History of Long-Baseline Accelerator Neutrino Experiments∗
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New Projects in Underground Physics
NEW PROJECTS IN UNDERGROUND PHYSICS MAURY GOODMAN High Energy Physics Division Argonne National Laboratory Argonne IL 60439 E-mail: [email protected] ABSTRACT A large fraction of neutrino research is taking place in facilities underground. In this paper, I review the underground facilities for neutrino research. Then I discuss ideas for future reactor experiments being considered to measure θ13 and the UNO proton decay project. 1. Introduction Large numbers of particle physicists first went underground in the early 1980’s to search for nucleon decay. Atmospheric neutrinos were a background to those experiments, but the study of atmospheric neutrinos has spearheaded tremendous progress in our understanding of the neutrino. Since neutrino cross sections, and hence event rates are fairly small, and backgrounds from cosmic rays often need to be minimized to measure a signal, many more other neutrino experiments are found underground. This includes experiments to measure solar ν’s, atmospheric ν’s, reactor ν’s, accelerator ν’s and neutrinoless double beta decay. In the last few years we have seen remarkable progress in understanding the neu- trino. Compelling evidence for the existence of neutrino mixing and oscillations has been presented by Super-Kamiokande1) in 1998, based on the flavor ratio and zenith angle distribution of atmospheric neutrinos. That interpretation is supported by anal- 2) arXiv:hep-ex/0307017v1 8 Jul 2003 yses of similar data from IMB, Kamiokande, Soudan 2 and MACRO. And 2002 was a miracle year for neutrinos, with the results from SNO3) and KamLAND4) solving the long standing solar neutrino puzzle and providing evidence for neutrino oscilla- tions using both neutrinos from the sun and neutrinos from nuclear reactors. -
CERN Celebrates Discoveries
INTERNATIONAL JOURNAL OF HIGH-ENERGY PHYSICS CERN COURIER VOLUME 43 NUMBER 10 DECEMBER 2003 CERN celebrates discoveries NEW PARTICLES NETWORKS SPAIN Protons make pentaquarks p5 Measuring the digital divide pl7 Particle physics thrives p30 16 KPH impact 113 KPH impact series VISyN High Voltage Power Supplies When the objective is to measure the almost immeasurable, the VISyN-Series is the detector power supply of choice. These multi-output, card based high voltage power supplies are stable, predictable, and versatile. VISyN is now manufactured by Universal High Voltage, a world leader in high voltage power supplies, whose products are in use in every national laboratory. For worldwide sales and service, contact the VISyN product group at Universal High Voltage. Universal High Voltage Your High Voltage Power Partner 57 Commerce Drive, Brookfield CT 06804 USA « (203) 740-8555 • Fax (203) 740-9555 www.universalhv.com Covering current developments in high- energy physics and related fields worldwide CERN Courier (ISSN 0304-288X) is distributed to member state governments, institutes and laboratories affiliated with CERN, and to their personnel. It is published monthly, except for January and August, in English and French editions. The views expressed are CERN not necessarily those of the CERN management. Editor Christine Sutton CERN, 1211 Geneva 23, Switzerland E-mail: [email protected] Fax:+41 (22) 782 1906 Web: cerncourier.com COURIER Advisory Board R Landua (Chairman), P Sphicas, K Potter, E Lillest0l, C Detraz, H Hoffmann, R Bailey -
About Testing Nu Mu Oscillation with Dm2 Smaller Than 0.001 Ev2 With
