UNIVERSITY of CALIFORNIA RIVERSIDE Experimental Design
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Positronium and Positronium Ions from T
674 Nature Vol. 292 20 August 1981 antigens, complement allotyping and Theoretically the reasons for expecting of HLA and immunoglobulin allotyping additional enzyme markers would clarify HLA and immunoglobulin-gene linked data together with other genetic markers the point. associations with immune response in and environmental factors should allow Although in the face of the evidence general and autoimmune disease in autoimmune diseases to be predicted presented one tends to think of tissue particular are overwhelming: HLA-DR exactly. However, there is still a typing at birth (to predict the occurrence of antigens (or antigens in the same considerable amount of analysis of both autoimmune disease) or perhaps even chromosome area) are necessary for H LA-region genes and lgG-region genes to before one goes to the computer dating antigen handling and presentation by a be done in order to achieve this goal in the service, there are practical scientific lymphoid cell subset; markers in this region general population. reasons for being cautious. For example, (by analogy with the mouse) are important In Japanese families, the occurrence of Uno et a/. selected only 15 of the 30 for interaction ofT cells during a response; Graves' disease can be exactly predicted on families studied for inclusion without immunoglobulin genes are also involved in the basis of HLA and immunoglobulin saying how or why this selection was made. T-cell recognition and control; HLA-A,-B allotypes, but it is too early to start wearing Second, lgG allotype frequencies are very and -C antigens are important at the "Are you my H LA type?" badges outside different in Caucasoid and Japanese effector arm of the cellular response; and Japan. -
Sp0103 32-36 Gaughan
Atomic Unique Atomic Spectroscopy Aims at Answering a Universal Question Richard Gaughan There is far more matter cover the detailed properties of the than antimatter in our antiproton. In 1930 Paul Dirac theoretically pre- universe, but scientists dicted the existence of these antimatter don’t know enough particles, which are the exact opposite of about the properties of common particles. The positron was ex- perimentally verified in 1932, while the antimatter to understand _ antiproton (p) was not observed until why. By spectroscopically 1955. Why did it take so long to experi- analyzing atoms created mentally identify the antiproton? One reason is that it is essentially nonexistent when antiprotons collide in our earthly environment, and it can with helium, physicists only be produced in particle accelerators at CERN are measuring more powerful than those required to produce positrons. the properties of The absence of antimatter was not a antimatter with subject of much concern until physicists unprecedented accuracy. began to improve our understanding of the origin of the universe. The early uni- verse, filled with dense energy, almost instantaneously expanded to the point where matter condensed from the initial PHOTODISC INCORPORATED PHOTODISC sea of energy. So where is the problem? e live in a universe con- The problem is that our current un- structed from atoms com- derstanding predicts that as the universe posed of light, negatively cooled, both matter and antimatter charged electrons orbiting should have been produced in roughly Wpositively charged protons and un- equivalent quantities. Something has to charged neutrons (both heavy). We account for the observed matter pre- know now that our universe could have dominance in today’s universe, and sci- been predominantly composed of anti- entists around the world are searching matter — atoms with light, positively for possibilities. -
First Search for Invisible Decays of Ortho-Positronium Confined in A
