Test of thin Ultra-Fast Silicon Detectors (UFSD) for monitoring of - - PowerPoint PPT Presentation

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Test of thin Ultra-Fast Silicon Detectors (UFSD) for monitoring of - - PowerPoint PPT Presentation

Test of thin Ultra-Fast Silicon Detectors (UFSD) for monitoring of high flux charged particle beams V.Monaco (Universit di Torino and INFN, Italy) Z.Amadi, R.Arcidiacono, A.Attili, N.Cartiglia, M.Donetti, F.Fausti, M.Ferrero, S.Giordanengo, O.


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Test of thin Ultra-Fast Silicon Detectors (UFSD) for monitoring of high flux charged particle beams

V.Monaco (Università di Torino and INFN, Italy)

Z.Amadi, R.Arcidiacono, A.Attili, N.Cartiglia, M.Donetti, F.Fausti, M.Ferrero, S.Giordanengo, O. Hammad Ali, M.Mandurrino, L.Manganaro, G.Mazza, R.Sacchi, V.Sola, A Staiano, A Vignati, R. Cirio

6th Beam Telescopes and Test Beams Workshop Zurich, 16-19 january 2019

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Dose Dose Bragg Peak X RAYS PROTONS

Dose to the tissues

Introduction: Charged Particle Therapy

Test of UFSD detectors for beam monitoring

2

Charged Particle Therapy

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SLIDE 3

Scanning magnets Monitor devices

Treatment planning

Accelerator

Beam fluence and position to be monitored with high precision

Dose and beam control with active beam scanning

Test of UFSD detectors for beam monitoring

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Active Spot Scanning: beam monitoring

protons

60 - 250 MeV ~ 109 ÷ 1010 p/s

C6+

120 - 400 MeV/u ~ 108 p/s

Range in water

3 - 27 cm

CNAO – Pavia IT

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SLIDE 4

PROS:

  • Robust, stable, radiation resistance

CONS;

  • Slow response time
  • Limited sensitivity
  • Measurement of number of particles from

the produced charge depends on energy

  • Daily QA and calibration measurements.

Beam monitoring in charged particle therapy

Parallel-plate ionization chambers

p (intrinsic)

Silicon detectors

PROS:

  • Good sensitivity (single particle detection)
  • Small signal duration (direct count of

number of particles)

  • Fine segmentation -> beam profile
  • Time resolution (measurement of beam

energy with time-of-flight techniques) CONS:

  • Pile-up effects at high frequencies
  • Radiation resistance.

Test of UFSD detectors for beam monitoring

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Ultra-Fast Silicon Detectors (UFSD)

Traditional silicon detector p (intrinsic)

300 µm

UFSD p (intrinsic) Handle wafer

NOT TO SCALE

50 µm

 controlled low gain (based on LGAD, Low-Gain Avalanche Detectors)  Enhanced signal -> smaller thickness -> smaller signal durations;  excellent time resolutions;

H.F.-W. Sadrozinski et al. Ultra-fast silicon detectors (UFSD) Nucl. Instrum. Meth. A831 (2016) 18-23.

  • V. Sola et al. Ultra-Fast Silicon Detectors for 4D
  • tracking. Journal of Instrumentation (2017), Volume 12.

Test of UFSD detectors for beam monitoring

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Aim of the project …

Development of two UFSD prototype devices:

to directly count individual protons at high rates and (thanks to the segmentation in strips) and to measure the beam profiles in two

  • rthogonal directions;

to measure the beam energy with time-of-flight techniques, using a telescope of two UFSD sensors TN PV CT LNS Prototypes will be developed for radiobiological applications and used in the three italian therapy facilities FOV = 3x3 cm2; Flux > 108 p/s cm2 (error < 1%) 6

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Beam tests of UFSD sensors (CNAO 2017)

High Voltage Sensor 1 Sensor 2

Cividec BB 40 dB Amplifiers Low Voltage

CAEN Digitizer (5 GS/s) Computer Computer (remote control) PTW ionization chamber

Treatment room Control room

Beam particle

Test of UFSD detectors for beam monitoring

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2 detectors of 50 µm:

  • 1. CNM 1,2 x 1,2 mm2;
  • 2. Hamamatsu Ø 1 mm.

 CNAO (Pavia);  32 runs;  ~ 2*1010 p each run (FWHM 1 cm);  20 spills/run (1 sec/spill)  protons (62-227 MeV);  Different beam intensities (20-100 % of max flux).

