On April 17-18 we had three DCRCs working: DCRC1[55](RevC.1), DCRC2[33](RevC), and DCRC4[x](RevC.1). We took 2-sided data for all 9 working channels. All QET biases were set with a target QETbias*prefactor value of 20 μA. This is relatively low in transition. From the dP/dI study this seems like a better place to run to avoid the partially-normal regime. But it's an area where the prefactor is very sensitive to bias, so there are likely large statistical errors.
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| note this channel is anomalously low, but this was also the case with the HV setup, different DCRC, different rev, different QET bias | ||
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| pTotal OF spectrum with low-z cut |
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| Am spectrum (in OF amplitude) is very well-resolved for events near Side 2 |
If we instead choose the middle of the z-band we can avoid saturation and from that calculate phonon collection efficiency. For this purpose I extrapolated the missing channels' energies by assuming z-symmetry, i.e. inner-ring channels on Side 1 and 2 have similar energies and B-ring channels on Side 1 and 2 have similar energies. Using this extrapolation and a mid-z cut I calculated the phonon collection efficiency for 60 keV events. Since the lower peaks don't show up in the mid-z range, the 60keV peak is the only benchmark for this measurement.
| Phonon collection efficiency for mid-z events at 60 keV, extrapolated to 12 channels: | 11.16% |
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If we neglect Side1pC, the anomalously low efficiency channel, then extrapolate based on the other inner-ring channels, this increases to PCE = 12.06%.
Note that it's possible that if we could measure PCE at lower energies we'd find higher efficiencies - maybe at 60keV you are already getting significant saturation. Hard to know for sure.
| Absorbed energy versus recoil energy |
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| Mid-z cut has been applied to remove near-surfaced events Recoil energy is OF calibrated to the 60keV line Absorbed energy is extrapolated to 12 channels |
We can also try to calculate PCE for events in the lower peaks. These events are close to Side 2. For these I use a different extrapolation to the non-functioning channels. I assume there is no z-symmetry; instead I use z ratios to extrapolate. I assume the energy ratio of the B-rings is the same as for the A-rings. We can also assume azimuthal symmetry, so the Side2 inner-ring channels have the same energy.
| Phonon collection efficiency for near-surface events at 13.94 keV, extrapolated to 12 channels: | 9.09% |
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| Phonon collection efficiency for near-surface events at 17.75 keV, extrapolated to 12 channels: | 9.24% |
| Phonon collection efficiency for near-surface events at 26.35 keV, extrapolated to 12 channels: | 9.06% |
The lower efficiency in this case may be a consequence of local saturation for events so near to Side2 pF.




























