />

Statics. A set sf cross sections for <strong>the</strong> more signifisant nuclides<br />

(Table 4 ) was prepared based ow <strong>the</strong> ENDF/B Version 4 set of standard cross<br />

sections.12<br />

A total of 122 energy groups was rased, with boundaries as<br />

listed in Table 5. Downscatter from any group t o any o<strong>the</strong>r was allowed,<br />

and upscatter between all groups below 1.86 eV was allowed. The 123-gromp<br />

set was <strong>the</strong>n repr~cessed to enforce strict neutron ~onser~ati~n. This was<br />

especially important in <strong>the</strong> case of graphite.<br />

Table 4. Nuclides in library<br />

of 123 energy groups used<br />

for DMSR study<br />

Self-shielding of thorium and uranium nuclides was treated using <strong>the</strong><br />

NITAWL module of <strong>the</strong> AMPX socle system.<br />

was selected in each case. The geometric parameter applicable t~ <strong>the</strong> tsi-<br />

cusp fuel area between <strong>the</strong> logs was determined by a special Monte Carlo<br />

computer sode devised by J. R. Knight of <strong>ORNL</strong>.13<br />

The Nordheim integral treatment<br />

Figure 3 illustrates

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