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1 - Nuclear Sciences and Applications - IAEA

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<strong>IAEA</strong>-CN-50/E-I-3 545<br />

0.25 • (a) 10<br />

020<br />

015<br />

005<br />

1°<br />

0075<br />

0050<br />

0-025<br />

0-0<br />

-0025<br />

(b)<br />

o»x mode<br />

240 kW<br />

neao'V)<br />

FIG. 3. (a) Variation of A@p as a junction of ne with the unshifted resonance radius at 1.29 m.<br />

[R = 1.2 m, a = 0.21 m, lp = 100 kA]; (b) as for (a), with the unshifted resonance radius at 1.17 m.<br />

[R = 1.19 m, a = 0.24 m, Ip = 100 kA.] Both (a) <strong>and</strong> (b) refer to He discharges. The indicated cutoff<br />

density, nc, is calculated from Eq. (1).<br />

analysis of the phase <strong>and</strong> amplitude of the plasma response as seen by the<br />

SXR diode array <strong>and</strong> multi-channel ECE. The results for three electron densities<br />

are plotted in Figure 2 together with the unshifted resonance location<br />

(solid line). The region;of absorption obtained from ray tracing calculations<br />

for the appropriate plasma conditions are shown as the shaded areas, <strong>and</strong><br />

are in good agreement with the experimental results.<br />

Density Limit to Propagation<br />

The behaviour of A(3P as ne is increased is shown in Figures 3(a) <strong>and</strong> (b)<br />

for which the unshifted resonant surface was respectively +6 cms <strong>and</strong> -6<br />

0-8

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