Muon Telescope at BEO Moussala *

Similar documents
Muon Telescopes at Basic Environmental Observatory Moussala and South-West University Blagoevgrad

Calibration of large water-cherenkov Detector at the Sierra Negra site of LAGO

Cherenkov Detector. Cosmic Rays Cherenkov Detector. Lodovico Lappetito. CherenkovDetector_ENG - 28/04/2016 Pag. 1

PARTICLES REVELATION THROUGH SCINTILLATION COUNTER

Review of Particle Properties: ( ). See the review section on Cosmic Rays under Astrophysics and Cosmology.

Measurement of Mean μ-lifetime

9/27 JUNE 2003 SUMMER STAGE PARTICLES REVELATION THROUGH CERENKOV AND SCINTILLATION COUNTER AND THE CEBAF EXPERIMENT

Rice University Physics 332 LIFETIME OF THE MUON I. INTRODUCTION...2! II. MEASUREMENT PROCEDURES...3! III. ANALYSIS PROCEDURES...7!

Radioactivity and Ionizing Radiation

Nuclear Physics Laboratory. Gamma spectroscopy with scintillation detectors. M. Makek Faculty of Science Department of Physics

Cosmic Ray Detector Software

Simulations for H.E.S.S.

Calibration of the Modular Neutron Array (MoNA)

COSMIC RAY MUONS. v4.1 Last Revision: R. A. Schumacher, May 2017

SEARCH FOR NUCLEARITES WITH THE ANTARES DETECTOR *

Equalisation of the PMT response to charge particles for the Lucid detector of the ATLAS experiment

Characteristics of Forbush decreases measured by means of the new scintillation muon hodoscope ScMH

HiSPARC Detector - Detector Station

1 of :32

Study of solar activity by measuring cosmic rays with a water Cherenkov detector

The Factors That Limit Time Resolution for Photon Detection in Large Cherenkov Detectors

E. K. A. ADVANCED PHYSICS LABORATORY STATISTICS OF COUNTING WITH A GEIGER COUNTER ARTIFICIAL RADIOACTIVITY

Cosmic Rays Detector. Use of Coincidence Detector for Measures of Cosmic Rays. Lodovico Lappetito. RivelatoreRaggiCosmici_ENG - 6/22/2015 Page 1

DATA ACQUISITION SYSTEM FOR THE TUNKA-133 ARRAY

Nuclear Physics Lab I: Geiger-Müller Counter and Nuclear Counting Statistics

SCINTILLATION DETECTORS & GAMMA SPECTROSCOPY: AN INTRODUCTION

Nuclear Lifetimes. = (Eq. 1) (Eq. 2)

Particle Energy Loss in Matter

MEDICAL EQUIPMENT: NUCLEAR MEDICINE. Prof. Yasser Mostafa Kadah

Looking at Cosmic Muons to verify Einstein's Special Relativity

Scintillation Detector

Astroparticle Physics

arxiv: v1 [physics.ins-det] 22 Dec 2013

He-3 Neutron Detectors

MEASURING THE LIFETIME OF THE MUON

A method of observing Cherenkov light at the Yakutsk EAS array

Scintillation Detectors

arxiv: v1 [physics.ins-det] 3 Feb 2011

MUON LIFETIME MEASUREMENT EXPERIMENT

The Compton Effect. Martha Buckley MIT Department of Physics, Cambridge, MA (Dated: November 26, 2002)

High-energy neutrino detection with the ANTARES underwater erenkov telescope. Manuela Vecchi Supervisor: Prof. Antonio Capone

Measurement of 39 Ar in Underground Argon for Dark Matter Experiments

MESUREMENT OF MUON LIFETIME USING COSMIC MUON STOPPED IN PLASTIC SCINTILLATOR DETECTOR.

LATTES Large Array Telescope to Tracking Energetic Sources

Educational cosmic ray experiments with Geiger counters

Studies of Hadron Calorimeter

PoS(ICRC2017)462. Cherenkov differential detector at the Yakutsk extensive air shower array

Development of a Silicon PIN Diode X-Ray Detector

Measurement of Muon Lifetime

ISTITUTO NAZIONALE DI FISICA NUCLEARE

Study of the Scintillation Detector Efficiency and Muon Flux

PoS(ICRC2015)635. The NICHE Array: Status and Plans. Douglas R Bergman

The AMIGA detector of the Pierre Auger Observatory: an overview

Forbush decreases detected by the MUONCA muon telescopes on 13 September and 22 December 2014

