Light Response of PPDs Study - GWW @ LCWS 2011

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    Measuring and Modelling the Light Response ofPixelized Photon Detectors with Significant

    Photon-Induced Correlated Noise

    Graham W. Wilson

    University of Kansas

    September 29, 2011

    Graham W. Wilson (University of Kansas) LCWS11 Granada: Calorimetry/Muons September 29, 2011 1 / 36

    http://find/
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    Introduction

    Introduction

    Solid-state photon detectors such as those in use by CALICE and T2K are

    considered attractive candidates for light detection in a future linearcollider detector when compared with the traditional PMT.

    Some advantages

    B-field tolerance

    Cheap

    Apparent photon resolving capability

    Low voltage/size/integrability

    Some disadvantages

    Dark noise rate per mm2 (can be 500 kHz cf 0.5 Hz).

    Correlated noise: cross-talk and after-pulsing

    Dynamic range

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    Introduction

    Photo-detector response modelling

    Question

    Does LED calibration data (points) follow Poisson model (red)?

    ch1_ledEntries 108589Mean 523.4RMS 226.5

    Integrated Charge (ADC counts)200 400 600 800 1000

    Countsperbin

    0

    1000

    2000

    3000

    ch1_ledEntries 108589Mean 523.4RMS 226.5

    ch1_ledEntries 108589Mean 523.4RMS 226.5

    ch1_led: MPPC Channel 1

    Individual photons often lead to not just 1 fired pixel, but 2, 3, 4 etc. due

    to cross-talk and after-pulsing. Technology and device dependent.Graham W. Wilson (University of Kansas) LCWS11 Granada: Calorimetry/Muons September 29, 2011 3 / 36

    http://goback/http://find/http://goback/
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    Motivation

    Noise and Time Structure: Important or Not ?

    ILC/CLIC

    At ILC with a large inter-bunch spacing (337 ns), a relevant issue is noisewithin a time interval consistent with the BX under consideration. ForCLIC, much tighter specs.Various types of potential detectors: AHCAL, Scint. ECAL,

    Muon-detector, scint. fiber tracking have different requirements.

    Why this study?

    These studies use the 100-pixel Hamamatsu MPPC aimed at highefficiency low light-level detection. I work on the D0 fiber tracker and its

    light calibration and have explored instrumenting parts of a LC detectorwith similar instrumentation for time-stamping/TOF. At D0 using VLPCswe have an average threshold per fiber of 1.0 photo-electronscorresponding to 1% dark probability and Poisson distributed LED

    distributions....Graham W. Wilson (University of Kansas) LCWS11 Granada: Calorimetry/Muons September 29, 2011 4 / 36

    M i i

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    Motivation

    Literature and this work

    Literature

    There is a substantial literature from many groups about characterizationmeasurements related to pixelized solid-state photo-multiplier response(see references).

    Short-comings

    In practice many adopted methods are either approximate, or requirededicated measurements unlikely to be available en masse in situ for LCdetector channel counts, or potentially lose substantial predictive power /precision by using more parameters than warranted by the underlying

    effects.

    This work

    Hopefully helps to put some of the issues better in focus and provides acoherent yet relatively simple integrated experimental method to test the

    response modelling and the measurement of associated parameters.Graham W. Wilson (University of Kansas) LCWS11 Granada: Calorimetry/Muons September 29, 2011 5 / 36

    M th d

    http://find/
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    Method

    Experimental Goal and Design

    GoalMeasure the photo-detector response under essentially identical conditionsusing identical time intervals for both non-illuminated (dark) data andilluminated (LED) data. Currently using MPPC-S10362-11-100C sensorwith 100 pixels.

    Design

    Use 100-1000 Hz clock to fire LED on every other cycle.Measure total charge integrated within a 240-300 ns time window using

    dual-range QDC (FSR 800 pC).Use single-hit TDC in common start mode to check timing characteristics.Bias will be varied from run-to-run, but use 70.65 V corresponding to 0.72V over-voltage as default setting.