First search for invisible decays of ortho-positronium confined in a vacuum cavity C. Vigo,1 L. Gerchow,1 L. Liszkay,2 A. Rubbia,1 and P. Crivelli1, ∗ 1Institute for Particle Physics and Astrophysics, ETH Zurich, 8093 Zurich, Switzerland 2IRFU, CEA, University Paris-Saclay F-91191 Gif-sur-Yvette Cedex, France (Dated: March 20, 2018) The experimental setup and results of the first search for invisible decays of ortho-positronium (o-Ps) confined in a vacuum cavity are reported. No evidence of invisible decays at a level Br (o-Ps ! invisible) < 5:9 × 10−4 (90 % C. L.) was found. This decay channel is predicted in Hidden Sector models such as the Mirror Matter (MM), which could be a candidate for Dark Mat- ter. Analyzed within the MM context, this result provides an upper limit on the kinetic mixing strength between ordinary and mirror photons of " < 3:1 × 10−7 (90 % C. L.). This limit was obtained for the first time in vacuum free of systematic effects due to collisions with matter. I. INTRODUCTION A. Mirror Matter The origin of Dark Matter is a question of great im- Mirror matter was originally discussed by Lee and portance for both cosmology and particle physics. The Yang [12] in 1956 as an attempt to preserve parity as existence of Dark Matter has very strong evidence from an unbroken symmetry of Nature after their discovery cosmological observations [1] at many different scales, of parity violation in the weak interaction. They sug- e.g. rotational curves of galaxies [2], gravitational lens- gested that the transformation in the particle space cor- ing [3] and the cosmic microwave background CMB spec- responding to the space inversion x! −x was not the trum. -
Collision of a Positron with the Capture of an Electron from Lithium and the Effect of a Magnetic Field on the Particles Balance
chemosensors Article Collision of a Positron with the Capture of an Electron from Lithium and the Effect of a Magnetic Field on the Particles Balance Elena V. Orlenko 1,* , Alexandr V. Evstafev 1 and Fedor E. Orlenko 2 1 Theoretical Physics Department, Institute of Physics, Nanotechnology and Telecommunication, Peter the Great Saint Petersburg Polytechnic University, 195251 St. Petersburg, Russia; [email protected] 2 Scientific and Educational Center for Biophysical Research in the Field of Pharmaceuticals, Saint Petersburg State Chemical Pharmaceutical University (SPCPA), 197376 St. Petersburg, Russia; [email protected] * Correspondence: [email protected]; Tel.: +7-911-762-7228 Abstract: The processes of scattering slow positrons with the possible formation of positronium play an important role in the diagnosis of both composite materials, including semiconductor materials, and for the analysis of images obtained by positron tomography of living tissues. In this paper, we consider the processes of scattering positrons with the capture of an electron and the formation of positronium. When calculating the cross-section for the capture reaction, exchange effects caused by the rearrangement of electrons between colliding particles are taken into account. Comparison of the results of calculating the cross-section with a similar problem of electron capture by a proton showed that the mass effect is important in such a collision process. The loss of an electron by a lithium atom is more effective when it collides with a positron than with a proton or alpha particles. The dynamic equilibrium of the formation of positronium in the presence of a strong magnetic Citation: Orlenko, E.V.; Evstafev, A.V.; field is considered. -
Particle Nature of Matter
Solved Problems on the Particle Nature of Matter Charles Asman, Adam Monahan and Malcolm McMillan Department of Physics and Astronomy University of British Columbia, Vancouver, British Columbia, Canada Fall 1999; revised 2011 by Malcolm McMillan Given here are solutions to 5 problems on the particle nature of matter. The solutions were used as a learning-tool for students in the introductory undergraduate course Physics 200 Relativity and Quanta given by Malcolm McMillan at UBC during the 1998 and 1999 Winter Sessions. The solutions were prepared in collaboration with Charles Asman and Adam Monaham who were graduate students in the Department of Physics at the time. The problems are from Chapter 3 The Particle Nature of Matter of the course text Modern Physics by Raymond A. Serway, Clement J. Moses and Curt A. Moyer, Saunders College Publishing, 2nd ed., (1997). Coulomb's Constant and the Elementary Charge When solving numerical problems on the particle nature of matter it is useful to note that the product of Coulomb's constant k = 8:9876 × 109 m2= C2 (1) and the square of the elementary charge e = 1:6022 × 10−19 C (2) is ke2 = 1:4400 eV nm = 1:4400 keV pm = 1:4400 MeV fm (3) where eV = 1:6022 × 10−19 J (4) Breakdown of the Rutherford Scattering Formula: Radius of a Nucleus Problem 3.9, page 39 It is observed that α particles with kinetic energies of 13.9 MeV or higher, incident on copper foils, do not obey Rutherford's (sin φ/2)−4 scattering formula. • Use this observation to estimate the radius of the nucleus of a copper atom. -
