Absolute Measurement of Photon Counting Detection Efficiency
Correlated photons produced by spontaneous parametric downconversion can be used to absolutely measure detector external quantum efficiency (q.e).
Figure 1 shows a schematic of how spontaneous parametric downconversion can be used to measure quantum efficiency.
In this set up, the detectors capture the correlated photons of a particular wavelength selected by spectral filtering elements placed in the trigger path. The count rate is recorded on each counter (equations (4) and (5)), the number of coincidences (number of correlated photon pairs) is given by equation 5, where η is the external quantum efficiency, N is the total number of counts, T is the transmittance from point of downconversion to the detector, Nc is the number of coincidence counts:
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NTRIG = ηTRIGNTTRIG |
(1) |
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NDUT = ηDUTNTDUT |
(2) |
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Nc = ηDUTηTRIGNTDUTTTRIG |
(3) |
Rearranging the equations above gives the quantum efficiency of the device under test (DUT):
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ηDUT = Nc / (TDUTNTRIG) |
(4) |
The quantum efficiency of the trigger detector does not need to be known, and this makes the measurement inherently absolute.
Ongoing research at NMIs aims to significantly reduce the current uncertainty limits.
Taking experimental factors into account, equation (4) becomes:
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ηDUT = (1 / TDUT) (Nc - NAcc) / (Ntrigger - Nfalse) |
(5) |
TDUT = optical losses in path from point of downconversion to DUT
Nc = apparent number of coincidence events
NAcc = number of accidental coincidence events
Ntrigger = apparent number of trigger events
Nfalse = number of false trigger events
With appropriate downconversion media and pump laser the technique can be used to calibrate infra-red detectors with respect to visible photon counting detectors where performance is greater.
Photon counting detector characterisation capabilities:
- Afterpulsing
- Spatial uniformity
- Jitter
- Timing resolution
- Spectral responsivity
- Transmittance losses
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For further information, please contact: Jessica Cheung