    Graham W. Wilson (University of Kansas) LCWS11 Granada: Calorimetry/Muons September 29, 2011 6 / 36

    Method

    http://find/http://goback/
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    Method

    Experimental Setup

    LED Box

    Jacketedclear fiber

    1mm

    Power Supplyand Amplifier

    with MPPC-

    S10362-11-

    100C sensor

    Ch1 : Pulses at 2n t (LED trigger)

    Ch2 : Pulses at (2n+1) t (Dark count measurement)

    HP pulse

    generator

    (V2)

    Lecroy

    622

    OR

    PS744

    Linear

    FI/FO

    V965

    QDC

    V775

    TDC

    TDC Start

    QDCgate

    Ortec

    935

    CFD

    CAEN V993Dual Timer

    V1

    supply

    LabView

    interface VM-USB

    VM-USB

    Linux

    DAQ

    computer

    CAEN

    SP5600

    Bias andamplification

    control

    LED intensity control

    LED

    trigger

    pulse

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    Method

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    Method

    LED Circuit

    Use Kapustinsky [1] type driver circuit to obtain fast time response.

    Currently using off-the-shelf green LED ( = 565nm).

    LED

    Agilent E3630A

    variable supply

    voltage

    HP 8131A pulse

    generator for

    trigger pulse

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    Method

    http://find/http://goback/
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    Method

    Typical LED Event 1: prompt 1 pixel event ( 40 ns)

    Graham W. Wilson (University of Kansas) LCWS11 Granada: Calorimetry/Muons September 29, 2011 9 / 36

    Method

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    Method

    LED Charge Distribution (gate width = 300 ns)

    Measure charge response to LED (black) and dark counts (red). Photon

    intensity = 0.22 detected photons/pulse.

    ch1_pedEntries 100000Mean 349.4RMS 61.76

    IntegratedCharge (ADC counts)300 400 500 600 700 800

    Coun

    tsperbin

    0

    500

    1000

    1500

    2000

    2500

    ch1_pedEntries 100000Mean 349.4RMS 61.76

    ch1_ped: MPPC Channel 1 ch1_ledEntries 100000Mean 380.2RMS 94.56

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    Method

    http://find/http://find/http://goback/
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    LED Charge Distribution - Log

    Measure charge response to LED (black) and dark counts (red). Photon

    intensity = 0.22 detected photons/pulse.

    ch1_pedEntries 100000Mean 349.4RMS 61.76

    IntegratedCharge (ADC counts)300 400 500 600 700 800

    Coun

    tsperbin

    1

    10

    210

    310

    ch1_pedEntries 100000Mean 349.4RMS 61.76

    ch1_ped: MPPC Channel 1 ch1_ledEntries 100000Mean 380.2RMS 94.56

    Graham W. Wilson (University of Kansas) LCWS11 Granada: Calorimetry/Muons September 29, 2011 11 / 36

    Method

    http://find/http://find/
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    LED Time Distribution

    Measure time response to LED (black) and dark counts (red). Photon

    intensity = 0.22 detected photons/pulse.

    ch1_ledEntries 63201Mean 229.8RMS 58.02

    Measured TimeAfter Start (TDC counts)150 200 250 300 350 400

    Eve

    nts

    perbin

    0

    500

    1000

    1500

    2000

    ch1_ledEntries 63201Mean 229.8RMS 58.02

    ch1_led: MPPC Channel 1 ch1_pedEntries 56495Mean 1905RMS 1158

    Find FWHM for this green LED of 5ns. (1 TDC count = 0.3 ns)

    Graham W. Wilson (University of Kansas) LCWS11 Granada: Calorimetry/Muons September 29, 2011 12 / 36

    Method

    http://find/http://find/http://goback/
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    Typical LED Event 2: prompt 2 pixel event

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    Method

    http://find/
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    Typical LED Event 3: prompt 3 pixel event + delayed pulse

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    Method

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    Typical LED Event 4: multiple pixels + likely afterpulses

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    Method

    http://find/http://goback/
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    Charge Distribution Studies

    Standard conditions mostly:

    Room temperature (Kansas summer day ....)

