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Martin Teichmann Atomes de lithium-6 ultra froids dans la ... - TEL

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number of atoms / 1000<br />

25<br />

20<br />

15<br />

10<br />

5<br />

0<br />

5.5. HETERONUCLEAR FESHBACH RESONANCES<br />

53.75 53.80 53.85<br />

B=<br />

mT<br />

53.90 53.95 54.00<br />

Figure 5.19: An example for the measurement of the position of a heteronuclear<br />

Feshbach resonance. Here we show the most interesting of<br />

the four resonances, where the position changed with the ramping speed.<br />

The magnetic field was ramped in 1 s from lower values, 47,5 mT for the<br />

crosses, 53,7 mT for the dots, to the value indicated in this graph. One sees<br />

a sharp loss of atoms.<br />

field after the ramp. For the higher ramping speed the losses seem to<br />

appear earlier, as the magnetic field is a bit higher at the end of the<br />

ramp than <strong>de</strong>man<strong>de</strong>d from the current supply.<br />

The sharpness of the heteronuclear resonances asks for a very<br />

careful calibration of the magnetic field. As a first step, we performed<br />

an RF spectroscopy of the transition from state |6〉 to state |1〉 of 6 Li<br />

at high field (28 mT). At this field, we performed RF sweeps, and could<br />

<strong>de</strong>termine the transition frequency with an accuracy of 0,1% by searching<br />

for the frequency where the transfer is most efficient. Knowing the<br />

Zeeman splitting (see for eample references [71, 129]), we can calcu<strong>la</strong>te<br />

the magnetic field with the same accuracy.<br />

We also need to inclu<strong>de</strong> the small offset coils mentioned at the end<br />

of section 3.4, which provi<strong>de</strong> an additional magnetic field. We were able<br />

113

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