SURFACE ARRAY Détecteur de surface pour ANTARES JP Ernenwein CPPM

Lab NUC. Determination of Half-Life with a Geiger-Müller Counter

Scintillation Detectors

Characterization Test of SiPM SensL Device: J-Series

Dual Isotope Imaging with LaBr3:Ce Crystal and H8500 PSPMT

Position-sensitive SiPM detector for separation of Cherenkov and fluorescent light of EAS

PoS(ICRC2015)641. Cloud Monitoring using Nitrogen Laser for LHAASO Experiment. Z.D. Sun 1,Y. Zhang 2,F.R. Zhu 1 for the LHAASO Collaboration

Radiation (Particle) Detection and Measurement

John Ellison University of California, Riverside. Quarknet 2008 at UCR

Determination of parameters of cascade showers in the water calorimeter using 3D-distribution of Cherenkov light

Particle Energy Loss in Matter

Counting Photons to Calibrate a Photometer for Stellar Intensity Interferometry

Chapter 3. Experimentation and Data Acquisition

Primary cosmic ray mass composition above 1 PeV as measured by the PRISMA-YBJ array

EXPERIMENTS CHARACTERIZING THE X-RAY EMISSION FROM A SOLID-STATE CATHODE USING A HIGH-CURRENT GLOW DISCHARGE

Radiation Detection and Measurement

The Cosmic Ray Air Fluorescence Fresnel lens Telescope (CRAFFT) for the next generation UHECR observatory

Alpha-Energies of different sources with Multi Channel Analyzer

DETECTORS. I. Charged Particle Detectors

Water Cherenkov Detector installation by the Vertical Muon Equivalent technique

Senior Design Proposal

Micromegas detectors & the Great Pyramid. S. Procureur

SiPM & Plastic Scintillator

Hands on Project: Large Photocathode PMT Characterization

Radiation Detection. 15 th Annual OSC Readiness Training Program.

Determining the Optimum High Voltage for PMT s

Photon Instrumentation. First Mexican Particle Accelerator School Guanajuato Oct 6, 2011

Measuring Cosmic Ray Muon Decay Constant and Flux

DETERMINING FUNDAMENTAL PARAMETERS OF A SINGLE-PHOTOTUBE LIQUID SCINTILLATION COUNTER

Radiation Detection and Measurement

Cosmic Ray Counting. I v = cm 2 s 1 str 1,

IceCube: Dawn of Multi-Messenger Astronomy

Polarization Correlation in the Gamma- Gamma Decay of Positronium

Charge readout and double phase

SEVAN particle detector at Zagreb Astronomical Observatory: 10 years of operation

neutrino astronomy francis halzen university of wisconsin

Design, Construction, Operation, and Simulation of a Radioactivity Assay Chamber

Absorption and Backscattering ofβrays

Cosmic Muon Shower Study with QuarkNet

THE GEIGER-MULLER TUBE AND THE STATISTICS OF RADIOACTIVITY

The ANGRA Cherenkov detector

Ground Based Gamma Ray Astronomy with Cherenkov Telescopes. HAGAR Team

Timing calibration of the LHAASO-KM2A electromagnetic particle detectors

High Resolution Optical Spectroscopy

XMASS 1.5, the next step of the XMASS experiment

X- & γ-ray Instrumentation

Transcription:

1 Muon Telescope at BEO Moussala * Ivo Angelov 1, Elisaveta Malamova 2, Jordan Stamenov 2 1 South West University N. Rilski ( Bulgaria ), address for correspondence : 2 Institute For Nuclear Research and Nuclear Energy Bulgarian Academy of Science Abstract A muon telescope based on 8 water cherenkov detectors was mounted at BEO Moussala Institute for Nuclear Research and Nuclear Energy Bulgarian Academy of Science. The telescope will be used for continuous measuring the intensity of the muon component of the cosmic rays, exploring its variations and possible correlations with environment parameters. A detailed description of the device is presented in this paper. 1. Description of the telescope. 1.1. The Detectors The detectors of the telescope are of the same type as the detectors used in the muon telescope at the Department of Physics South West University N. Rilski. [1] Each of the detectors includes a mirror tank with distilled water and photomultiplier with preamplifier mounted at its housing. (fig. 1. ) The dimensions of the detectors are 50x50x12.5 cm, and the distilled water layer used as radiator is 10 cm. When a cosmic rays muon passes through the radiator, cherenkov ligh is generated if the energy of the muon is high enough that its speed is greater than the speed of the light in the water. Part of the cherenkov photons reach the photocathode of the photomultiplier after multiple reflections from the mirror walls of the container. The photomultiplier converts this light pulse into an electric pulse, which is amplified by the buildin preamplifier and then sent through a coaxial cable to the next stages of the telescopes electronics. The 2.5 photomultiplier tubes type FEU110 or FEU139 are used. The preamplifier is a low noise one and has amplification x50 and 90 Mhz bandwidth. μ Mirror container Distilled water Photomultiplier PCB divider for PMT and preamplifier Housing for the PMT fig. 1. A water cherenkov detector * Preprint submitted to Scientific Research a electronic issue of South West University N. Rilski ( Bulgaria ) http://press.swu.bg/epub/

