1. 3 F. Iacoangeli, 1 D. Breton, 1 V. Chaumat, 3 G. Cavoto, 1 S. Conforti Di Lorenzo, 1 L. Burmistrov, 3 M. Garattini, 1 J. Jeglot, 1 J. Maalmi, 2 S. Montesano, 1 V. Puill, 2 R.Rossi, 2 W. Scandale, 1 A. Stocchi, 1 J-F Vagnucci 1 LAL, Univ Paris-Sud, CNRS/IN2P3, Orsay, France 2 CERN - European Organization for Nuclear Research, CH-1211 Geneva 23, Switzerland 3 INFN - Roma La Sapienza, Italy Cherenkov detector for proton Flux Measurement (CpFM) for UA9 experiment 1

2. Outline UA9 experiment at SPS LUA9 project CpFM detection chain components Optical simulations on the Cherenkov radiator Beam tests at BTF of simplified prototypes (October 2013) Beam test at BTF of the CpFM full chain (April 2014) First preliminary results of the beam test Conclusions 2

3. channelingamorphous θ ch ≅ α bending MCS ≅ 3.6μrad @ 7 TeV θ optimal @7TeV ≅ 40 μ rad R. W. Assmann, S. Redaelli, W. Scandale, “Optics study for a possible crystal-based collimation system for the LHC”, EPAC 06c 3 UA9 experiments  The main purpose of UA9 is to demonstrate the possibility of using a bent silica crystal as primary collimator for hadron colliders.  Bent crystal works as a “smart deflectors” on primary halo particles UA9 experiment runs in SPS since 2009

4. 4 Crystal assisted collimation  If the crystalline planes are correctly oriented, the particles are subject to a coherent interaction with crystal structure (channeling).  This effect impart large deflection which allows to localize the losses on a single absorber and reduces the probability of diffractive events and ion fragmentation

5. LUA9 project Use bent crystal at LHC as a primary collimator LHC beam pipe (primary vacuum) To monitor the secondary beam a Cherenkov detector, based on quartz radiator, can be used. Aim: count the number of protons with a precision of about 5% (in case of 100 incoming protons) in the LHC environment so as to monitor the secondary channelized beam. Main constrains for such device: - No degassing materials (inside the primary vacuum). - Radiation hardness of the detection chain (very hostile radioactive environment). - Compact radiator inside the beam pipe (small place available) - Readout electronics at 300 m  Cherenkov detector for proton Flux Measurements (CpFM) 5

6. CpFM detection chain components Radiation hard quartz (Fused Silica) radiator USB-WaveCatcher read electronics. For more details see : USING ULTRA FAST ANALOG MEMORIES FOR FAST PHOTO-DETECTOR READOUT (D. Breton et al. PhotoDet 2012, LAL Orsay) The first prototype of CpFM will be installed and tested in SPS 6 Flange with custom viewport to realize UHV seal and optical air/vacuum interface Movable bellow The Cherenkov light will propagate inside the radiator and will be transmitted to the PMT throughout the bundle of optical fibers. Radiator must work as waveguide. Quartz/quartz (core/cladding) radiation hard fibers.

7. Geant 4 Optical Simulation Different reflection coefficient Angle wrt the fiber axis 7 - We performed many simulation of the optical behavior of detection chain to define the best configuration The number of p.e. is strongly dependent on reflection coefficient At the end of detection chain At the radiator surface

8. BTF Test Setup (October 2013) INFN Cerenkov LAL Cerenkov BTF Calorimeter e- Beam BTF Remote Control Table 8

9. Radiator with fibers bundle 47° Charge per Electron (normalized to electron path length into the radiator) Radiator/beam angle 9 The width of the peak is compatible with the angular aperture of the fibers Optical grease at interfaces between fibers, PMT and radiator The best geometry is with the radiator which cross the beam with 47° angle and the fibers coupled with the same angle so as to use all the angular acceptance of fibers We need the light arrive to the fibers with a angle compatible with angular acceptance

10. Best configuration for CpFM Quartz Fibers ̴ 43˚ Beam  Flange brazed configurationorcommercial viewport configuration  “I” shape or “L” shape, so as to increase the quartz crossed by beam The “double bar” configuration will be useful to measure the diffusion of the beam and the background 10  Radiator cross the beam perpendicularly, due to small place available  Fibers are coupled with 43° angle, so as the incoming light is at 47° angle

11. New BTF Set-up of CpFM (April 2014) Fibers bundle MCP-PMT 4 Cherenkov bars (L and I shape) 47º end of the bars PMTs black boxes 11

12. CpFM Test Setup @ BTF (April 2014) 12 The setup was almost the same of last test beam, except for the long fibers bundle and for the readout provided by WaveCatcher board.

