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Multipactor in Low Pressure Gas and in ... - of Richard Udiljak

Multipactor in Low Pressure Gas and in ... - of Richard Udiljak

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correspond to huge <strong>in</strong>creases <strong>in</strong> the decibel scale, which can be seen <strong>in</strong><br />

Fig. 6.8.<br />

(dBm)<br />

−60<br />

−65<br />

−70<br />

−75<br />

−80<br />

−85<br />

Noise Power (100 samples noise average)<br />

0 10 20 30 40 50<br />

Time (s)<br />

60 70 80 90 100<br />

Figure 6.8: The same sequence as <strong>in</strong> Fig. 6.7 (except that <strong>in</strong> this case the<br />

entire sequence is shown). The small <strong>in</strong>itial steps <strong>of</strong> Fig. 6.7<br />

become huge steps on the logarithmic scale.<br />

The above examples, which used the new detection method, relied<br />

on close-to-carrier noise measurement data. However, the mechanism<br />

which is utilised requires primarily that the <strong>in</strong>put signal is amplitude<br />

modulated, that the detected signal is proportional to the difference<br />

between the <strong>in</strong>put power <strong>and</strong> the multipactor threshold <strong>and</strong> that the<br />

detected signal responds quickly to changes <strong>in</strong> the multipactor event.<br />

The two first conditions are likely to be fulfilled by all detection methods<br />

for multipactor, but the last will have to be verified for each method.<br />

Results from measurements presented <strong>in</strong> [14] show that third harmonic<br />

detection is faster than close-to-carrier noise detection, which should<br />

make it excellent for AM detection. In general, probably any method<br />

can be used provided that a suitable AM frequency is chosen <strong>and</strong> that<br />

the <strong>in</strong>strument used for detection has a sampl<strong>in</strong>g frequency that is more<br />

than two times larger than the modulation frequency <strong>in</strong> order to fulfil<br />

the Nyquist criterion.<br />

104

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