2 1.2 The Detectors Setup The detectors are mounted in two parallel planes, 4 in each. (fig. 2. ) The distance between the detectors planes is 1m. The signals from the detectors are connected to coincidence circuits, this way counting only cherenkov pulses from muons passing through pair of detectors one from the upper plane and other from the down plane is provided. 5 different angular intervals are determined using combinations of pairs of detectors connected to coincidence circuits. The outputs of the coincidence circuits are connected to counters which count the number of coincidences from each pair of detectors for 1 minute intervals. (In fact this is the number of cosmic rays muons, passing through the two detectors.) A 8 cm thick lead absorber layer is mounted between the two detector planes to reject the electron component of the cosmic rays. North fig.2 Placement of the detectos of the telescope. Direction Zenith angular interval Number of detector pairs Detectors Connected to Coincidence circuits Counters Vertical 25.6 o 25.6 o 4,, C1, C2, C3, C4, SouthNorth 0 45 o 2, C5, C6 NorthSouth 0 45 o 2, C9, C10 WestEast 0 45 o 2, C7, C8 EastWest 0 45 o 2, C11, C12 Table 1. Coincidence circuits and angular intervals

1.3 The registration part 3 The block schematic of the registration part is shown at fig.3 Each of the signals from the detectors is connected through a coaxial cable to a discriminator. The discriminators form 60 nanoseconds digital pulses if the incoming pulse exceeds the given for the discriminator threshold. The threshold can be regulated in the range 1550 mv. ( The actual threshold adjusted is 28 mv.) The formed pulses are led to the inputs of the coincidence circuits. The coincidence circuits consist of 12 fast AND logical elements, connected as drawn in the schematic. A pulse is formed at the output of a coincidence circuit if pulses appear at its input simultaneously. (When we have a particle passed both the detectors.) The outputs of the coincidence circuits are connected to the inputs of the counters circuit. The counters circuit has 12 binary 8bit counters and one 24 bit counter. The 8 bit counters count the pulses from the coincidence circuits for 15 s time intervals. The time intervals are determined by quartz stabilized timer. The value from each counters register is written in a file on a hard disc drive of the data acquisition personal computer after the time interval is finished, and counting for the next interval is started. The 24 bit counter counts every time interval the count rate of one of the detectors, and these data is used to control the proper operation of the detectors. The high voltage power supply provides stabilized voltage with low ripple amplitude to power the photomultiplier tubes. The main high voltage is regulated in the range 1500 1950 V. A separate regulated in 15 steps of 25 volts output is present for each of the photomultipliers. The data acquisition personal computer is a 586 family. The parallel port is used as an interface to the counters circuits. The software is working in any WINDOWS operational system and visualizes on the monitor screen each counter state, a relative plot of the count rate for the different angular components of the muon flux and writes the data in formatted ASCII files on the hard disk drive. The data are recorded on the hard disk of the data acquisition PC in three types of files. The raw data are the coincidence count rates for 15 seconds time intervals. The averaged data present the average count rate for each direction for 5 minute intervals, and its relative variations. The third type of data recorded is the individual dark count rate of each PMT for 15 second interval, once in 2 minutes. 2. Setting in operation and adjustment of the electronics. Main characteristics of the telescope. As each of the parts of the telescope has passed separate laboratory tests before delivering to the observatory, the first thing to do was to make some complete tests of the whole telescope, checking the oscilograms at the test points of the electronic circuits.

