a nced active quenching circuits for singlephoton avalanche photodiodes Mario Stipčević Photonics and Quantum optics Research Group Center of excellence for advanced materials and sensing devices ID: 601006
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Advanced active quenching circuits for single-photon avalanche photodiodes
Mario StipčevićPhotonics and Quantum optics Research GroupCenter of excellence for advanced materials and sensing devices,Ruder Boskovic Institute, Zagreb, CroatiaE-mail: Mario.Stipcevic@irb.hrURL: http://cems.irb.hr/en
SPIE Defense and Commercial Sensing 2016
,
Baltimore, Maryland, USA, Apr 21, 2016Slide2
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Si SPAD based photon detector
Single photon detector – a device that produces one standardizedlogical pulse upon each successful detection of a photon. Slide3
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We use commercial “thick reach-through” Si Single-Photon-capableAvalanche photo Diode
(SPADs) SAP500-T8 (Laser Components)operated in Geiger mode + home-made electronics comprising:Active Quenching Circuit (AQC)TEC temperature controllerLow voltage generator (~25V)High voltage generator (100~500V)
Detection imperfections come from
: SAP500 SPAD
Diode physics
ElectronicsSlide4
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A realistic active quenching loop circuit with a double feedback (left);and its timing diagram (right).
M. Stipcevic, Appl.Opt. 48,1705-14(2009) Active quenching circuit (AQC)Slide5
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APD:
Detect. efficiency <1AfterpulsingTiming jitterSuper-linear behaviorElectronics:Dead timeMax. count rateVariable dead t.
& eff.
Twilighting
Blindability
Detector imperfections
Distribution
of pulse interval times of a realistic detector
Input:
CW random light (LED)
Shown is histogram of time intervals between subsequent output
pulses (
note
: not every pulse corresponds to a real photon detection). Slide6
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Jitter and detection delay vs
detection frequencyJitter and shift as funct. of detection frequency, at 635nmUsed 225ps FWHM pulsed laser triggered at 10MHz. Attenuation adjusted to set the desired detection frequency in the range 0.05-1MHz.Comparison of a custom-made detector and a few commercial
Excelitas
SPCM-AQRH
IdQuantique
ID100 Home-made
τ
-SAP
Method as described in
Opt. Express.
18 (2010) 17748-17459Slide7
Excelitas
SPCM-AQR-12 single photon timing performance. At about 500kHz a secondary peak appears and at 1M there is on big blob with FWHM ~
1ns + 1.6ns shift. Dead time ~50 ns.(Plots show result for Gaussian sigma of the fit. Laser and detector are convoluted.)Slide8
IdQuantique’s
ID100 is a low-efficiency small diameter (20um) APD specialized for best timing of 50ps FWHM. Good: Peak stability is excellent. Bad: (1) long tail,(2) resolution becomes worse with detection frequency.
Dead time ~50 ns.Slide9
Home made -SAP
(fast version). Excellent time resolution
, excellent resolution stability even at highest tested detection frequency, excellent stability of delay, lowest detection delayall at high detection efficiency => 4 improvements vs. commercial solutions. Dead time ~24 ns.Slide10
Comparison of 3 detectors
regarding time resolution (jitter)and peak stability
as functions of thedetection frequency.(Laser pulse width subtracted.)The stabilities of resolution and delay of tau-SAP arebetter than stabilityany major brand of detector.Slide11
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Twilighting
Twilighting is an effect of sensitivity of detector during the dead timeIt is a period of bias voltage recovery when the SPAD is biased above Geiger breakdown and can generate an avalanche but it will generate an output pulse only after the dead time => detection propagation delay time shift.This interval is named the “twilight zone” (yellow shaded)Slide12
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Twilighting (detection of photons during dead time)Time shift of photon detection vs. detection frequency
Distributions of detection waiting time for MPD50 (dead time 78.1 ns) when light pulses are apart by: 40 ns
(second
photon not observed = noise) (left), 60 ns (second photon arrived in the twilight zone but observed after the dead time) (middle), and 80 ns (second photon arrived and observed after the dead time). Fit parameter Sigma is one Gaussian sigma of the fitted curve.
Micro Photon Devices
SPD-050Slide13
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Twilighting (detection of photons during dead time)Time shift of photon detection vs. detection frequency
Distributions of detection waiting time for PerkinElmer SPCM-AQR (dead time 29.5 ns) when light pulses are apart by: 23 ns {second photon in the twilight zone) (left), 30 ns (right). Jitter in the twilight zone seems to be improved far beyond possible limits for the SPAD – it is an effect of a very precise dead time of the SPCM.
