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Pulse processing and Analyses
Dušan Kollár,
DNP, FMFI UK
Bratislava
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Amplitude (Pulse Height) Measurements |
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Frequency and time response of amplifiers |
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Application examples of operational amplifiers |
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Transmission lines |
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Detector equivalent circuits |
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Nuclear detector analog signal
processing |
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Preamplifier |
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Linear shape-amplifier |
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ADC - digitization of pulse high |
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DAC techniques |
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ADC techniques |
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Timing measurement |
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Fast time pick-off signal from input pulse |
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Coincidence sytem |
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Time interval
measurement |
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Amplitude (Pulse Height) Measurements |
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Integration on input capacitance |
- Determine energy deposited in
detector
- Detector signal generally a short
current pulse
Typical durations:
Thin
silicon detector (10 - 300 pm thick): |
100 ps -
30 ns |
Thick
(~cm) Si or Ge detector: |
1 - 10 ms |
Proportional
chamber (gas): |
10 ns -
10 ms |
Gas
microstrip or microgap chamber: |
10 - 50
ns |
Scintillator
+ PMT/APD: |
100ps-10 ms |
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Fig. m-1
Parameters of the detector
output pulse.
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The total charge QS
contained in the detector current pulse is is
proportional to the energy deposited in the detector
- Necessary to integrate the detector
signal current.
Possibilities:
- Integrate charge on input
capacitance.
- Use integrating ("charge sensitive")
preamplifier.
- Amplify current pulse and use
integrating ("charge sensing") ADC.
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Fig.
m-2 Example of first stage of pulse
shaping - e.g. integrationon on input capacitance in ionisation chamber
detector. |
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Fig. m-3Basic posibilities of the current integration:
- on input the RLCin
chain of the preamplifier – voltage pulse is created and then
amplificated;
- after current amplification is
approached to integration with chain RC. The method is rarely used, but
with such method high time resolution can bu reached.
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Basic spectrometry system |
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Fig.
m-4 A
simple example, but complex system - e.g. in high energy physiscs - are
often combinations of very many subsystems containing these base
elements. |
Fig. m-5 |
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(pulse
shape in point 1 on fig. above) |
(pulse
shape in point 2a on fig. above) |
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(pulse
shape in point 2b on fig. above) |
(pulse
shape in point 3 on fig. above) |
Typical
pulses which can be measured in system on fig. above. |
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Example of detector resolution |
Spectra on figures down are collected
from the same gama - source, but with diferent type of
detector.
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Fig. m-6 Ge
detector
(Resolution expressed in absolute
keV).
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Fig. m-7 Scintillator
NaI(Tl)
(Resolution -lower as in fig. left -
is expressed as FWHM of single peak at specific energy). |
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Frequency response of linear amplifiers |
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Passive
filters CR and RC |
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Amplifier
pass band and feedback. |
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Transmission
lines. |
Problem how to design of amplifiers
which give uniform gain and phase delay over the frequency pass - band.
For example: pass - band in region:
- 20 Hz - 100 kHz for audio
amplifiers
- 0 - 4,5 MHz for video amplifiers.
RC (resistance - capacitance) coupling
amplifier are mostly used. Otherwise direct coupled amplifiers (in
integrated form).
Most circuits for pulse shaping are
based on the chain RC and transmission lines. Before proceeding to the
subject of pulse processing I will deal briefly with the RC passive
filters and with other interesting subject of transmission lines
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