4 DETECTOR 1 UPPER PLANE DETECTOR 2 UPPER PLANE THRESHOLD C4 C1 C3 C2 COUNTERS C1C12 ( 8 bit for the coincidences ) C13 ( 24 bit control counter ) TIMER ( 60s or 30s quartz stabilized time intervals) PARALLEL PORT interface to PC DETECTOR 3 UPPER PLANE VERTICAL DETECTOR 4 UPPER PLANE C5 C9 REGISTERING PC (intel PII350 Mhz) DETECTOR 1 DOWN PLANE SN C6 NS C10 LOW VOLTAGE POWER SUPPLY DETECTOR 2 DOWN PLANE C7 C11 DETECTOR 3 DOWN PLANE C8 C12 HIGH VOLTAGE POWER SUPPLY DETECTOR 4 DOWN PLANE WE EW DISCRIMINATORS COINCIDENCE CIRCUITS fig.3 Blockschematic of the telescope registering part. After successful tests and check of the dark count rate of each detector, the optimal high voltage and the threshold of each discriminator was experimentally set. The count rate of each detector is of the order of ~ (38).10 4 min 1 (including the dark counts of the PMT), increasing the high voltage of the PMT increases its gain and makes the detector sensitivity greater, decreasing the threshold level also brings the efficiency of the detector higher. But both these factors rapidly increase the dark counts of the PMT, and the number of the random coincidences, in spite of the short pulse widths, becomes intolerable high. The number of random coincidences should be kept as low as possible, otherwise the statistical error of the telescope will be poored. Because of specific parameters of each of the PMT, (dark counts, gain are different for each PMT, although they are one and the same type, this is a restriction during their production there are always tolerances) the optimal high voltage and the discriminator threshold can be determined only by experiment. The dependencies of the single counting rates for each pair of detectors (one with the one above it) and the number of vertical coincidences per minute on the high voltage and on the discriminator threshold over the ranges 15001950 V, 15mV 50mV had to be taken

and the values for the operation of the given detector to be selected, looking for highest detectors efficiency and lowest random coincidences. The dependence of the count rate for the detector pairs counting the muon flux in vertical direction on the high voltage power supply of the photomultiplier tubes is presented on figure 4. 5 COINCIDENCE COUNTS PER 15 SECONDS 180 160 140 120 100 80 60 40 20 0 1200 1300 1400 1500 1600 1700 1800 1900 2000 HIGH VOLTAGE, VOLTS fig.4 Dependance on the count rate of the detector pairs on the high voltage power supply of the PMT. (discriminator threshold = 28 mv) The high voltage for each PMT was selected according this plot, taking in mind that the detectors should work with maximum efficiency, at the plateau (1700 1900 V) of the counting characteristic, but with minimum dark count rate. (also available as data and plot ) The energy threshold of the telescope is 0.5 GeV, and the count rate for each of the 4 pair of detectors measuring the intensity of the cosmic rays muons in vertical direction is 580 min 1. The statistical error of the telescope is better than 1% for 5 minutes and 0.4% for ½ hour time intervals and vertical component measurements. 3. First results. The barometric effect for cosmic rays muons is presented on fig.5. A clear negative correlation is visible, proving the proper operation of the device. Software for automatic pressure correction of the raw data is in process of development now.

6 fig.5 Plots of the measured intensity of the muon flux (vertical component, averaged for 5 minute intervals ) and the atmospheric pressure for December 2006. 4. Conclusion. The muon telescope is completely mounted and in continuous operation providing data since 1 st august 2006. Plots of the data are available online at the webpage of the observatory http://beodb.inrne.bas.bg/moussala/. The accuracy of the telescope is better than expected because of the higher muon flux intensity at this altitude, giving higher count rates and lower statistical errors. Acknowledgements The telescope was constructed and fully funded as a part of the FP6 BEOBAL project BEO Centre of Excellence Research Capacity Improvement for Sustainable Environment and Advanced Integration into ERA. References 1. E. Malamova, I. Angelov, I. Kalapov, K. Davidkov, J. Stamenov, Muon Cherenkov Telescope, Proceedings of 27 ICRC Hamburg 2001, p. 39523955 2. Merson, G. I., et all, Water Cerenkov Detector with Focusing, Questions of Nuclear Science and Techniques, 4, 1988 3. Dorman, L. I., Variations of Cosmic Rays, Publishing House for Technical and Theoretical Literature, Moscow 1957 4. Murzin, V. S., Physics of Cosmic Rays, Moscow University Publishing House, 1969 5. Dorman, L. I., Variations of Galactic Cosmic Rays, Moscow University Publishing House, 1975 Some pictures of the device are available at the last pages of this paper.

7 pic. 1. The cherenkov detectors from the upper plane during assembling. pic. 2. A photomultiplier tube with voltage divider and preamplifier (left) and a photomultipliers housing (right)

8 pic. 3. The discriminators coincidence circuits counters block. Pic. 4. A screen shot of the data acquisition program. The number of muons passing different pairs of detectors for a 15 seconds interval is counted and can be seen on the program window.