2 About testing νµ oscillation with ∆m smaller than 0.001 eV2 with the CERN Proton Synchrotron P. F. Loverre, R. Santacesaria, F. R. Spada Universit`a“La Sapienza” and Istituto Nazionale di Fisica Nucleare (INFN) Rome, Italy – Submitted to The European Physical Journal C Abstract We study the feasibility of a long–baseline neutrino experiment from CERN to Gran Sasso LNGS Laboratories using the CERN PS accelerator. Baseline and neutrino energy spectrum are suitable to explore a region of the (∆m2, sin2 2θ) parameters space which is not reached by K2K, the first experiment that will test at accelerator the atmospheric neutrino anomaly put in evidence by Super–Kamiokande. The recent Super–Kamiokande measurements of atmospheric neutrino arXiv:hep-ex/9911043v1 29 Nov 1999 fluxes [1] favour νµ → ντ (or νµ → νx) oscillations, with almost maximal mixing and ∆m2 in the range (5 ÷ 60) · 10−4 eV2. The first test of this atmospheric neutrino anomaly at accelerator will be performed in Japan by the K2K [2] experiment. K2K has recently started taking data using a neutrino beam generated by the KEK 12–GeV Pro- ton Synchrotron directed toward the Super–Kamiokande detector, which is placed about 250 Km away from KEK. The K2K experiment, owing to an L/E ratio of order 250/1 (Km/GeV), explores via disappearance νµ oscilla- tions down to ∆m2 ∼ 2 · 10−3 eV2. The same ∆m2 region can be explored with higher sensitivity with the high energy neutrino beams of FNAL (NuMI – MINOS experiment [3,4]) and 1 CERN (CERN – Gran Sasso LNGS beam [5]). -
K2K Cross Section Studies
K2K Cross Section Studies Rik Gran U. Minnesota Duluth 0. K2K experiment and NEUT interaction code 1. NC single p0/(All CC) in 1KT Cherenkov detector 2. CC-Coherent Pion Production in SciBar detector 3. MA-QE from shape fit to SciFi detector data Motivations Improve Neutrino Cross Sections knowledge of Cross Sections (Lipari 1995) En (GeV) Cross Sections and Nuclear Effects are important for extracting oscillation parameters from nu-mu disappearance nu-e appearance experiments. K2K oscillation result K2K beamline at KEK in Tsukuba, Japan OperK2Kated frneutom ri1999no osci to 2004llation experiment Al target 12 GeV PS 200m fast extraction every 2.2sec beam spill width 1.1s ( 9 bunches ) ~6x1012 protons/spill K2K beam and near detectors 98% pure n beam target materials: H2O, HC, Fe n energies SciFi Water Target at the K2K near detectors En (GeV) The NEUT neutrino interaction model Charged current quasi-elastic n + N -> l + N' Neutral current elastic n + N -> n + N CC/NC single p (h,K) resonance n + N -> l(n) + N' + p NC coherent pion (not CC !) n + A -> n + A + p0 CC/NC deep inelastic scattering n + q -> l(n) + had Cross-sections Total (NC+CC) n = neutrino (e, or t) ) V CC Total e l = lepton (e, or t) G / 2 m c CC quasi-elastic 8 3 - 0 1 From 100 MeV to 10 TeV ( DIS E / CC single π (cosmic ray induced neutrinos too!) σ NC single π0 Eν (GeV) More about the interaction models Quasi-elastic follows Llewelyn-Smith using dipole form factors and MAQE = 1.1 GeV (For neutrino beam, target is always neutron) Resonance production from Rein and Sehgal 18 resonances, MA1p = 1.1 GeV (Coherent pion production also from Rein and Sehgal) Deep inelastic Scattering from GRV94 PYTHIA/JETSET for hadron final states Bodek-Yang correction in Resonance-DIS overlap region Description and references available in Ch. -
Experimental Froniers in Nucleon Decay
