MAMUD Magnetized hadronic calorimeter and muon veto for the K +   +  experiment L. DiLella, March 29, 2005 Purpose:  Provide pion – muon separation.

Slides:



Advertisements
Similar presentations
Quartz Plate Calorimeter Prototype Ugur Akgun The University of Iowa APS April 2006 Meeting Dallas, Texas.
Advertisements

The performance of Strip-Fiber EM Calorimeter response uniformity, spatial resolution The 7th ACFA Workshop on Physics and Detector at Future Linear Collider.
W. Clarida, HCAL Meeting, Fermilab Oct. 06 Quartz Plate Calorimeter Prototype Geant4 Simulation Progress W. Clarida The University of Iowa.
SKS Minus Detectors in detail Tohoku Univ. K.Shirotori.
The Gamma-Ray Large Area Space Telescope: UNDERSTANDING THE MOST POWERFUL ENERGY SOURCES IN THE UNIVERSE Anticoincidence Detector for GLAST Alexander Moiseev,
Fiberless Coupled Tiles for a High Granularity Scintillator-SiPM Calorimeter Rick Salcido Northern Illinois University November 14, 2009 Prairie Section.
Segmented magnetised detectors Anselmo Cervera Villanueva Universidad de Valencia ISS meeting RAL (UK) 25/04/06 RAL (UK) 25/04/06.
Could CKOV1 become RICH? 1. Characteristics of Cherenkov light at low momenta (180 < p < 280 MeV/c) 2. Layout and characterization of the neutron beam.
How to Build a Neutrino Oscillations Detector - Why MINOS is like it is! Alfons Weber March 2005.
02/10/2004 Minimum Bias Trigger Scintillator Counters (MBTS) for early ATLAS running M.Nessi ATLAS week, Freiburg.
Introduction to Hadronic Final State Reconstruction in Collider Experiments Introduction to Hadronic Final State Reconstruction in Collider Experiments.
Directional Detectors and Digital Calorimeters Ed Norbeck and Yasar Onel University of Iowa For the 25 th Winter Workshop on Nuclear Dynamics Big Sky,
MICE: The International Muon Ionization Cooling Experiment Diagnostic Systems Tracker Cherenkov Detector Time of Flight Counters Calorimeter Terry Hart.
1 EMCal design MICE collaboration meeting Fermilab Rikard Sandström.
ZEUS Calorimeter (1) At HERA high energetic electrons (e) collide with high energetic protons (P). The ZEUS detector measures the properties of the particles.
CLAS12 Pre-shower S. Stepanyan (JLAB) Collaborating institutions: YerPhI, JMU, OU, NSU, W&M, Orsay-IPN, JLAB Project overview CLAS12 TWG meeting, February.
1 Tianchi Zhao University of Washington Concept of an Active Absorber Calorimeter A Summary of LCRD 2006 Proposal A Calorimeter Based on Scintillator and.
NuMI Schematic View of the MINOS Scintillator System 8 m Scintillator Module WLS Fibers Optical Connector Clear Fiber Ribbon Cable (2-6 m) Multiplex Box.
Shashlik type calorimeter for SHIP experiment
Construct two layers of hadron calorimeter and test Makoto Harada High Energy Physics Laboratory Faculty of Physics Department of Science Shinshu University.
SHMS Optics and Background Studies Tanja Horn Hall C Summer Meeting 5 August 2008.
Feb 10, 2005 S. Kahn -- Pid Detectors in G4MicePage 1 Pid Detector Implementation in G4Mice Steve Kahn Brookhaven National Lab 10 Feb 2005.
Large Magnetic Calorimeters Anselmo Cervera Villanueva University of Geneva (Switzerland) in a Nufact Nufact04 (Osaka, 1/8/2004)
Scintillation hodoscope with SiPM readout for the CLAS detector S. Stepanyan (JLAB) IEEE conference, Dresden, October 21, 2008.
The Scintillator ECAL Beam Test at FNAL K. Kotera, Shinshu-u, 1st October 2009 CALICE Scintillator ECAL group; Kobe University, Kyungpook University, the.
The Design and Performance of the MINER A Detector Howard Budd, University of Rochester Technology and Instrumentation in Particle Physics 2011.
E.Kistenev Large area Electromagnetic Calorimeter for ALICE What EMC can bring to ALICE Physics and engineering constrains One particular implementation.
Electromagnetic Calorimeter for the CLAS12 Forward Detector S. Stepanyan (JLAB) Collaborating institutions: Yerevan Physics Institute (Armenia) James Madison.
