1 / 14

CBM and FRRC

CBM and FRRC. Mikhail Ryzhinskiy, SPbSPU (on behalf of Russian CBM branch) 1 st FRRC International Seminar. Compressed Baryonic Matter experiment. SIS 300 → U 92+ 15-35 GeV/nucleon with beam intensities up to 10 9 /s Z/A = 0.5 nuclei up to 45 GeV/nucleon.

fedora
Download Presentation

CBM and FRRC

An Image/Link below is provided (as is) to download presentation Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author. Content is provided to you AS IS for your information and personal use only. Download presentation by click this link. While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server. During download, if you can't get a presentation, the file might be deleted by the publisher.

E N D

Presentation Transcript


  1. CBM and FRRC Mikhail Ryzhinskiy, SPbSPU (on behalf of Russian CBM branch) 1st FRRC International Seminar

  2. Compressed Baryonic Matter experiment SIS 300 → U92+ 15-35 GeV/nucleon with beam intensities up to 109/s Z/A = 0.5 nuclei up to 45 GeV/nucleon → exploration of the QCD phase diagram with heavy-ion collisions! → investigation of nuclear matter at highest baryon densities but still moderate temperatures in A+A collisions

  3. Fundamental Questions of QCD  What is the equation-of-state of strongly interacting matter? (core collapse supernovae, neutron stars, early universe)  What is the structure of strongly interacting matter as a function of T and ρB ? (hot and dense hadronic medium, deconfined phase, phase transitions ?)  What are the in-medium properties of hadrons as a function of T and ρB ? (partial restoration of chiral symmetry ?) compression + heating = QGP ?

  4. The Compressed Baryonic Matter Experiment ECAL ITEP, IHEP Transition Radiation Detectors JINR, PNPI Tracking Detector Muon detection System PNPI Ring Imaging Cherenkov Detector IHEP, PNPI Resistive Plate Chambers (TOF) INR, IHEP Silicon Tracking Station MSU, MEPHI, JINR, IHEP, Khlopov, CKBM Dipol magnet JINR

  5. List of candidates for FRRC grants from the Russian Institutes • Sergei Belogurov (ITEP) PhD – Design and Integration of the CBM experiment • Mikhail Ryzhinskiy (SPbSPU) PhD – Advanced Digitization and Cluster Finding in MUCH • Alexander Sadovsky (INR) PhD – Event-by-event Fluctuations at CBM Experiment • Andrei Chernogorov (ITEP) – Design Justification of ECAL • Olga Denisova (JINR) – Development of New Mathematical Methods for Experimental Data analysis • Alexander Dermenev (INR) – Study of Projectile Spectator Detector for Centrality and Reaction Plane Determination • Dmitry Golubkov (ITEP) - Optimization of CBM ECAL for χc States Production Studies • Alexander Klyuev (MEPhI) - Development or Data-driven, De-randomizing Architecture and Building Blocks for the CBM-XYTER ASIC • Eugeny Kryshen (PNPI) – MUCH Design and Construction, Software Development • Mikhail Prokudin (ITEP) - Development of CBM ECAL Software • Georgy Sharkov (ITEP) - Comparison of ω and φ Meson Cross Sections, Measured in Different Decay Modes using CMMROOT Simulations • Taras Vasiliev (JINR) - Participation in the R&D of TRD and Development of Software for Selection of Strange Particles in Nucleus-Nucleus Collisions • Vladislav Zryuev (JINR) - Research and Development of Fast and High Resolution Gaseous Detectors for CBM

  6. Polarization in HI collisions as a new probe of the phase-transition (T.Vasiliev, Dubna group) • A number of polarization observables have been proposed as a possible • signature of phase transition in heavy ion collisions: • Decreasing of the Λ0 transverse polarization in central collisions • Global hyperon polarization in non-central events • The study of the polarization effects at CBM requires good • definition of the reaction plane RP and collision centrality b. • Kinematical fit using ASME method for STS(Au+Au centr. • coll. 25 AGeV, via UrQMD, GEANT3 m.field) improves • accuracy of the primary vertex determination • spatial approx. 20 microns • (P_V0, beta, tan(alpha)) : better than (1%,0.5 mrad, 0.3)

  7. Research and development of fast gaseous detectors for TRD CBM (V.Zryuev, LHEP JINR, Dubna) Main requirements for TRD detectors • High granularity • Spatial resolution < 300µm • High rate capability • high-speed detector(for the inner part of the detector planes) • High radiation hardness • Minimum material budget • Optimal number of electronic channels The results obtained with GEM based detector • Spatial resolution is ~ 90 µm for 600µm strip pitch • Good linearity ~ 1% • Amplificationfactor ~ 2 x10³. The results obtained with THGEM based detector • Spatial resolution is ~ 230 μm fot 1 stage THGEM detector • We are working on the technology for construction of THGEM patterns (holes and rims) with a high precision. • FEE with n-Xyter chip is planning to use for further tests. R&D work show that both GEM and THGEM detectors require a lot of work to improve its reliability and stability to use them in a large system like CBM.

  8. The results obtained with MWPC based detector Layout of the detector installation on the beam line SYS-18 GSI We have performed a systematic study of several types of gas MWPCdetectors at high intensity beams at GSI. The R&D of the MWPC detectors shows practically no degradationof the signal amplitudes up to the rate of 360 kHz/cm2.Taking into account the high spatial resolution (< 200 μm) and theoperational stability of the MWPC detector as wellas the results obtained on its high rate capability in our research we believe that this type ofdetector meets all requirements to TRD of the CBM project.

  9.  and ω resonance decay modes (G.Sharkov, ITEP) e+ φ e- η η φ  φ K+ K+ β= 1/3 ω φ K- l,fm Kinetic freeze-out hadronization Ifresonance decays before in dense barionic matter  Possible rescattering of hadronic daughters  Reconstruction probability decrease for hadronic mode ω(782) π+π-π0,  π+π-,  π0 (c = 23 fm) φ(1020) K+K-,  η,  e+e-(c = 44 fm) e+e-

  10. Calorimeter simulation and g reconstruction (M.Prokudin, ITEP) 1cm 1cm 1cm • Shower library • Fits exactly to the data • Any incident angle • checking analytical approximation quality Prototype. 0.5 mm LHCb inner. 4mm Near fibers Near fibers Gray – MC. Black – data. Scale!

  11. Advanced digitization and hit finding in MUCH (M.Ryzhinskiy, SPbSPU)

  12. On e/p identification: comparision of TRD prototype measurements with GEANT simulation at p=1.5 GeV/c(O.Denisova, JINR) • One cannot get a maximal value of pion’s suppression when using the LFR test, because the electron energy losses are described by a complex hypothesis – the sum of two distributions. • Using GEANT simulations were reproduced the results obtained on the basis of real measurements, and there was demonstrated that the procedure of preparation of data sets based on real measurements is a reason of getting erroneous, overestimated results

  13. Time schedule

  14. Time schedule

More Related