ANTIMATTER a Review of Its Role in the Universe and Its Applications
A review of its role in the ANTIMATTER universe and its applications THE DISCOVERY OF NATURE’S SYMMETRIES ntimatter plays an intrinsic role in our Aunderstanding of the subatomic world THE UNIVERSE THROUGH THE LOOKING-GLASS C.D. Anderson, Anderson, Emilio VisualSegrè Archives C.D. The beginning of the 20th century or vice versa, it absorbed or emitted saw a cascade of brilliant insights into quanta of electromagnetic radiation the nature of matter and energy. The of definite energy, giving rise to a first was Max Planck’s realisation that characteristic spectrum of bright or energy (in the form of electromagnetic dark lines at specific wavelengths. radiation i.e. light) had discrete values The Austrian physicist, Erwin – it was quantised. The second was Schrödinger laid down a more precise that energy and mass were equivalent, mathematical formulation of this as described by Einstein’s special behaviour based on wave theory and theory of relativity and his iconic probability – quantum mechanics. The first image of a positron track found in cosmic rays equation, E = mc2, where c is the The Schrödinger wave equation could speed of light in a vacuum; the theory predict the spectrum of the simplest or positron; when an electron also predicted that objects behave atom, hydrogen, which consists of met a positron, they would annihilate somewhat differently when moving a single electron orbiting a positive according to Einstein’s equation, proton. However, the spectrum generating two gamma rays in the featured additional lines that were not process. The concept of antimatter explained. In 1928, the British physicist was born. -
Precision Physics with Low-Energy Antiprotons — from Antiproton Decelerator to Flair∗
Vol. 41 (2010) ACTA PHYSICA POLONICA B No 2 PRECISION PHYSICS WITH LOW-ENERGY ANTIPROTONS — FROM ANTIPROTON DECELERATOR TO FLAIR∗ Eberhard Widmann Stefan Meyer Institute, Austrian Academy of Sciences Boltzmanngasse 3, 1090 Vienna, Austria (Received January 5, 2010) Experiments with low-energy antiprotons are currently performed at the Antiproton Decelerator of CERN. The main experiments deal with the spectroscopy of antiprotonic helium, an exotic three-body system, and the formation and spectroscopy of antihydrogen. A next generation facility FLAIR (Facility for Low-energy Antiproton Research) is planned at the FAIR facility, generating a factor 100 higher flux of stopped antiprotons and also offering continuous antiprotons beam, which will enable nuclear and particle physics type experiments. DOI:10.5506/APhysPolB.41.249 PACS numbers: 36.10.Gv, 11.30.Er, 14.20.Dh, 39.30.+w 1. Introduction The physics with low-energy antiprotons currently concentrates on pre- cision spectroscopy of antiprotonic atoms and antihydrogen. The reason for that is given by the characteristics of the only low-energy antiproton beam available currently at the Antiproton Decelerator (AD) of CERN. The AD [1,2] produces pulses of 3–5 × 107 antiprotons of 5.3 MeV kinetic energy every 90–120 second, which makes the beam only usable to be trapped in Penning traps or stopped in low-density gas targets. Two collaborations working at the AD, ATRAP [3] and ALPHA [4], have as goal to produce an- tihydrogen, the simplest atom consisting only of antimatter, from its charged constituents by trapping antiprotons and positrons in Pennning traps, to trap the resulting antihydrogen in a neutral-atom trap and to perform 1S–2S laser spectroscopy. -
Antiprotonic Helium and CPT Invariance