PerkinElmer
SPCM AQRSlide14
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Dead time proximity detection delay
Time shift between the true and measured photon arrival time for the second photon in a pair (if both photons have been detected), as a function of the time interval between the two incoming photons (left). Time resolution (jitter) of the second photon in a pair if both photons have been detected (right).Slide15
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Electronics artifacts
Twilighting is imposed intentionally in order to avoid atomic race condition between end of quench and start of amplifier sensitivityWhat if twilight zone is too narrow and amplyfier becomes sensitive while SDAD is still generating signal⇒ re-triggeringIn older Perkin Elmer SPCM AQR detectors (Rev. F, ~year 2003) we
see strong retriggering (we do not see this in newer versions
):
We can reproduce this in our circuit by tightening the twilight zone.Slide16
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Other electronics issues
High voltage SPAD bias stability upon sudden supply current jump:0 mA → 1 mA (left); 1 mA → 0 mA (right).
A major
manufacturer
Home-made power supplySlide17
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In this study, we differ “standard” imperfections (widely accepted
) :non-unity detection efficiencydead timedark countsafterpulsingjitterAnd “hidden” imperfections:variation of jitter with detection freqency (peak width)variation of detection delay with frequency (peak position) variation of dead time with detection effiniency
Dead time proximity effects
Retriggering and other electronics issues.
We illistrate
that commercial detectors are plagued with
the
hidden
imperfections
(not specified in the datasheets nor widely recognized).
Hidden
imperfections cannot be neglected.Slide18
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In quantum information and communication experiments performed by photons
:afterpulsing and twilighting may create false events, false correlations in data, information leakage;unstable jitter and time shifts may cause loss of data, oss of coincidences or false coincidences.That is why experimentalists in quantum information often resort to their own devices in building of detectors that are optimized for the given experiment.Slide19
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An advanced AQ circuit with significant improvement in hidden imperfections without sacrifising performance in standard imperfections.
Custom (home) made detectorAC coupling of quench signal replaced by galvanic coupl.
Peak shift >100ps for photons >28 ns apart
Twilight zone <1.5 ns
Jitter virtually constant 160
ps
FWHMSlide20
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Standard imperfections example
Polarization qubit analysis in orthogonal basis (polarizing beamsplitter): (highest entropy α2=β2=½)
PBS
Depending on which detector “clicks”, 0 or 1 is generated per each detected photon.
The same configuration used in:
a receiver station of QKD
and in
a quantum random number generator (QRNG).
Polarization analysis setup comprises polarizing beamsplitter (PBS) and two single-photon detectorsSlide21
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We found that correlations are solely due to
detector imperfections:Afterpulsing → positive, dead time → negative autocorrelation.In this example hidden imerfections are significantly less important.M. Stipcevic, D. J. Gauthier, Proc. SPIE DSS, paper 87270K, 29 April - 3 May 2013,
Baltimore, Maryland,
USA
Serial autocorrelation coefficient as a function of photon detection rate Slide22
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Application: Ultra-fast QKD with hyper-entangled photons, entangled simultaneously
in: photon number, polarization, and time bin.One “frame” consists of 1024 time bins (slots) of ~260 ps (+) two-photon entanglementPump power is set such that Alice and Bob receive about 1 photon per time frameFor a successful communication instance Alice and Bob must receive photons from an entangled pair in the same time bin
T
wilighting
and other detection time shifts greater than ~100-200
ps
cause
direct errors
(BER)
in time-bin entanglement readout
Hidden imperfections exampleSlide23
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1. Autocorrelation
Probability of Alice and Bob detecting a photon in the same bin(distinguishability)
Slide24
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Longer dead time promotes losses, larger twilighting promotes errors
Finaly, secret key channel capacity (after error correction): 2.4 qubits/photon with
SPCM AQRH-12
3.
6
qubits
/photon
estimated with the custom-made after error correction
In this example, due to tight coincidence, dark counts and less so afterpulses are supressed but hidden imperfections play a major role.
Slide25
Detection efficiency at 635nm
(InPho = 75%, SPCM-AQR = 65%, ID100 = 23%, SPD-050 = 40%)Short, fixed dead time (24 ns)
Total visible afterpulsing probability = 3.2%Jitter 156 ps FWHM at a rate < 100 kcps 164 ps FWHM at a rate 1 Mcps 184 ps FWHM at a rate 4 Mcps
Peak position stability 0 – 4
Mcps
< 20
ps
Uses blanking circuit to shrink twilight zone to
<1.5
ns
The shortest detection delay (11ns faster than SPCM or Id100)
The largest diameter of the flat top of the active region
(
InPho
=500um, SPCM-AQR =180um, ID100
≤
50um, SPD-050
≤100um
)
Dark counts at the level of 1-2 kHz at -25
o
C
, while <25 cps have been observed on selected APDs.
Custom-made detector,
Under DARPA
InPho
program