Experimental Fron/ers in Nucleon Decay Ed Kearns, Boston University froner Hyper-K 10 35 LAr20 LAr10 10 34 Super-K 10 33 Lifetime Sensitivity (90% CL) IMB 10 32 1995 2000 2005 2010 2015 2020 2025 2030 2035 2040 Year ∼ 0.5 Mt yr exposure Star/ng /me? Guess 1 decade from now. by Super-K before next Adjust star/ng /me as you wish. generaon experiments 2 What moves us towards the froners? v Connue exposure v Improve analysis Super-K v Search in new channels v Next generaon experiments • Detector R&D NNN • Experiment proposals Hyper-Kamiokande 560 kton water cherenkov 99K PMTs (20% coverage) LBNE 10/20 kton LAr TPC surface/underground? GLACIER/LBNO 20 kton LAr TPC 2-phase LENA 51 kton liquid scin/llator 30,000 PMTs 3 How to improve exis/ng analyses v Sensi/vity is based on: v Achieve: higher efficiency, lower background rate v Also important: improve accuracy of model (signal and/or BG) (which may increase or reduce sensi/vity) v Also: reduce systemac uncertainty v None of this is easy – gains will be small and hard fought v Increased exposure – gains are now minimal 4 Super-Kamiokande I Time(ns) < 952 952- 962 962- 972 972- 982 982- 992 992-1002 1002-1012 Simple signature: back-to-back 1012-1022 1022-1032 1032-1042 reconstruc/on of EM showers. 1042-1052 1052-1062 1062-1072 1072-1082 1082-1092 Efficiency ∼45% dominated by >1092 0 670 nuclear absorp/on of π 536 402 268 Low background ∼0.2 events/100 ktyr in SK 134 0 0 500 1000 1500 2000 Times (ns) Relavely insensi/ve to PMT density. -
Status of the Opera Experiment∗
Vol. 37 (2006) ACTA PHYSICA POLONICA B No 7 STATUS OF THE OPERA EXPERIMENT ∗ R. Zimmermann on behalf of the OPERA Collaboration Institut für Experimentalphysik, Universität Hamburg D-22761 Hamburg, Germany (Received May 15, 2006) In this article the physics motivation and the detector design of the OPERA experiment will be reviewed. The construction status of the de- tector, which will be situated in the CNGS beam from CERN to the Gran Sasso laboratory, will be reported. A survey on the physics performance will be given and the physics plan in 2006 will be presented. PACS numbers: 14.60.Pq 1. Introduction The CNGS project is designed to search for the νµ ντ oscillation in the parameter region indicated by the SuperKamiokande,↔ Macro and Soudan2 atmospheric neutrino analysis [1–3]. The main goal is to find ντ appearance by direct detection of the τ from ντ CC interactions. One will also search for the subleading νµ νe oscillations, which could be observed if θ13 is close to the present limit↔ from CHOOZ [4] and PaloVerde [5]. In order to reach these goals a νµ beam will be sent from CERN to Gran Sasso. In the Gran Sasso laboratory, the OPERA experiment (CNGS1) is under construction. At the distance of L = 732 km between the CERN and the Gran Sasso laboratory the νµ flux of the beam is optimized to yield a maximum num- ber of CC ντ interactions at Gran Sasso. With a mean beam energy of E = 17 GeV the contamination with ν¯µ is around 2% and with νe (ν¯e) is less than 1%. -
April 2003 $4.95
SOLVING THE NEUTRINO MYSTERY • RECOGNIZING ANCIENT LIFE APRIL 2003 $4.95 WWW.SCIAM.COM James D.Watson discusses DNA, the brain, designer babies and more as he reflects on Grid Computing’s Unbounded Potential Ginkgo Biloba Will Mount Etna and Memory Explode Tomorrow? Delivering Drugs with Implanted Chips COPYRIGHT 2003 SCIENTIFIC AMERICAN, INC. april 2003 contentsSCIENTIFIC AMERICAN Volume 288 Number 4 features ASTROPHYSICS 40 Solving the Solar Neutrino Problem BY ARTHUR B. MCDONALD, JOSHUA R. KLEIN AND DAVID L. WARK After 30 years, physicists fathom the mystery of the missing neutrinos: the phantom particles change en route from the sun. BIOTECHNOLOGY 50 Where a Pill Won’t Reach BY ROBERT LANGER Implanted microchips, embedded polymers and ultrasonic blasts of proteins will deliver next-generation medicines. 66 James D. Watson VOLCANOLOGY 58 Mount Etna’s Ferocious Future BY TOM PFEIFFER Europe’s most active volcano grows more dangerous, but slowly. CELEBRATING THE GENETIC JUBILEE 66 A Conversation with James D. Watson The co-discoverer of DNA’s double helix reflects on the molecular model that changed both science and society. LIFE SCIENCE 70 Questioning the Oldest Signs of Life BY SARAH SIMPSON Researchers are reevaluating how they identify traces left by life in ancient rocks on earth—and elsewhere in the solar system. INFORMATION TECHNOLOGY 78 The Grid: Computing without Bounds BY IAN FOSTER Powerful global networks of processors and storage may end the era of self-contained computing. MEDICINE 86 The Lowdown on Ginkgo Biloba BY PAUL E. GOLD, LARRY CAHILL AND GARY L. WENK This herbal supplement may slightly improve your memory—but so can eating a candy bar. -