IOP PUBLISHING REPORTS ON PROGRESS IN PHYSICS Rep. Prog. Phys. 70 (2007) 1995–2065 doi:10.1088/0034-4885/70/12/R01 Antiprotonic helium and CPT invariance Ryugo S Hayano1, Masaki Hori1, Dezso˝ Horvath´ 2,4 and Eberhard Widmann3 1 Department of Physics, University of Tokyo, 7-3-1 Hongo, Bunkyo-ku, Tokyo 113-0033, Japan 2 KFKI Research Institute for Particle and Nuclear Physics, H-1525 Budapest, Hungary 3 Stefan Meyer Institute for Subatomic Physics, Boltzmanngasse 3, A-1090 Vienna, Austria E-mail: [email protected] Received 12 March 2007, in final form 31 July 2007 Published 1 November 2007 Online at stacks.iop.org/RoPP/70/1995 Abstract We review recent progress in the laser and microwave spectroscopy of antiprotonic helium atoms (pHe¯ + ≡ e− − p¯ − He++) carried out at CERN’s Antiproton Decelerator facility (AD). Laser transitions were here induced between Rydberg states (n, ) and (n ± 1, − 1) of pHe¯ + (n ∼ 40 and n − 1 being the principal and orbital angular momentum quantum numbers of the antiproton orbit). Successive refinements in the experimental techniques improved the fractional precision on the pHe¯ + frequencies from 3 parts in 106 to ∼1 part in 108. These included a radiofrequency quadrupole decelerator, which reduced the energy of the antiprotons from 5.3 MeV (the energy of the beam emerging from AD) to ∼100 keV. This enabled the production of pHe¯ + in ultra-low density targets, where collisional effects with other helium atoms are negligible. A continuous wave pulse-amplified dye laser, stabilized against a femtosecond optical frequency comb, was then used to measure the pHe¯ + frequencies with ppb-scale precision. -
And Muonium (Mu)
The collision between positronium (Ps) and muonium (Mu) Hasi Ray*,1,2,3 1Study Center, S-1/407, B. P. Township, Kolkata 700094, India 2Department of Physics, New Alipore College, New Alipore, Kolkata 700053, India 3National Institute of T.T.T. and Research, Salt Lake City, Kolkata 700106, India E-mail: [email protected] Abstract. The collision between a positronium (Ps) and a muonium (Mu) is studied for the first time using the static-exchange model and considering the system as a four-center Coulomb problem in the center of mass frame. An exact analysis is made to find the s-wave elastic phase-shifts, the scattering-lengths for both singlet and triplet channels, the integrated/total elastic cross section and the quenching cross section due to ortho to para conversion of Ps and the conversion ratio. 1. Introduction The importance of the studies on positron (e+) and positronium (Ps) is well known [1,2]. The Ps is an exotic atom which is itself its antiatom and the lightest isotope of hydrogen (H); its binding energy is half and Bohr radius is twice that of H. The muonium (Mu) is a bound system of a positive muon (μ+) and an electron (e−) and also a hydrogen-like exotic atom. Its nuclear mass is one-ninth (1/9) the mass of a proton; the ionization potential and the Bohr radius are very close to hydrogen atom. Mu was discovered by Hughes [3] in 1960 through observation of its characteristic Larmor precession in a magnetic field. Since then research on the fundamental properties of Mu has been actively pursued [4-8], as has also the study of muonium collisions in gases muonium chemistry and muonium in solids [9]. -
Experiments with Hydrogen - Discovery of the Lamb Shift
Pre-Lamb experiment Lamb experiment Post-Lamb experiment Summary Experiments with hydrogen - discovery of the Lamb shift Haris Ðapo Relativistic heavy ion seminar, October 26, 2006 Pre-Lamb experiment Lamb experiment Post-Lamb experiment Summary Outline 1 Pre-Lamb experiment The beginning (Bohr’s formula) Fine structure (Dirac’s equation) Zeeman effect and HFS 2 Lamb experiment Phys. Rev. 72, 241 (1947) Phys. Rev. 72, 339 (1947) 3 Post-Lamb experiment New results High-Z experiment Other two body systems Theory 4 Summary Future Pre-Lamb experiment Lamb experiment Post-Lamb experiment Summary The beginning why hydrogen? "simple" object, only tho bodies: proton and electron easy to test theories ⇒ established and ruled out many Pre-Lamb experiment Lamb experiment Post-Lamb experiment Summary The beginning why hydrogen? "simple" object, only tho bodies: proton and electron easy to test theories ⇒ established and ruled out many 1885 Balmer’s simple equation for fourteen lines of hydrogen 1887 fine structure of the lines, Michelson and Morley 1900 Planck’s quantum theory Pre-Lamb experiment Lamb experiment Post-Lamb experiment Summary Bohr’s formula 1913 Bohr derived Balmer’s formula point-like character and quantization lead to: Z 2hcRy E = − n n2 Ry is Rydberg wave number Pre-Lamb experiment Lamb experiment Post-Lamb experiment Summary Rydberg constant two-photon Doppler-free spectroscopy of hydrogen and deuterium measurement of two or more transitions 2000 uv optics microwave 1995 Date of publications 1990 CODATA, 1998 0 2·10−4 4·10−4 6·10−4 -
