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1 Search for Magnetic Monopoles at the Relativistic Heavy Ion Collider (RHIC) Praveen Chaudhari *, Vasily Dzhordzhadze, Veljko Radeka, Margareta Rehak, Pavel Rehak, Sergio Rescia, Yannis Semertzidis, John Sondericker, and Peter Thieberger BNL PAC Meeting September 12, 2006 * Spokesperson
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2 Outline Motivation Experimental Approach Monopole Detector Interaction with SQUIDs and Walls DAQ and Trigger Influence on STAR and PHENIX Future Developments Schedule and Costs
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3 Maxwell equations (1873) Motivation Magnetic monopole terms Introducing magnetic monopole makes equations symmetric GUT (1974) requires monopoles
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4 Dirac showed (1931) g = nħc/2e = (137/2) ne, n=1, 2, 3, … First strong scientific motivation to search for magnetic monopoles The defining property of a monopole Motivation (continued)
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5 Two types of monopole searches: GUT and accelerator based GUT mass ~10 16 GeV - 10 TeV No evidence of GUT monopoles at the level of Parker Limit (~10 -15 cm -2 sr -1 s -1 ) No evidence in accelerator based search: Bradner and Isbell(1959) 2006 BNL experiment at AGS: Purcell et al.(1963) Motivation (continued)
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6 Previous accelerator searches assumed mass, velocity, charge, or binding energy to nuclei: etch tracks, scintillators, ionization detectors, or capture in liquids and solids We propose to detect a monopole via its magnetic charge use an inductive detector. Use superconducting coils and SQUID technology Monopole Detectors
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7 Monopole Detector Setup Superconducting Shield LHe Dewar Superconducting Grid Silicon Detectors IR Baffle Biased Screen Heat Station Heat ShieldMu Metal Shield Trapezoidal Transition piece RHIC Beam tube Vacuum Valve 2 m Gradiometers
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8 Monopole Detector Elements Silicon Detectors Gradiometers Superconducting Shield Vacuum Valve RHIC Beam Tube IR Baffle Biased Screen Heat Station Trapezoidal Transition Piece
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9 Gradiometer Assembly Support Ring Silicon Gradiometer Coil SQUID Solder Tab 4K Cooling Ring
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Gradiometer 10 Rejects “stray” B fields but has full sensitivity to monopole signal Built with superconductor on Si substrate (for cooling) Built in quadrants to reduce inductance and fit into 30cm diameter commercial Si wafers
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Third Order Gradiometer 11 3 rd or 4 th order gradiometer coils are being investigated L 3rd ~2 H L 4th ~3 H 3 rd order gradiometer cancels polynomial terms up to 25 th degree to better than 1% 4 th order gradiometer cancels polynomial terms up to 75 th degree to better than 1% 150mm
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Fourth Order Gradiometer Cancellation 12
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20501002005001000 Measurement time ( s) 0.03 0.05 0.07 0.1 0.15 0.2 x u l F e s i o N 00 SQUID Noise 13 Time resolution ~1 s ~100 s measurement time needed to achieve 0.1 sensitivity
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14 Geometry of Silicon Detectors
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15 Central Au-Au collisions: at the location of SQUIDs less than 120 charged particles/sr. For a 10 μmX10 μm SQUID Josephson junction probability of a single incidence of ~ 10 -10, and of coincident events of ~10 -20 Estimated secondary radiation from stainless cylinder walls is also negligible Interaction of Charged Particles with SQUIDs and Chamber Wall
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16 Two types of trigger: monopole candidates and monitoring Monopole candidates: coincident signals from gradiometer and/or Silicon detectors Monitoring triggers: monitored detector clocked to RHIC Use RHIC luminosity monitors to obtain integrated luminosity DAQ and Trigger
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17 Common vacuum with RHIC due to 35cmX5cm cut in the RHIC tube Provide electrical continuity by placing a grid across cut Mitigate possible but very unlikely vacuum disturbance to RHIC by placing a valve at the entrance to the monopole chamber Two additional vacuum valves on RHIC beam tube Influence on STAR and PHENIX
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18 Observe credible monopole signal. Determine the mass of the monopole by carrying out a g/m experiment No credible signal but SQUID detectors perform satisfactorily, as demonstrated by a clear signal from magnetic pseudopole Approach LHC and/or ILC Future Developments
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19 Schedule
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20 Materials and supplies: 1. Detector cryostat and refrigeration system $330k 2. Magnetic detection system (gradiometers, SQUIDS, control and signal processing electronics) $190k 3. Silicon detector system $220k 4. Data Acquisition (DAQ) $80k ========= Subtotal: $820k + ($287k+ C-AD) Manpower: 1. S&P 2.5 FTE $650k 2. Other (designer and tech. specialists) 2 FTE $360k Subtotal: $1,010k ======== Project total: $1,830k + ($287k +C-AD) Cost
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21 The counterpart to the quantized elementary charge is the magnetic monopole. No monopole has been detected so far Our proposed search is to measure the magnetic charge of a monopole Detector can be used in future higher energy accelerators: LHC and/or ILC Summary
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22 Back-up Slides
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23 Charged Particle Distribution
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24 Secondary e Yield Angular Dependence
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25 Secondary Electron Yield
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26 Thermal Analysis of the SQ Grid
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27 Second and Fourth order Gradiometer
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28 Deformation and Stress of the Gradiometer
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29 Vibration and Deformation of the Gradiometer
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30 Second and Third Mode Vibration
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31 First mode Supporting and Harmonic Excitation
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32 First mode Supporting and Harmonic Vibration
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33 ¼ of Shield
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34 Shield with and without Hole
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35 Increased acceptance Set-up
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