    Integration time: 270 nsLED supply voltage: 18.25 V. Leading to 4.5 detected photons at 1 Vover-voltage and nominal intrinsic gain of 2.4e6.

    Amplifier gain: 38 dB

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    Method

    http://find/http://goback/
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    Fitting Method

    Assume that the measured LED distribution, T(Q), arises from the

    convolution of N(qdark) and L(qlight), where Q = qdark + qlight.

    ch1_pedEntries 100000Mean 109.9RMS 23.3

    IntegratedCharge (ADC counts)

    0 200 400 600

    Countsperbin

    0

    5000

    10000

    15000

    ch1_pedEntries 100000Mean 109.9RMS 23.3

    ch1_ped: MPPC Channel 1 ch1_ledEntries 100000Mean 257.1RMS 102.9

    Use measured non-illuminated data (red) for N(qdark) and adjust theparameters of the L(qlight) model to give the best fit to the LED data(black) for the additional charge arising from LED photons.

    Graham W. Wilson (University of Kansas) LCWS11 Granada: Calorimetry/Muons September 29, 2011 17 / 36

    Method

    http://find/http://find/
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    Light Model: Essentially 2 parameters.

    Pixel distribution

    Use the simple probability distribution model discussed in Vinogradov etal [2] based on a Poisson distributed random variable for the number ofphotons, , which result in a detected primary avalanche. Each primaryavalanche may then create a secondary avalanche with a duplicationprobability, pD, and likewise a secondary avalanche may create a tertiaryavalanche with the same probability etc, etc ... pD includes both cross-talkand after-pulsing assuming for simplicity equal charge response to bothsources.

    Charge Measurement Model Parameters

    1 pixel gain, g (ADC counts per pixel)

    1 pixel intrinsic fractional gain resolution, 1 = g/g

    N-pixel non-linearity, , where qlight = Ng(1 + N)/(1 + )

    N-pixel variance non-linearity, , where

    2

    N = N(1 + N)

    2

    g)/(1 + )Graham W. Wilson (University of Kansas) LCWS11 Granada: Calorimetry/Muons September 29, 2011 18 / 36

    Method

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    Light Model Continued

    Examplep(nA = 0) = exp{}

    p(nA = 1) = exp{}(1 pD)

    p(nA = 2) = exp{}{pD(1 pD) +12

    2(1 pD)2}

    p(nA = 3) =exp{}{p

    2D(1 pD) +

    2pD(1 pD)2 + 16

    3(1 pD)3}

    etc ..

    Needless to say - currently neglect finite pixel number

    Characteristics

    Mean pixel count: /(1 pD)

    Variance of pixel count: (/(1 pD))(1 + pD)/(1 pD)

    Graham W. Wilson (University of Kansas) LCWS11 Granada: Calorimetry/Muons September 29, 2011 19 / 36

    Results

    http://find/
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    Example Fit (Run6 70.35V 38dB L)

    ch1_led

    Entries 100000Mean 257.1RMS 103

    Integrated Charge (ADC counts)0 200 400 600

    Countsperbin

    0

    1000

    2000

    3000

    ch1_led

    Entries 100000Mean 257.1RMS 103

    ch1_led

    Entries 100000Mean 257.1RMS 103

    ch1_led: MPPC Channel 1

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    Results

    http://find/http://find/
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    Example Fit (Run6 70.35V 38dB L)

    ch1_led

    Entries 100000Mean 257.1RMS 103

    Integrated Charge (ADC counts)0 200 400 600

    Countsperbin

    1

    10

    210

    310

    ch1_led

    Entries 100000Mean 257.1RMS 103

    ch1_led

    Entries 100000Mean 257.1RMS 103

    ch1_led: MPPC Channel 1

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    Results

    http://find/http://find/
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    Example Fit (Run6 70.35V 38dB L)

    ch1_ledEntries100000Mean 257.1RMS 103

    Integrated Charge (ADC counts)0 200 400 600

    Countsperbin

    0

    1000

    2000

    3000

    ch1_ledEntries100000Mean 257.1RMS 103

    ch1_ledEntries100000Mean 257.1RMS 103

    ch1_led: MPPC Channel 1

    2.150(7)pD(%) 5.00(25)