Determination of the Νµ-Spectrum of the CNGS Neutrino Beam by Studying Muon Events in the OPERA Experiment
Determination of the νµ-spectrum of the CNGS neutrino beam by studying muon events in the OPERA experiment Diplomarbeit der Philosophisch-naturwissenschaftlichen Fakultät der Universität Bern vorgelegt von Claudia Borer 2008 Leiter der Arbeit: Prof. Dr. Urs Moser Laboratorium für Hochenergiephysik Contents Introduction 1 1 Neutrino Physics 3 1.1 History of the Neutrino . 3 1.2 The Standard Model of particles and interactions . 6 1.3 Beyond the Standard Model . 12 1.3.1 Sources for neutrinos . 14 1.3.2 Two avour neutrino oscillation in vacuum . 14 1.3.3 Three avour neutrino oscillation in vacuum . 17 1.3.4 Neutrino oscillation in matter . 20 2 The OPERA experiment 23 2.1 Expected physics performance . 24 2.1.1 Signal detection eciency . 24 2.1.2 Expected background . 25 2.1.3 Sensitivity to νµ → ντ oscillations . 26 2.2 The CNGS neutrino beam . 27 2.3 The OPERA detector . 28 2.3.1 Emulsion target . 29 2.3.2 The Target Tracker . 31 2.3.3 The muon spectrometers . 33 2.3.4 The veto system . 35 2.3.5 Data acquisition system (DAQ) . 37 3 Analysis methods 39 3.1 Kalman ltering . 39 3.2 Monte Carlo samples . 42 3.3 Producing histogramms . 46 3.4 Unfolding method based on Bayes' Theorem . 47 i ii CONTENTS 4 Physical results 51 Conclusion 57 A Two avour neutrino oscillation in vacuum 59 Acknowledgement 61 List of Figures 63 List of Tables 65 Bibliography 67 Introduction The Standard Model (SM) of particles and interactions successfully describes particle physics. In the last years growing evidence has been established, indicating that the SM must be extended to possibly include new physics. -
Summary of the Second Workshop on Liquid Argon Time Projection Chamber Research and Development in the United States
FERMILAB-CONF-15-149-ND Preprint typeset in JINST style - HYPER VERSION Summary of the Second Workshop on Liquid Argon Time Projection Chamber Research and Development in the United States R. Acciarria, M. Adamowskia, D. Artripb, B. Ballera, C. Brombergc, F. Cavannaa;d, B. Carlsa, H. Chene, G. Deptucha, L. Epprecht f , R. Dharmapalang W. Foremanh A. Hahna, M. Johnsona, B. J. P. Jones i, T. Junka, K. Lang j, S. Lockwitza, A. Marchionnia, C. Maugerk, C. Montanaril, S. Mufsonm, M. Nessin, H. Olling Backo, G. Petrillop, S. Pordesa, J. Raafa, B. Rebela, G. Sininsk, M. Soderberga;q, N. Spoonerr, M. Stancaria, T. Strausss, K. Teraot , C. Thorne, T. Topea, M. Toupsi, J. Urheimm, R. Van de Waterk, H. Wangu, R. Wassermanv, M. Webers, D. Whittingtonm, T. Yanga aFermi National Accelerator Laboratory, Batavia, IL 60510, USA bResearch Catalytics, USA cMichigan State University, East Lansing, MI 48824, USA dYale University, New Haven, CT 06520, USA eBrookhaven National Laboratory, Upton, NY 11973, USA f ETH Zürich, 8092 Zürich, Switzerland gArgonne National Laboratory, Argonne, IL, 60439, USA hUniversity of Chicago, Chicago, IL 60637, USA iMassachusetts Institute of Technology, Cambridge, MA 02139, USA jUniversity of Texas at Austin, TX 78712, USA kLos Alamos National Laboratory, Los Alamos, NM 87545, USA lIstituto Nazionale di Fisica Nucleare, Pavia 6-27100, Italy mIndiana University, Bloomington, IN 47405, USA nCERN, 1217 Meyrin, Switzerland oPrinceton University, Princeton, NJ 08544, USA pUniversity of Rochester, Rochester, NY 14627, USA qSyracuse University, NY 13210, USA rUniversity of Sheffield, Sheffield, South Yorkshire S10 2TN, UK sUniversity of Bern, 3012 Bern, Switzerland t Columbia University, New York, NY 10027, USA uUniversity of California Los Angeles, Los Angeles, CA 90095, USA vColorado State University, Fort Collins, CO 80523, USA – 1 – Operated by Fermi Research Alliance, LLC under Contract No. -
