Design, status and perspective of the Mu2e crystal calorimeter - - PowerPoint PPT Presentation

design status and perspective of the mu2e crystal
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Design, status and perspective of the Mu2e crystal calorimeter - - PowerPoint PPT Presentation

Design, status and perspective of the Mu2e crystal calorimeter Gianantonio Pezzullo INFN of Pisa on behalf of the Mu2e calorimeter group 1 Outline The Mu2e experiment Calorimeter design The role of the calorimeter in Mu2e


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SLIDE 1

1

Design, status and perspective of the Mu2e crystal calorimeter

Gianantonio Pezzullo

INFN of Pisa

  • n behalf of the Mu2e calorimeter group
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SLIDE 2
  • G. Pezzullo (INFN of Pisa)

TIPP’17 - May 22 2017

2

Outline

  • The Mu2e experiment
  • Calorimeter design
  • The role of the calorimeter in Mu2e
  • R&D
  • Conclusion
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SLIDE 3
  • G. Pezzullo (INFN of Pisa)

TIPP’17 - May 22 2017

3

The Mu2e collaboration

Argonne National Laboratory, Boston University, Brookhaven National Laboratory University of California, Berkeley, University of California, Irvine, California Institute of Technology, City University of New York, Joint Institute for Nuclear Research, Dubna, Duke University, Fermi National Accelerator Laboratory, Laboratori Nazionali di Frascati, Helmholtz-Zentrum Dresden-Rossendorf, University of Houston, University of Illinois, INFN Genova, Kansas State University, Lawrence Berkeley National Laboratory, INFN Lecce and Università del Salento, Lewis University, University of Louisville, Laboratori Nazionali di Frascati and Università Marconi Roma, University of Minnesota, Muons Inc., Northern Illinois University, Northwestern University, Novosibirsk State University/Budker Institute of Nuclear Physics, Institute for Nuclear Research, Moscow, INFN Pisa, Purdue University, Rice University, University of South Alabama, Sun Yat Sen University, University of Virginia, University

  • f Washington,

Yale University

~200 scientists from 35 institutions

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SLIDE 4
  • G. Pezzullo (INFN of Pisa)

TIPP’17 - May 22 2017

4

What is µ→e conversion

  • μ converts to an electron in the presence of a nucleus

Ee = mµ c2 - Bµ(Z) - C(A) = 104.973 MeV

Bµ(Z) is the muon binding energy (0.48 MeV) C(A) is the nuclear recoil energy (0.21 MeV)

µ−N → e−N

{

  • for Aluminum:

νMSM Muon conversion : R≈10-52 Supersymmetry : R ≤10-13 Heavy neutrino Lepto-quark 
 exchange Z’ exchange Effective contact interaction

νN

w w

µ- q q e-

νi

  • μ conversion in the SM is induced by neutrino masses and mixing at a

negligible level ~ 10-52

  • Many SM extensions enhance the rate through mixing in the high

energy sector of the theory (other particles in the loop…)

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SLIDE 5
  • G. Pezzullo (INFN of Pisa)

TIPP’17 - May 22 2017

Hinks and Pontecorvo TRIUMF SINDRUM II Lagarrigue and Peyrou

Limit @ 90% CL

5

  • Mu2e will improve by a factor 104 the present best limit!

Historical perspective

Mu2e II

arXiv:1307:5787

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SLIDE 6

TIPP’17 - May 22 2017

  • G. Pezzullo (INFN of Pisa)

6

Experimental setup

calorimeter tracker cosmic ray veto Al stopping 
 target

(1) (2) (3)

(1) Production Solenoid: ➡ Proton beam strikes target, producing mostly pions ➡ Graded magnetic field contains backwards pions/muons and reflects slow forward pions/muons
 (2) Transport Solenoid: ➡ Select low momentum, negative muons ➡ Antiproton absorber in the mid-section
 (3) Detector Solenoid: ➡ Capture muons on Al target ➡ Measure momentum in tracker and energy in calorimeter ➡ Graded field “reflects” downstream conversion electrons emitted upstream


8 GeV protons

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SLIDE 7

TIPP’17 - May 22 2017

  • G. Pezzullo (INFN of Pisa)