    g 66.35(6)1 0.113(1) -0.0022(4) 0.007(10)2/dof 936 / 794

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    Results

    http://find/http://find/
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    Example Fit (Run1 70.65V 38dB L)

    ch1_led

    Entries 108589Mean 523.7RMS 226.9

    IntegratedCharge (ADC counts)200 400 600 800 1000 1200

    Countsperbin

    0

    1000

    2000

    3000

    ch1_led

    Entries 108589Mean 523.7RMS 226.9

    ch1_led

    Entries 108589Mean 523.7RMS 226.9

    ch1_led: MPPC Channel 1

    Fit: = 3.36 0.01, pD = 14.0 0.2%,

    2

    /dof=1921/1594.Graham W. Wilson (University of Kansas) LCWS11 Granada: Calorimetry/Muons September 29, 2011 23 / 36

    Results

    http://find/
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    Example Fit (Run10 70.65V 30dB L)

    ch1_ledEntries 100000Mean 269.4RMS 93.42

    Integrated Charge (ADC counts)100 200 300 400 500 600

    Countsperbin

    0

    500

    1000

    1500

    2000

    2500

    ch1_ledEntries 100000Mean 269.4RMS 93.42

    ch1_led: MPPC Channel 1h_fittedEntries 1600

    Mean 275.3RMS 90.95

    ch1_ledEntries 100000Mean 269.4RMS 93.42

    Fit: = 3.36 0.01, pD = 13.0 0.3%, 2/dof=774/794.

    Graham W. Wilson (University of Kansas) LCWS11 Granada: Calorimetry/Muons September 29, 2011 24 / 36

    Results

    http://find/http://find/
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    Example Fit (Run8 70.20V 38dB L)

    ch1_led

    Entries 100000Mean 158.6RMS 47.55

    IntegratedCharge (ADC counts)100 200 300

    Countsperbin

    0

    500

    1000

    1500

    2000

    ch1_led

    Entries 100000Mean 158.6RMS 47.55

    ch1_led

    Entries 100000Mean 158.6RMS 47.55

    ch1_led: MPPC Channel 1

    Fit: = 1.268 0.006, pD = 0, 2/dof=510/394.

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    Results

    http://find/http://find/
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    Example Fit (Run11 70.65V 38dB 0.3L)

    ch1_ledEntries 100000Mean 222.7RMS 133.7

    Integrated Charge (ADC counts)200 400 600

    Countsperbin

    0

    1000

    2000

    3000

    4000

    ch1_ledEntries 100000Mean 222.7RMS 133.7

    ch1_ledEntries 100000Mean 222.7RMS 133.7

    ch1_led: MPPC Channel 1

    Fit: = 0.961 0.004, pD = 15.0 0.3%, 2/dof=1424/1194.

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    Results

    http://goback/http://find/http://find/http://goback/
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    Example Fit (Run12 70.65V 38dB 1.6L)

    ch1_ledEntries 100000Mean 746RMS 293.9

    Integrated Charge (ADC counts)500 1000 1500

    Countsperbin

    0

    500

    1000

    1500

    ch1_ledEntries 100000Mean 746RMS 293.9

    ch1_ledEntries 100000Mean 746RMS 293.9

    ch1_led: MPPC Channel 1

    Fit: = 5.22 0.02, pD = 13.4 0.2%, 2/dof=2327/1994.

    Graham W. Wilson (University of Kansas) LCWS11 Granada: Calorimetry/Muons September 29, 2011 27 / 36

    Results

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    Bias Scan

    Bias Voltage (V)70 70.2 70.4 70.6 70.8 71

    G

    ain(ADCc

    ountsperfiredpixel)

    0

    50

    100

    150

    2002.5 (ADC counts/V)Slope = 153.6

    0.01 (V)= 69.93BDV

    2/ndf = 8.6 / 4

    Bias Scan

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    Results

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    Measured Photon Number

    Measure the Poisson parameter of the detected primary LED photons, .

    (gives relative photon detection efficiency vs V).

