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1 - Nuclear Sciences and Applications - IAEA

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258 STRACHAN et al.<br />

- Z - 1, Steady-Slate<br />

Triton Burnup<br />

PEAK ELECTRON TEMPERATURE (keV)<br />

FIG. 1. Magnitude of the burnup for the 0.8 MeV 3 He ions (steady-state value) (solid points), <strong>and</strong> for<br />

the 1 MeV triton burnup (integrated over the plasma duration) with small observed triton losses (open<br />

circles), <strong>and</strong> with two times larger observed triton losses (open squares). The triton data are limited<br />

to 1.4 MA plasmas. The lines are the calculated steady-state Z = 1 values. The shaded region indicates<br />

the magnitude of the bumup expected when transient effects <strong>and</strong> realistic deuterium depletion are<br />

included in the calculations.<br />

d(t,n)a <strong>and</strong> d( He,p)a fusion reactions. The principal<br />

uncertainties relate to the absolute calibrations of the relevant<br />

nuclear detectors <strong>and</strong> the density of deuterium In the background<br />

plasma. The 14.7 MeV protons from the burnup of the 0.8 MeV He in<br />

the d( He,p)a fusion reaction were detected with x3 calibration<br />

uncertainties by surface barrier detectors at the edge of the<br />

plasma. The 14.1 MeV neutrons from the burnup of the 1 MeV tritons<br />

in the d(t,n)a fusion reaction were detected with 35% uncertainty<br />

by Cu(n,2n) activation [3], which was cross-calibrated to a<br />

collimated neutron spectrometer [4].<br />

For steady-state Z - 1 plasmas with no orbit losses, the<br />

burnup fraction, defined as the ratio of 14.7 MeV p or 14.1 MeV n<br />

yield to the measured 2.5 MeV n source, is expected to depend only<br />

upon central electron temperature [5] . In Fig. 1 is plotted the<br />

burnup fraction for the 0.8 MeV He, which slightly exceeds the<br />

values expected for Z - 1 <strong>and</strong>, therefore, significantly exceeds (by<br />

2x) calculated values with realistic Ze££. This apparent excess of<br />

0.8 MeV He ions is most likely due to the uncertainty In the<br />

absolute calibration of the 15 MeV proton detector [6,7]. An<br />

alternate explanation could invoke enhanced reactivity due to D He<br />

reactions between the 0.8 MeV He ions <strong>and</strong> the energetic beam ions.<br />

For TFTR supershots, the burnup fractions for 1 MeV tritons<br />

are five to ten times below the Z - 1 steady-state value. These<br />

burnup fractions are thought to be below ideal levels primarily due

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