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Fast sampling for Picosecond timing Jean-François Genat EFI Chicago, Dec 17-18 th 2007
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Outline Time picking strategies Timing using MCPs Fast Sampling chip Technologies Conclusions Jean-Francois Genat, EFI, Dec 17-18 th 2007, Chicago
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Time picking techniques Jean-Francois Genat, EFI, Dec 17-18 th 2007, Chicago Discriminators can be: - Single Threshold - Derivative ’ s Zero-crossing - Multiple Thresholds - CFDs (many flavours) All make assumptions on the signal waveform depending upon detector + front end processing Fast sampling and digitization Extract most of the pulse information if sampling is fast enough to resolve the signal rise-time Digital processing allows any kind of time (and amplitude) extraction Time accuracy depends on the sampling rate and amplitude ranges
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10-100 GHz sampling Fast sampling: High rate sampling and pulse reconstruction knowing the waveform allows to get accurately: - Amplitude - Time using for instance least squares algorithms (Cleland & Stern) On-chip digital oscilloscopes, integrated in multi-channel analog memory chips: Labrador (Hawaii), SAM (Saclay) Digital signal processing can also be integrated Jean-Francois Genat, EFI, Dec 17-18 th 2007, Chicago
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Outline Time picking strategies Timing using MCPs Fast Sampling chip Technologies Conclusions Jean-Francois Genat, EFI, Dec 17-18 th 2007, Chicago
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MCPs timing performance Jean-Francois Genat, EFI, Dec 17-18 th 2007, Chicago
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Fast signals 0 1 2 3 4 5 ns Jean-Francois Genat, EFI, Dec 17-18 th 2007, Chicago
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Fast Sampling with Si detectors Input signal 30ns peaking time (detector + noise) S/N = 30 Noise spectrum Serial, 1/f Amplitude and time spreads sigma(a) =2%, sigma(t)= 1.2 ns Peaking time = 50ns Jean-Francois Genat, EFI, Dec 17-18 th 2007, Chicago A few nanoseconds measured (M. Friedl, M. Pernicka, Vienna)
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Fast sampling simulations Jean-Francois Genat, EFI, Dec 17-18 th 2007, Chicago Peaking time = 200ps 256 samples S/N=50 Sigma(time) = 6ps Peaking time = 160ps 128 samples S/N=60 Sigma(time) = 8.3ps Residual (no noise) : 3ps Simulated waveforms: White noise added to randomly delayed pulses 2ns1ns No sensitivity to amplitude distribution Infinite dynamic range assumed
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Outline Time picking strategies Timing using MCPs Fast Sampling chip Technologies Conclusions Jean-Francois Genat, EFI, Dec 17-18 th 2007, Chicago
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10-100 GHz sampling Output Counter and picosecond Vernier timer Read Cntrl Triggering discriminators Analog storage Inputs Figure 1 Fast sampler block diagram Write and Read control Wilkinson AD Time stamps 500 MHz Clock Jean-Francois Genat, EFI, Dec 17-18 th 2007, Chicago
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Blocks Jean-Francois Genat, EFI, Dec 17-18 th 2007, Chicago Capacitor bank (SCA): - number of channels - depth - dynamic range - droop, crosstalk Timing generator - time step - clock frequency - use Vernier to increase sampling frequency Triggering Discriminators - threshold - speed - delay ADC (Wilkinson) - number of channels - number of bits - clock speed Control and processing Overall: - input to SCA bandwidth - temperature sensitivity - calibration - power
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Timing generator Jean-Francois Genat, EFI, Dec 17-18 th 2007, Chicago N taps main DLL Clock input t h = T clock /N, t v = T clock /M N and M relatively primes LSB = t h -t v M taps Vernier DLLs N x M delayed outputs thth tvtv Increasing delays Use as much as possible clock locked looped delays Routing of delays to SCA critical