7

Calorimeter design

  • 2 disks; each disk contains 678 undoped CsI crystals 20 x 3.4 x 3.4 cm3
  • Disk separation ~ 75 cm
  • Inner/outer radii: 37.4/66 cm
  • Crystal choice: undoped CsI provides light yield (LY) > 100 pe/MeV,

longitudinal response uniformity 
 < 10%, emission decay time 𝛖 ~ 16 ns

  • Photosensor choice: custom array 


2x3 of 6x6 mm2 UV-extended SiPM

SiPM array + FEE (I. Sarra talk) undoped CsI (R. Y. Zhu talk)

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SLIDE 8

TIPP’17 - May 22 2017

  • G. Pezzullo (INFN of Pisa)

8

Calibration methods

  • Liquid source FC 770 + DT generator: 6 MeV + 2 escape peaks
  • Laser system to monitor SiPM performance

10k entries/crystal/min Liquid source prototype Laser system - test station

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SLIDE 9

TIPP’17 - May 22 2017

  • G. Pezzullo (INFN of Pisa)

R [mm] 400 450 500 550 600 650 Dose [krad/ year]

3 −

10

2 −

10

1 −

10 1 10

2

10

3

10

Total FLASH DEUTERON OOT PHOTON NEUTRON PROTON DIO

R [mm] 400 450 500 550 600 650 Dose [krad/ year]

3 −

10

2 −

10

1 −

10 1 10

2

10

3

10

Total FLASH DEUTERON OOT PHOTON NEUTRON PROTON DIO

9

Radiation Environment

SiPM dose

R [mm] 400 450 500 550 600 650 /year]

2

1 MeV-eq [# /cm

n

φ

8

10

9

10

10

10

11

10

12

10

13

10

Total FLASH DEUTERON OOT PHOTON NEUTRON PROTON DIO

SiPM 
 neutron-damage

  • High level of dose impact on Si devices and crystals performance

crystal dose

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SLIDE 10

TIPP’17 - May 22 2017

  • G. Pezzullo (INFN of Pisa)

10

Simulation results

pile-up separation CE + background

  • Offline simulation including background hits
  • Experimental effects included: longitudinal response uniformity (LRU),

electronic noise, digitization, etc

  • Waveform-based analysis to improve pileup separation
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SLIDE 11

TIPP’17 - May 22 2017

  • G. Pezzullo (INFN of Pisa)

11

PID: e/µ separation

e

/ ndf 2 χ 5569 / 90 Constant 4.222e+01 ± 1.131e+04 Mean 0.0028 ± 0.2208 − Sigma 0.0023 ± 0.9264

t [ns] ∆ 20 − 15 − 10 − 5 − 5 10 15 20 Entries / 0.20 ns 2000 4000 6000 8000 10000 12000

e

/ ndf 2 χ 5569 / 90 Constant 4.222e+01 ± 1.131e+04 Mean 0.0028 ± 0.2208 − Sigma 0.0023 ± 0.9264

µ

/ ndf

2

χ 322.2 / 57 Constant 14.5 ± 2429 Mean 0.010 ± 5.375 − Sigma 0.009 ± 1.671

µ

/ ndf

2

χ 322.2 / 57 Constant 14.5 ± 2429 Mean 0.010 ± 5.375 − Sigma 0.009 ± 1.671

CE @ 105 MeV/c µ

E/p 0.2 0.4 0.6 0.8 1 1.2 Entries / 0.01 1000 2000 3000 4000 5000 6000

CE @ 105 MeV/c µ

µ mimicking the CE

Al target tracker calorimeter

  • 105 MeV/c e- are ultra-relativistic, while

105 MeV/c µ have β~ 0.7 and a kinetic energy of ~ 40 MeV

  • Likelihood rejection combines 


𝚬t = ttrack - tcluster and E/p:

ln Le,µ = ln Pe,µ(∆t) + ln Pe,µ(E/p)

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SLIDE 12

TIPP’17 - May 22 2017

  • G. Pezzullo (INFN of Pisa)

12

Calo seeded track finder

  • Cluster time and position are used for filtering the straw hits:

✓ time window of ~ 80 ns ✓ spatial correlation

no selection calorimeter selection

  • black crosses = straw hits, red circle = calorimeter cluster, 


green line = CE track

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SLIDE 13

TIPP’17 - May 22 2017

  • G. Pezzullo (INFN of Pisa)

13

Calorimeter trigger

Hit pre-selection helix search Kalman filter

ϵce ϵce

Bkg rejection

Standalone calorimeter Cali-Seeded track finder

  • Calo info can provide additional trigger capabilities in Mu2e:
  • Calorimeter seeded track finder:

✓ factorized into 3 steps: hit pre-selection, helix search and track fit

✓ ϵ ~95% for a background rejection of 200

  • Standalone calorimeter trigger that uses only calo info:

✓ ϵ ~65% for a background rejection of 200

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SLIDE 14

TIPP’17 - May 22 2017

  • G. Pezzullo (INFN of Pisa)
  • Small prototype tested @ the BTF in Frascati during April 2015
  • Array 3 x 3 with undoped CsI 3 x 3 x 20 cm3 


coupled with Hamamatsu MPPC

  • All channels were read out with the 12 bit 


250 Msps waveform digitizer board V1720

14

Test with small prototype

h

Entries Mean 0 RMS 0

Energy [GeV] 0.02 0.03 0.04 0.05 0.06 0.07 0.08 0.09 [ns]

t

σ 0.05 0.1 0.15 0.2 0.25 0.3

h

Entries Mean 0 RMS 0 / ndf

2

χ 38 / 17 a 0.00015 ± 0.0049 b 0.0033 ± 0.087 / ndf

2

χ 38 / 17 a 0.00015 ± 0.0049 b 0.0033 ± 0.087

b ⊕ = a/E

t

σ

Single crystal @ 0 deg All crystals above 10 MeV @ 0 deg Cosmics Neighboring crystals @ 50 deg Single crystal @ 50 deg Most energetic crystal @ 50 deg All crystals above 10 MeV @ 50 deg

Total energy [GeV] 0.07 0.075 0.08 0.085 0.09 0.095 0.1 0.105 /E [%]

E

σ 4 4.5 5 5.5 6 6.5 7 7.5 8 8.5 9

/ ndf

2

χ 2.866 / 3 a 0.3253 ± 1.38 b 1.092 ± 4.911 / ndf

2

χ 2.866 / 3 a 0.3253 ± 1.38 b 1.092 ± 4.911

data Monte Carlo

b ⊕ E [GeV] a = E

E

σ

Calorimeter prototype

Energy [GeV] Energy [GeV] σt [ns] σE/E [%]

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SLIDE 15

TIPP’17 - May 22 2017

  • G. Pezzullo (INFN of Pisa)

15

New prototype

  • Large prototype: 51crystals + 102 SiPM + 102 FEE boards
  • Mechanics and cooling system similar to the final ones
  • Beam test successfully performed on 4-14 May 2017 @ BTF in Frascati

using e- beam in the range [60, 120] MeV

  • Energy & timing resolution studied @ normal and 50 deg incidence
  • Analysis is underway

BTF experimental hall

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SLIDE 16
  • G. Pezzullo (INFN of Pisa)

TIPP’17 - May 22 2017

16

Conclusions

  • The Mu2e calorimeter has been designed to:

✓ operate in a very harsh environment (high ɣ and neutron dose) ✓ provide background rejection capabilities via PID ✓ make the track search more robust against background occupancy ✓ triggering capabilities

  • R&D steps well defined

✓ pre-production of crystals and SiPM already started ✓ QA processes of the main components already established ✓ large-scale prototype built and already under test using e- beam

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SLIDE 17

17

backup slides

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SLIDE 18
  • G. Pezzullo (INFN of Pisa)

TIPP’17 - May 22 2017

18

Muonic atom life times

Ti

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SLIDE 19

TIPP’17 - May 22 2017

  • G. Pezzullo (INFN of Pisa)

19

Rµe rate vs Z

4" 0" 1" 3" 2" 20""""""""""""""""40""""""""""""""""""""60""""""""""""""""""80"

Z" D" S" V1" V2"

V."Cirigliano"et"al.,"phys."Rev."D80"013002"(2009)" aluminum" Dtanium" lead" Ron"Ray" gold"

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SLIDE 20

TIPP’17 - May 22 2017

  • G. Pezzullo (INFN of Pisa)

20

Mu2e signal?

Precision) Measurement)if) necessary) Measure) conversion)rate)as) a)func2on)of)Z) Higher)Sensi2vity) search)

Mu2e) Signal?)