    Over-Voltage (V)0.2 0.4 0.6 0.8 1

    LED

    phot

    onnumber

    0

    1

    2

    3

    4

    0.11 (photons/V)Linear term = 5.41

    0.13 (photons/V^2)NL term = -0.97

    2/ndf = 10.3 / 4

    Bias Scan

    Graham W. Wilson (University of Kansas) LCWS11 Granada: Calorimetry/Muons September 29, 2011 29 / 36

    Results

    D li P b bili

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    Duplicate Probability

    Over-Voltage (V)0.2 0.4 0.6 0.8 1

    Pulseduplication

    probability(%

    )

    0

    10

    20

    30 0.80 (V^-2)Quadratic term = 27.54

    2/ndf = 4.5 / 5

    Bias Scan

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    Results

    Ph R l i Q li

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    Photon Resolving Quality

    Over-Voltage (V)

    0 0.2 0.4 0.6 0.8 1 1.2 1.4

    GainDispe

    rsionParamet

    er

    0

    0.05

    0.1

    0.15

    0.2

    0.25

    Pixel Number Resolution

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    Results

    D k C t P b bilit

    http://find/http://goback/
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    Dark Count Probability

    Can measure charge exceeding arbitrary threshold in charge integration

    window (has not been the focus of this work so far) using measurednon-illuminated ADC spectrum.

    Graham W. Wilson (University of Kansas) LCWS11 Granada: Calorimetry/Muons September 29, 2011 32 / 36

    Results

    F t R fi t

    http://find/http://goback/
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    Future Refinements

    Adjust LED intensity at each bias voltage to keep number of detectedphotons approximately constant. Should be a better method formeasuring the photon-induced noise dependence on over-voltage.

    Incorporate after-pulsing time structure together with pulse shapetime constant and resolve cross-talk and after-pulsing importance.

    Improve/better characterize charge measurement systematics -amplifier/ADC linearity.

    Improvements in the fitting, statistical method and convolution.

    Graham W. Wilson (University of Kansas) LCWS11 Granada: Calorimetry/Muons September 29, 2011 33 / 36

    Conclusions

    C l si s

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    Conclusions

    Summary

    Find that measured pixel number distributions can be well modelledusing a simple light-detection model including duplicate avalanches.Important for understanding particle detection efficiency close tothreshold.

    Experimental technique allows simultaneous determination of gain,duplicate probability, relative PDE, dark rate and pixel resolvingcapability for this particular sensor.

    Conclusions

    New PPDs have significant noise which is sometimes correlated andneeds to be taken into account when evaluating detector/sensoroptions, predicting performance and measuring performance.

    Correlated noise makes the standard procedure of setting a thresholdat 1.5 photo-electrons not as useful as might be expected.

    Graham W. Wilson (University of Kansas) LCWS11 Granada: Calorimetry/Muons September 29, 2011 34 / 36

    References

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    J.S. Kapustinsky et al.A Fast Timing Light Pulser for Scintillation Detectors

    NIM A, 241 (1985) 612.S. Vinogradov et al.Probability Distribution and Noise Factor of Solid StatePhotomultiplier Signals with Cross-Talk and Afterpulsing2009 IEEE Nuclear Science Symposium, N25-111.

    Y. Du and F. Retiere,After-pulsing and cross-talk in multi-pixel photon countersNIM A, 596 (2008) 396.

    A. Vacheret et al.,Characterization and simulation of the response of MPPCs to lowlight levelsNIM A, 656 (2011) 69.

    Graham W. Wilson (University of Kansas) LCWS11 Granada: Calorimetry/Muons September 29, 2011 35 / 36

    References

    http://find/http://goback/
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    H. Oide et al.,Studies on multiplication effect of noises on PPD, and a proposal of anew structure to improve performanceNIM A, 613 (2010) 23.

    Graham W. Wilson (University of Kansas) LCWS11 Granada: Calorimetry/Muons September 29, 2011 36 / 36

    Backup Slides

    http://find/
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    Backup Slides

    Graham W. Wilson (University of Kansas) LCWS11 Granada: Calorimetry/Muons September 29, 2011 37 / 36

    http://find/