Disappearance of Positronium Into Extra Dimensions
Disappearance of positronium into extra dimensions Bachelor thesis (theoretical) physics Supervisor: Author: Prof. dr. R.G.E. Timmermans Guus Avis Second Corrector: S2563355 Dr. ir. C.J.G. Onderwater June, 2016 Abstract In this bachelor thesis, it is discussed whether the search for invisible decay of positronium could in the near future be used to test models with extra di- mensions. To this end, the energy spectrum and decay modes of positronium are discussed. An introduction to different models with extra dimensions is given and it is discussed how positronium could disappear due to the existence of extra dimensions. Limits from other processes on this disappearance rate are acquired and compared to experimental sensitivity which is realistic to obtain in the near future. It is concluded that it is very unlikely that this search for extra dimensions will be viable in the near future because there is too large a discrepancy between the limits and the aspired sensitivity. Contents 1 Structure of positronium 4 1.1 What is positronium? . 4 1.2 Central potential . 5 1.3 Wave functions . 7 2 Energy corrections 10 2.1 Perturbation theory . 10 2.2 Relativistic correction . 10 2.3 Spin-orbit interaction . 12 2.4 Spin-spin interaction . 15 2.5 Virtual annihilation . 18 2.6 Spectrum of positronium . 23 3 Decay of positronium 25 3.1 Transition probability . 25 3.2 Decay modes . 28 3.3 Lifetime . 30 4 Extra dimensions 33 4.1 Compactification and brane worlds . 33 4.2 Models with extra dimensions and their motivation . 34 4.2.1 Kaluza-Klein theory . -
Energies and Relativistic Corrections for the Metastable States of Antiprotonic Helium Atoms
VOLUME 79, NUMBER 18 PHYSICAL REVIEW LETTERS 3NOVEMBER 1997 Energies and Relativistic Corrections for the Metastable States of Antiprotonic Helium Atoms V. I. Korobov Joint Institute for Nuclear Research, 141980, Dubna, Russia D. D. Bakalov Institute for Nuclear Research and Nuclear Energy, Tsarigradsko chaussée 72, Sofia 1784, Bulgaria (Received 16 April 1997) We present accurate results for the energy levels of antiprotonic helium atoms with the relativistic and QED corrections of order a4mc2 taken into account. These results reduce the discrepancy between theory and experiment to about 5–10 ppm and rigorously confirm Condo’s model of metastability for the long-lived fraction of antiprotonic helium. The present level of precision enables the unambiguous ascription of quantum numbers to all of the transition lines observed so far. [S0031-9007(97)04162-8] PACS numbers: 36.10.–k, 31.15.Ar Over the past few years a new experimental program The antiprotonic helium atom consists of three particles: has been launched [1] following the discovery that a a helium nucleus, an electron, and an antiproton which sub- fraction of the antiprotons stopped in a helium target stitutes the second electron of the helium atom. The non- survive for a surprisingly long time (tens of microseconds) relativistic Hamiltonian (in atomic units e hÅ me [2]. As suggested by Condo [3] more than 20 years ago, 1) can be written in Jacobian coordinates as the longevity of antiprotons in helium is explained by the 1 1 2 1 2 existence of metastable states of the exotic atom He1pÅ . H 2 DR 2 Dr 2 1 2 , (1) 2M 2m rHe rpÅ R In these states the antiproton, after having substituted one 21 21 21 21 21 of the electrons of the neutral helium atom, settles in where M MHe 1 MpÅ and m me 1 sMHe 1 21 a nearly circular orbit sn, ld with the principal quantum MpÅ d , r is the position vector of the electron with respect number n close to the value MyMe ø 38, where M to the center of mass of the heavy particles, rHe and rpÅ are is the reduced mass of pÅ .