Yes) No)

Accelerator) Upgrade)

  • A next-generation Mu2e

experiment makes sense in all scenarios: ✓ Push sensitivity or ✓ Study underlying new physics ✓ Will need more protons upgrade accelerator ✓ Snowmass white paper, arXiv:1307.116

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SLIDE 21

TIPP’17 - May 22 2017

  • G. Pezzullo (INFN of Pisa)

21

Model independent Lagrangian

“dipole term” “contact term” LCLFV = mµ (κ + 1)Λ2 ¯ µRσµνeLF µν + κ (κ + 1)Λ2 ¯ µLγµeL (¯ eγµe)

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SLIDE 22

TIPP’17 - May 22 2017

  • G. Pezzullo (INFN of Pisa)

22

CLFV limits 1

Process Upper limit µ+ → e+γ < 5.7 × 10−13 µ+ → e+e−e+ < 1.0 × 10−12 µ−Ti → e−Ti < 1.7 × 10−12 µ−Au → e−Au < 7 × 10−13 µ+e− → µ−e+ < 3.0 × 10−13 τ → eγ < 3.3 × 10−8 τ − → µγ < 4.4 × 10−8 τ − → e−e+e− < 2.7 × 10−8 τ − → µ−µ+µ− < 2.1 × 10−8 τ − → e−µ+µ− < 2.7 × 10−8 τ − → µ−e+e− < 1.8 × 10−8 τ − → e+µ−µ− < 1.7 × 10−8 τ − → µ+e−e− < 1.5 × 10−8

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SLIDE 23

TIPP’17 - May 22 2017

  • G. Pezzullo (INFN of Pisa)

23

CLFV limits 2

Process Upper limit π0 → µe < 8.6 × 10−9 K0

L → µe

< 4.7 × 10−12 K+ → π+µ+e− < 2.1 × 10−10 K0

L → π0µ+e−

< 4.4 × 10−10 Z0 → µe < 1.7 × 10−6 Z0 → τe < 9.8 × 10−6 Z0 → τµ < 1.2 × 10−6

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SLIDE 24

TIPP’17 - May 22 2017

  • G. Pezzullo (INFN of Pisa)

24

Out-of-time protons

  • The RF structure of the Recycler provides some “intrinsic” extinction:

✓ Intrinsic extinction ~10-5

  • A custom-made AC dipole placed just upstream of the production

solenoid provides additional extinction: ✓ AC dipole extinction ~ 10-6 - 10-7

  • Together they provide a total extinction:

✓ Total extinction ~ 10-11 - 10-12

  • Extinction measured using a detector system: Si-pixel + sampling EMC 

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SLIDE 25
  • G. Pezzullo (INFN of Pisa)

TIPP’17 - May 22 2017

25

COMET experiment

phase I phase II

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SLIDE 26

26

backup slides 
 calorimeter

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SLIDE 27
  • G. Pezzullo (INFN of Pisa)

TIPP’17 - May 22 2017

27

Crystals properties

Crystal BaF2 LYSO CsI Density [g/cm3] 4.89 7.28 4.51 Radiation length [cm] X0 2.03 1.14 1.86 Moli` ere radius [cm] Rm 3.10 2.07 3.57 Interaction length [cm] 30.7 20.9 39.3 dE/dx [MeV/cm] 6.5 10.0 5.56 Refractive Index at λmax 1.50 1.82 1.95 Peak luminescence [nm] 220, 300 402 310 Decay time τ [ns] 0.9, 650 40 16 Light yield (compared to NaI(TI)) [%] 4.1, 3.6 85 3.6 Light yield variation with 0.1, -1.9

  • 0.2
  • 1.4

temperature [%/C] Hygroscopicity Slight None Slight

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SLIDE 28
  • G. Pezzullo (INFN of Pisa)

TIPP’17 - May 22 2017

28

CsI properties

  • where LT(λ) is the light

transmittance and Em(λ) is the emission spectrum

EWLT = R LT(λ)Em(λ)dλ R Em(λ)dλ

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SLIDE 29
  • G. Pezzullo (INFN of Pisa)

TIPP’17 - May 22 2017

29

CsI Light Output

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SLIDE 30
  • G. Pezzullo (INFN of Pisa)

TIPP’17 - May 22 2017

30

CsI LRU

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SLIDE 31
  • G. Pezzullo (INFN of Pisa)

TIPP’17 - May 22 2017

31

CsI rad damage

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SLIDE 32
  • G. Pezzullo (INFN of Pisa)

TIPP’17 - May 22 2017

32

CsI neutron damage