Beam tests of UFSD pads (CNAO 2017)

Test of UFSD detectors for beam monitoring

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Signal shape (digitizer)

117 MeV protons < 2 ns Good separation of single beam particles.

Test of UFSD detectors for beam monitoring

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Threshold

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Derivating

■ 214 MeV ■ 197 MeV ■ 173 MeV

+ 214 MeV CNM ■ 214 MeV HAMAMATSU + 197 MeV CNM ■ 197 MeV HAMAMATSU + 173 MeV CNM ■ 173 MeV HAMAMATSU

Best threshold

Threshold scan

Test of UFSD detectors for beam monitoring

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Results – Possibility to enhance S/N ratio

227 MeV 200 V BIAS 227 MeV 250 V BIAS

Control of Signal to Noise Ratio

Test of UFSD detectors for beam monitoring

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Bethe-Bloch curve’s trend

Proton energy 143 MeV MPV vs energy

Landau distributions

Test of UFSD detectors for beam monitoring

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Radiation damage

Signal area [10-12 Vs]

20% signal loss after ~ 1012 protons/cm2

Radiation damage

Test of UFSD detectors for beam monitoring

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Pile-up and saturation effects

Fit to a paralyzable pile-up model, usign the PTW ionization chamber to estimate the real particle rate.

Mean flux (GHz/cm2)

0,5 1,0 1,5 2,0 2,5

Test of UFSD detectors for beam monitoring

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R= ρ C e

− ρ C τ

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Intensity 50%

Intensity Rate (counts) [MHz] Rate (Poissonian fit) [MHz] 20% 2.92 ± 0.03 50.7 ± 1.1 50% 7.70 ± 0.09 82.5 ± 1.6 100% 13.57 ± 0.21 127.3 ± 2.6

Time between two peaks [ns]

The distribution of time difference between neighbouring peaks is compatible with a Poissonian distribution but with a pulse frequency one order of magnitude higher than the mean frequency measured with counts.

Test of UFSD detectors for beam monitoring

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Beam structure

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Beam structure

Instantaneous flux ~1010 p/s cm2 !!

Mitigation techniques of saturation effects due to pile-up under investigation !!

Test of UFSD detectors for beam monitoring

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Timing

CFD algorithm applied on signals waveforms collected with digitizer Time resolution of single crossing

σ(t) = 35 ps !!

E = 62 MeV

Test of UFSD detectors for beam monitoring

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Timing requirements for energy measurement

Error on time difference corresponding to a range uncertainty < 1 mm in water. beam sensor 1 sensor 2 L To reach such an error on the mean time difference a large number of measurements Is needed !!

Test of UFSD detectors for beam monitoring

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Timing measurements with different algorithms

LE - leading edge (fix threshold) CC - Maximization of cross-correlation function of two digitizer waveforms CFD 1400 digitizer snapshots (Tacquisition = 300 μs) E = 114 MeV Algorithm Mean Δt Δt resolution LE

  • (24 ± 3) ps

170 ps CC

  • (30 ± 2) ps

62 ps (snapshot) CFD

  • (34 ± 2) ps

64 ps

Test of UFSD detectors for beam monitoring

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Simulation of UFSD beam telescope

GEANT4 simulation of material effects (energy loss and multiple scattering) WEIGHTFIELD2 simulation of the UFSD response. f = 109 p/(s⸱cm2) Tacquisition = 200 μs Error on mean Δt vs distance

Test of UFSD detectors for beam monitoring

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30,0 mm 5,6 mm 8 per wafer 8 per wafer 15,0 mm 5,6 mm

30 strips pitch 146 μm 20 strips pitch 200 μm

Optimization for radiation resistance  Different doping doses;  Doping with gallium instead of boron;  Treatment with a carbon spray;  Varying the thermal cycle for activation.

18 wafers Active sensor thickness 50 μm

Production of UFSD strip sensors

Test of UFSD detectors for beam monitoring

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Laser beam Short Strips

  • f Wafer 8

(Boron) 2 sensors, one with gain and the neighbour without. Amplifier Pilsen Board (CMS CT-PPS) Sensor shifted to allow laser scan along the strip edge

UFSD strip sensors

Test of UFSD detectors for beam monitoring

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λ = 1060 nm Spot size = 20 μm

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Proton beam energy range: 60÷250 MeV (6-2 MIPs) Front-End Input charge range: 3 fC ÷ 140 fC Fluxes measurements: up to 108 p cm-2 s-1 Pile-up probability kept < 1 %.

Sensor Signal Sensor Capacitance 5 pF

Test of UFSD detectors for beam monitoring

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Fast readout electronics

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Readout electronics

Test of UFSD detectors for beam monitoring

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Preamplifier

  • utput

Discriminator

  • utput

f = 250 MHz Design based on TIA with differential architecture. Design based CSA with capacitive feedback and fast reset of the input capacitance ASIC design ready for both the architectures (24 channels/chip) sLVS output and readout in external FPGA. Submission for chip production this week. TIA architecture CSA post layout (250 MHz)

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Conclusions

Test of UFSD detectors for beam monitoring

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UFSD in charge particle therapy could open new perspectives: Directly count the number of particles  exploiting the large UFSD S/N ratio and fast collection time in small thicknesses; Measure the energy of the beam  exploiting the outstanding time resolution.