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Digital Delay Lines: DLL Clock feeds the digital delay line Phase arbiter locks delays on clock period Delay locked loop: Interpolate delays within a clock period N delay elements Delays control Time arbiter Clock M. Bazes IBM, Proc. IEEE JSSC 1985 p 75 Jean-Francois Genat, EFI, Dec 17-18 th 2007, Chicago
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Phase lock Lag Lag Lead OK Clock DLL output Phase arbiter Delay control Jean-Francois Genat, EFI, Dec 17-18 th 2007, Chicago
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Delay elements Active RC element: R resistance of a switched on transistor C total capacitance at the connecting node Typically RC = 1-100 using current IC technologies N delay elements is technology dependent: the fastest, the best ! Within a chip ~ 1 % a wafer ~ 5-10% a lot ~ 10-20% [Mantyniemi et al. IEEE JSSC 28-8 pp 887-894] Jean-Francois Genat, EFI, Dec 17-18 th 2007, Chicago
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Time controlled delay CMOS Technology 90nm: ~ 20-40 ps 65nm in production today Propagation delay ~ 10-100 ps Delay controls thru gates voltages PMOS NMOS B=A 100ps TDC 0.6 m CMOS (1992) Spread=12 ps Jean-Francois Genat, EFI, Dec 17-18 th 2007, Chicago PMOS NMOS Delay control thru Vdd Vdd
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Switched Capacitors Array writeread reset Jean-Francois Genat, EFI, Dec 17-18 th 2007, Chicago Flavours: - Sampling Cap switched in the loop of an opamp - Differential implementation
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Discriminators Jean-Francois Genat, EFI, Dec 17-18 th 2007, Chicago Do not need the ps accuracy (reference is the main clock) Stops the sampling after a (programmable) delay
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ADC Jean-Francois Genat, EFI, Dec 17-18 th 2007, Chicago Wilkinson preferred in terms of power and Silicon area since heavily parallel See Eric Delagnes slide: Fast Wilkinson: Clock interpolated using a DLL 100 ps counter 10 times faster Same 12 bit accuracy
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ILC 130nm Silicon strips chip Waveforms CMOS 130nm Counter Single ramp 10 bits ADC Can be used for fast decision Ch # Analog samplers i V i > th (includes auto-zero) Sparsifier Channel n+1 Channel n-1 Time tag Preamp + Shapers Strip reset Clock 3-96 MHz reset Jean-Francois Genat, EFI, Dec 17-18 th 2007, Chicago ADC
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Outline Time picking strategies Timing using MCPs Fast Sampling chip Technologies Conclusions Jean-Francois Genat, EFI, Dec 17-18 th 2007, Chicago
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Technologies Jean-Francois Genat, EFI, Dec 17-18 th 2007, Chicago SiGe - Not many benefits compared to Deep Sub-Micron CMOS - In addition CMOS from BiCMOS not as fast as pure DSM CMOS 2006
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CMOS Jean-Francois Genat, EFI, Dec 17-18 th 2007, Chicago Present designs in CMOS: CERN HPTDC IBM.25 m 25ps timing generator development.13 m 6ps timing generator Hawaii BLAB 1 TSMC.25 m 6 GHz 10b sampling dev 2 TSMC.25 m 10 GHz Saclay SAM AMS.35 m 2 GHz 12b sampling 90nm CMOS available from MOSIS, Europractice Drawbacks - Reduced voltage supply - Leaks
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Outline Time picking strategies Timing using MCPs Fast Sampling chip Technologies Conclusions Jean-Francois Genat, EFI, Dec 17-18 th 2007, Chicago
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Backup J-F Genat, RP220/420 Paris Workshop, Sept 12th 2007
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Multi-threshold performance Multi-threshold: sampling times instead of amplitudes : - Number of thresholds 4-8 - Thresholds values equally spaced - Order of the fit: 2d order optimum Extrapolated time
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MCP PMT single photon signals Actual MCPs signals K. Inami Univ. Nagoya Tr = 500ps tts= 30ps N photo-electrons improves as MCPs segmented anode signals simulation 20 photoelectrons tts = 860 fs H. Frisch, Univ. Chicago + Argonne Jean-Francois Genat, EFI, Dec 17-18 th 2007, Chicago BUT
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