ORNL-4191 - the Molten Salt Energy Technologies Web Site
ORNL-4191 - the Molten Salt Energy Technologies Web Site
ORNL-4191 - the Molten Salt Energy Technologies Web Site
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.-<br />
187<br />
Fig. 15.7. Inner Surface of Unexposed Wostelloy N Tubing Used in Cold Leg and, After Slight Reaming, in Cora<br />
Owtlet of In-Pile loop 2. 250~.<br />
It was useful to estimate how much of a given<br />
isotope (ei<strong>the</strong>r fission product or activation prod-<br />
uct in flux monitors, etc.) was to be expected in<br />
<strong>the</strong> system at a particular time. This may be done<br />
by detailed application of standard equations to<br />
<strong>the</strong> individual irradiation and inventory periods with<br />
appropriate adjustment for decay to a standard<br />
reference time (reactor shutdown, 4-4-67, 0800).<br />
Counting data on <strong>the</strong> various samples were also<br />
referred to this time. In <strong>the</strong> in-pile period of <strong>the</strong><br />
experiment, 38 changes in ORR power and 122<br />
changes in experiment position altered <strong>the</strong> neutron<br />
flux, 3 salt additions altered <strong>the</strong> fuel composition,<br />
and 18 withdrawals, including 9 samples, were made.<br />
'J. M. West, pp. 7-14, 15 in Nriclear Engineering<br />
Handhook, ed. by €I. E<strong>the</strong>ritigton, McGraw-Hill, New<br />
York, 1958.<br />
The equations described below, along with <strong>the</strong><br />
detailed flux and inventory history, were pro-<br />
grammed for computer calculation and estimates<br />
of activity of <strong>the</strong> respective isotopes made as<br />
described below. The equations will be discussed<br />
in terns of fission products but are readily adapted<br />
to activation products. The activities (A-A, and<br />
B-A,) of isotopes that are <strong>the</strong> first and second<br />
significant members of a decay chain produced<br />
by a given period, ti, of steady irradiation fol-<br />
lowed by a decay period, td, are given' by<br />
--A t -A r<br />
A.X,=Y.F-(1 -e ")(e '),