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1 - Nuclear Sciences and Applications - IAEA

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186 ZARNSTORFF et al.<br />

X-ray spectroscopic measurements of metallic concentrations. The radiated<br />

power profile is measured by three bolometer arrays. Edge hydrogenicneutral<br />

influx is inferred [7] from the measurements of an array of absolutely<br />

calibrated Ha detectors. The beam-ion slowing down distribution is simulated<br />

as a separate species not subject to anomalous transport, consistent<br />

with experimental observations [8,9]. The beam ions are treated as joining<br />

the background thermal ion species when their energy falls to |Ti. Electronion<br />

energy exchange is assumed to be classical.<br />

The total stored energy <strong>and</strong> neutron emission rate calculated by this simulation<br />

are typically in good agreement with the experimental measurements<br />

(maximum deviations of < 10% for stored energy, < 25% for neutron flux -<br />

roughly the present measurement uncertainty). For the supershot shown in<br />

Fig. 1 the analysis indicates that nb/ne — 0.14 on axis, <strong>and</strong> that the beam<br />

stored energy is 41% of the total. While the global energy confinement time<br />

is 0.18 sec, the calculated energy confinement time of the thermal component<br />

is 0.12 sec.<br />

The calculated neutral beam power <strong>and</strong> particle source profiles are very<br />

peaked on axis. The central power density of 4 MW m~ 3 <strong>and</strong> beam fueling<br />

is the dominant particle source for r < |a. The central energy transport<br />

(both for ions <strong>and</strong> electrons) is dominated by convection for r < a/3. In this<br />

region, it is found that Qi/TiTi is bounded from below by ~ | <strong>and</strong> Qe/TeTe<br />

by 2 - 2.5, where Qi (Qe) is the total ion (electron) heat flux <strong>and</strong> I\ (re) is<br />

the ion (electron) particle flux [10]. Thus, use of the usual convective heat<br />

flux of |r\7; would require an unphysical negative Xi m the central region.<br />

For the present paper the electron <strong>and</strong> ion thermal difFusivities Xe an d Xi are<br />

defined by Qe = neXeVTe + \Y£Te <strong>and</strong> Qi = n^Ti + fl^T;, where n; is the<br />

total thermal ion density, unless otherwise noted.<br />

The ion thermal diffusivity with neutral beam heating, see Fig. 2, is found<br />

to be much larger [11] than predicted by neoclassical theory[12], as previously<br />

found on Doublet III [13]. In all plasmas analyzed, the measured T± profile is<br />

narrower than predicted by neoclassical transport, with the prediction being<br />

well outside the error-bars of the measurements. The central ion temperature<br />

is not in strong disagreement with the neoclassical prediction due to the<br />

dominance of the convective heat flux in the central ion power balance. The<br />

outer region of the predicted Ti profile is determined by the assumed classical<br />

ion-electron energy exchange, which dominates the predicted neoclassical<br />

transport. The inferred Xi IS U P to 40 times larger than the neoclassical<br />

prediction in the outer region of the plasma, emphasizing the importance<br />

of Ti profile measurements to the underst<strong>and</strong>ing of thermal transport. The<br />

analysis indicates that in the outer region x% an d Xe have similar magnitudes<br />

<strong>and</strong> profile shapes. The error-bars on Xe <strong>and</strong> Xi m the figure (<strong>and</strong> subsequent

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