Electronics for FCAL Detectors
On behalf of the FCAL collaboration
Angel Abusleme Pontificia Universidad Catolica de Chile
LCWS 2014
October 6-10, Belgrade, Serbia
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Electronics for FCAL Detectors On behalf of the FCAL collaboration - - PowerPoint PPT Presentation
Electronics for FCAL Detectors On behalf of the FCAL collaboration Angel Abusleme Pontificia Universidad Catolica de Chile LCWS 2014 October 6-10, Belgrade, Serbia Electronics for FCAL Detectors 1 The ILC: Layout and beam structure
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– Time Projection Chamber (TPC) – tracking – Electromagnetic/Hadronic Calorimetes (E/HCAL) – calorimetry – Fe Yoke – muon system
– LumiCal – luminosity calorimeter – BeamCal – beam monitor Fe Yoke HCAL ECAL TPC
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New developments for LumiCal detector readout:
at TWEPP2013
CMOS 130 nm technology
Tpeak ≈ 50 ns
pC
mW/channel
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Preamplifier PZC+RealPole RealPole
components in preamplifier feedback circuit
in further Digital Signal Processing (DSP)
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channels 0-7 from first ASIC and 8-15 from the second)
(Equivalent Noise Charge) is below 950 electrons giving SNR (Signal to Noise Ratio) in high gain mode above 25 for 1 MIP input charge
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biasing 1.5 mW / channel
decreased without significant decrease of performance
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specifications
– Pulse shape and peaking time (50ns) as excepted – Gains in both modes differs within 10% from simulated – Baseline spread below 25 mV – Noise ENC at 10 pF below 1000 e- – Crosstalk measurements:
– Power consumption ~1.5 mW/channel – can be reduced by
lowering bias currents
– All parameters uniform between channels (two ASICs
measured)
finished...
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calibration modes
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The Bean CSA static transfer char. Linearity compensation block diagram Example – INL with compensation CSA INL (simulated and measured) [Alvarez et al, TNS 2014 (submitted)
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[Avila et al, TNS 2013]
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Chip micrography Board design Transient simulations Filter schematics
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FCAL studies
months)
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Time resolution: 4.8 ns Series noise coefficient ranges from 37.6106 s-1 to 59.3106 s-1
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sensor – s(t) ) and impulse response of readout chain h(t):
pulse shape one can perform invert procedure – deconvolution – to get information about event time and amplitude
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additions (very fast and light !)
baseline, and second/third is on pulse
found from ratio of those samples
from sum of those samples, multiplied by time dependent correction factor
CR-RC pulse samples to 1 or 2 non zero samples ! CR-RC, Tsmp=Tpeak =1, amp =1
Look Up Tables used Can be done off-line
various phase shift t0 between the Front- End pulse and ADC sampling
periods (12.5, 25 and 50 ns are presented)
deconvoluted to real pulse amplitude ratio
– Error is below 2% except 12.5 ns
sampling period
difference between reconstructed and real pulse peak position
– Constant offset of around 2 ns except
50 ns sampling period
measured...
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