CMS Calorimeter HB- HB+ HE- HE+ HF- HF+ HO-2 HO-1 HO0 HO+1 HO+2
The ZEUS Hadron-Electron-Separator Performance and Experience Peter Göttlicher (DESY) for the ZEUS-HES-group Contributions to HES Germany, Israel, Japan,
29 March 2005Beam Working Group report - LG1 STATUS REPORT BEAM WORKING GROUP Presented by L.Gatignon COLLABORATION MEETING 1 APRIL 2005 Includes: Beam.
V.Dzhordzhadze1 Nosecone Calorimeter Simulation Vasily Dzhordzhadze University of Tennessee Muon Physics and Forward Upgrades Workshop Santa Fe, June 22,
Neutron Shielding Harry Nelson CDMS EAB August 5, 2004.
Detector Monte-Carlo ● Goal: Develop software tools to: – Model detector performance – Study background issues – Calculate event rates – Determine feasibility.
The Electromagnetic Calorimeter – 2005 Operation J. Sowinski for the Collaboration and the Builders Indiana Univ. Michigan State Univ. ANL MIT BNL Penn.
BES-III Workshop Oct.2001,Beijing The BESIII Luminosity Monitor High Energy Physics Group Dept. of Modern Physics,USTC P.O.Box 4 Hefei,
ECAL PID1 Particle identification in ECAL Yuri Kharlov, Alexander Artamonov IHEP, Protvino CBM collaboration meeting
Muon/Special Detector Studies Update St. Malo Muon ID - Single muons, single pion rejection. TESLA TDR (M. Piccolo) 2. Muon ID events:  ID efficiency,
Magnetized hadronic calorimeter and muon veto for the K +   +  experiment L. DiLella, May 25, 2004 Purpose:  Provide pion – muon separation (muon veto)
V. Korbel, DESY1 Progress Report on the TESLA Tile HCAL Option To be filled soon.
Performance of Shower Maximum Detectors Saori Itoh (Shinshu Univ.) GLC calorimeter group (KEK,Kobe,Konan,Niigata,Shinshu,Tsukuba) Introduction Detector.
E. W. Grashorn and A. Habig, UMD, for the MINOS Collaboration The Detectors of The Main Injector Neutrino Oscillation Search (MINOS) Experiment The MINOS.
Particle Identification with the LHCb Experiment
Detectors for VEPP-2000 B.Khazin Budker Institute of Nuclear Physics 2 March 2006.
Performance of Scintillator-Strip Electromagnetic Calorimeter for the ILC experiment Satoru Uozumi (Kobe University) for the CALICE collaboration Mar 12.
1 Plannar Active Absorber Calorimeter Adam Para, Niki Saoulidou, Hans Wenzel, Shin-Shan Yu Fermialb Tianchi Zhao University of Washington ACFA Meeting.
PROPOSAL FOR A MUON VETO SYSTEM BEHIND THE HADRONIC CALORIMETER (MUV-3) Problems and requirements:  Expected total rate for 9.25 < R < 120 cm: 12.1 MHz:
2008 European School of High-Energy Physics - Trest, Czech Republic - 19 August - 1st September Target Tracker Data Analysis In OPERA Experiment S. Dmitrievsky,
Introduction to Hadronic Final State Reconstruction in Collider Experiments Introduction to Hadronic Final State Reconstruction in Collider Experiments.
Eli Piasetzky Tel Aviv University Beam Scintillating Fibers PSI, Technical Review, July 2012 Guy Ron Hebrew University Israel.
DEVELOPMENT OF THE POLYSTYRENE SCINTILLATOR TECHNOLOGY AND PARTICLE DETECTORS ON THEIR BASES VLADIMIR RYKALIN IHEP, PROTVINO INSTR-14, NOVOSIBIRSK, 24.
DE/dx in ATLAS TILECAL Els Koffeman Atlas/Nikhef Sources: PDG DRDC (1995) report RD34 collaboration CERN-PPE
Simulation and reconstruction of CLAS12 Electromagnetic Calorimeter in GSIM12 S. Stepanyan (JLAB), N. Dashyan (YerPhI) CLAS12 Detector workshop, February.
The New CHOD detector for the NA62 experiment at CERN S
“Performance test of a lead glass
Calorimeters at CBM A. Ivashkin INR, Moscow.
Gamma-ray Large Area Space Telescope ACD Final Performance
Gamma-ray Large Area Space Telescope
CLAS12 Forward Detector Element PCAL
Tail-Catcher/Muon Tracker Prototype
Chris Smith California Institute of Technology EPS Conference 2003
F.Sánchez for the K2K collaboration UAB/IFAE
Vishnu V. Zutshi For the NICADD team.
Experimental Particle Physics
Study of a Scintillating Digital Hadron Calorimeter Prototype
Background rejection in P326 (NA48/3)
Experimental Particle Physics
LC Calorimeter Testbeam Requirements
Presentation transcript:

MAMUD Magnetized hadronic calorimeter and muon veto for the K +   +  experiment L. DiLella, March 29, 2005 Purpose:  Provide pion – muon separation (muon veto)  Bend the beam away from the small angle photon veto located at the end of the hall

Criteria for the design of the hadronic calorimeter and muon veto  Integration with LKr calorimeter  Distinguish hadronic showers from electromagnetic showers  need longitudinal and lateral segmentation  Sensitivity to minimum ionizing particles (MIP)  Bending power ~  T x m  p T kick  .  GeV/c deflects  GeV/c beam by  mr (  cm lateral displacement at  m) An important background from K +   +   decay: “catastrophic” muon energy losses  muon bremsstrahlung  e + e  pair production  high Q 2  + e  scattering  muon decay in flight  deep inelastic muon – nucleon scattering  + + N   + + hadrons electromagnetic shower In all processes (except muon decay) the outgoing  +  has generally enough residual energy to be detected

Proposed structure   Iron plates  cm thick   cm gap between plates  Total length  m  Front face at z =  m (0.6 m behind LKr cryostat) ~ 8 m between calorimeter end and beam dump at the end of the hall Proposed longitudinal segmentation:  independent sections of  gaps each One section : ~  x 0, ~  int a reasonable matching to LKr ( ~  x 0, ~  int ) “Optimal configuration”: instrument all gaps with active detectors “Minimal configuration”: instrument only first three and last section with active detectors (Choice depends on available budget)

Active detector material : Extruded polystyrene scintillator strips  cm long,  cm high,  cm thick read out by a single  mm diameter wave-length shifting fibre (as in the MINOS and OPERA experiments) Orthogonal strips in adjacent gaps (x, y) Scintillator is extruded with TiO  white cladding and groove where fibre is glued The fibres from strips at the same x (y) coordinate in one section go to a single  cm diam. PMT to form a calorimeter “cell” In total (minimal configuration):  strips per instrumented gap  strips per section  x  cells,  y-cells  PMT’s per section  fully instrumented sections Performance of MINOS strip 8 m long, 4 cm high, 1 cm thick Observe two fibre light attenuation lengths: 1  0.7 m, 2  3.9 m For our case expect  photoelectrons per strip from a minimum ionizing particle 4 cm

Cost estimate OPERA Proposal (CERN/SPSC ):   x  m  scintillator planes (  m  in total)  Each plane:  m long strips read out INDIVIDUALLY from both sides using  -channel multi-anode PMTs  Total number of strips  channel multi anode PMTs  Estimated cost (including fibres and PMTs): kCHF  Extrapolation to MAMUD (minimal configuration):   x  m  scintillator planes (  m  in total)  Each plane:   m long strips  Total number of strips  read out in groups of  by  cm diam. PMTs  Total number of  cm diam. PMTs =  Estimated cost  0.15 x OPERA  cost of iron and coils (not including 1040 channels of read-out electronics) “Optimal configuration”: two times more strips and PMT’s