13. Tested configurations Configuration A : Trioptics Quartz bars (L curved bars) + bundle + PMT Configuration B : Optico AG L + I bars + bundle + PMT Configuration C: I bar + PMT (direct coupling) Configuration D: I bar + glass plate (thickness=3,85 mm) +PMT Configuration E: I bar + glass plate (thickness=3,85 mm) +bundle + PMT (simulation of a viewport) Configuration F : quartz I bar with a black tape around it + bundle + PMT (simulation of an absorber around the bar) Configuration G : bundle in the beam For all these configurations, The signal is recorded by the WaveCatcher 8 channels module 13

14. “L” and “I” bars + bundle + PMTs (R7378A) “ I ” bar configuration Higher light signal, due to a better surface polishing Number of detected p.e. quite linear “ L” bar configuration Lower light signal, due to a worst surface polishing Detected p.e. increase when beam came near to the fiber bundle In principle more light produced in the 3 cm fused silica along the beam direction (“L” shorter arm) bundle 14 The polishing, difficult because of the “L” shape, must be enhanced. Reflectivity is essential feature of radiator “L” yield less signal than “I”

15. Optical AG Fused Silica bars Well polished “I” bar: it is possible to distinguish the reflection points along the bar Worse polished “L” bar: the light appears more widespread and only few reflection points are visible 15

16. Mounting configurations Flange brazed configuration Better light transport (no viewport interfaces) Better mechanical strength Loss of light in the brazed points Technological problems to braze Fused Silica with iron flange Viewport configuration Worst light transport (viewport interfaces) More complex mechanical set-up No technological problems 16  Another result was obtained by the study of mounting with viewport At the start we proposed 2 different mounting configuration The brazed flange is still under development

17. Effect of the viewport 17 Configuration:“I” bar + quartz plate+ bundle + PMT -CpFM output with viewport= 1.2 p.e/ incident electron -Signal per e- ( @ 800 kV) : without window: 10.5 mV With window: 6.0 mV - Reduction of the signal is about 40 % The CpFM with viewport is a suitable solution The insertion of a quartz plate (thickness = 3.85mm) between the quartz output and the fibers bundle decreases the signal by a factor less than 2 Few-particles regime (<4 e-)

18. CpFM and BTF Calorimeter correlation 18 The study of measured CpFM charge (normalized on the charge of single p.e.) as a function of BTF calorimeter charge shows a rather linear dependence. Few-particles regime (<4 e-)

19. Conclusions We have evidence that the full chain (radiator + quartz window + fiber bundle + PMTs) works well, also for low fluxes We need more time to finish analysis of the data. All the measurements need to be compared with simulations as well We chose the “I” shape bars and the mounting with viewport for the first CpFM The obtained signal is ~1 p.e. per incident e-. It can be improved by a factor 5 or 6 by means of very well polished L bars (not yet available). The brazing of the quartz bars with a flange needs of a long collaboration process with a specialized company. It’s not possible for the installation of the CpFM in SPS this winter but it has to be done for the future (LHC) We have measured 250 ps of time spread for the best timing configuration of CpFM. This features can be improved using a faster readout electronics. 19

20. Thank you for attention 20

21. SPARE 21

22. Channeling effect of the charged particles in the bent crystal Mechanically bent crystal Using of a secondary curvature of the crystal to guide the particles 22

23. Multi stage collimation as in LHC  The halo particles are removed by a cascade of amorphous targets: 1. Primary and secondary collimators intercept the diffusive primary halo. 2. Particles are repeatedly deflected by Multiple Coulomb Scattering also producing hadronic showers that is the secondary halo 3. Particles are finally stopped in the absorber 4. Masks protect the sensitive devices from tertiary halo Normalizes aperture [σ] 0 6 7 10 >10 6.2 beam core primary halo secondary halo & showers secondary halo & showers tertiary halo & showers primary collimator 0.6 m CFC secondary collimator 1m CFC secondary collimator 1m CFC tertiary collimator absorber 1m W Sensitive devices (ARC, IR QUADS..) masks  Collimation efficiency in LHC ≅ 99.98% @ 3.5 TeV Probably not enough in view of a luminosity upgrade Basic limitation of the amorphous collimation system 23

24. Loss rate along the SPS ring  Loss map measurement in 2011: intensity increased from 1 bunch (I = 1.15 x 10 11 p) to 48 bunches, clear reduction of the losses seen in Sextant 6.  Loss map measurement in 2012: maximum possible intensity: 3.3 x 10 13 protons (4 x 72 bunches with 25 ns spacing), average loss reduction in the entire ring ! 2012 data protons (270 GeV) Reduction factor (L am / L ch ) 2011 data protons 24

25. 25

26. The Wave Catcher board 26

27. Results of the simulations without fibers 27

28. CpFM detection chain components 28  Fused Silica HPFS 7980 (M. Hoek, “Radiation Hardness Study on Fused Silica”. RICH 2007)  Fibers with core and cladding made of fused silica (U. Akgun et al., "Quartz Plate Calorimeter as SLHC Upgrade to CMS Hadronic Endcap Calorimeters", CALOR 2008)  Hamamatsu R672 & R7378A (A. Sbrizzi LUCID in ATLAS )

29. Time resolution -We measure the delay from trigger edge (LINAC NIM Timing signal) of the first particle of each event - The CpFM take out a distribution similar to the CALO’s one but by far less light We don’t know the cause of the 2 distinct distributions Ne=236 RMS=266ps RMS=455ps 10 ns 20 ns - Time resolution measurements were performed with multi-particles events (Ne=236) so as to have at least 1 particles in the first microbunch. 29

30. I bar with + bundle + PMT1 last run 235 (low flux) Online analysis We have a signal even in the single-particle regime Preliminary 30