CERN Courier Is Distributed to Member-State Governments, Institutes and Laboratories Affiliated with CERN, and to Their Personnel
I n t e r n at I o n a l J o u r n a l o f H I g H - e n e r g y P H y s I c s CERN COURIERV o l u m e 4 6 n u m b e r 9 n o V e m b e r 2 0 0 6 OPERA makes its grand debut ACCELERATORS COMPUTING NEWS INTERVIEW Laser-wakefield device Business signs up to Stephen Hawking pays reaches 1 GeV p5 work with EGEE p12 a visit to CERN p28 CCENovCover1.indd 1 18/10/06 08:53:59 CERN & ProCurve Networking 15 petabytes of data And a network that can handle it “CERN uses ProCurve Switches because we generate a colossal amount of data, making dependability a top priority.” —David Foster, Communication Systems Group Leader, CERN CERN has joined with ProCurve to build their network based on high-performance security, reliability and flexibility, along with a lifetime warranty.* From the world’s largest applications, to a company-wide email, just think what ProCurve could do for your network. Get a closer look at CERN and the world’s biggest physics experiment. Visit www.hp.com/eur/procurvecern1 *For as long as you own the product, with next-business-day advance replacement (available in most countries). For details, refer to the ProCurve Software License, Warranty and Support booklet at www.hp.com/rnd/support/warranty/index.htm The ProCurve Routing Switch 9300m series, ProCurve Routing Switch 9408sl, ProCurve Switch 8100fl series, and the ProCurve Access Control Server 745wl have a one-year- warranty with extensions available. -
Long Baseline Neutrino Oscillation Experiments 1 Introduction 2
Long Baseline Neutrino Oscillation Experiments Mark Thomson Cavendish Laboratory Department of Physics JJ Thomson Avenue Cambridge, CB3 0HE United Kingdom 1 Introduction In the last ten years the study of the quantum mechanical e®ect of neutrino os- cillations, which arises due to the mixing of the weak eigenstates fºe; º¹; º¿ g and the mass eigenstates fº1; º2; º3g, has revolutionised our understanding of neutrinos. Until recently, this understanding was dominated by experimental observations of at- mospheric [1, 2, 3] and solar neutrino [4, 5, 6] oscillations. These measurements have been of great importance. However, the use of naturally occuring neutrino sources is not su±cient to determine fully the flavour mixing parameters in the neutrino sector. For this reason, many of the current and next generation of neutrino experiments are based on high intensity accelerator generated neutrino beams. The ¯rst generation of these long-baseline (LBL) neutrino oscillation experiments, K2K, MINOS and CNGS, are the main subject of this review. The next generation of LBL experiments, T2K and NOºA, are also discussed. 2 Theoretical Background For two neutrino weak eigenstates fº®; º¯g related to two mass eigenstates fºi; ºjg, by a single mixing angle θij, it is simple to show that the survival probability of a neutrino of energy Eº and flavour ® after propagating a distance L through the vacuum is à ! 2 2 2 2 1:27¢mji(eV )L(km) P (º® ! º®) = 1 ¡ sin 2θij sin ; (1) Eº(GeV) 2 2 2 where ¢mji is the di®erence of the squares of the neutrino masses, mj ¡ mi . -
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