Evidence of a Sudden Increase in the Nuclear Size of Proton-Rich Silver-96 ✉ M
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Fundamental Stellar Parameters Radiative Transfer Stellar
Fundamental Stellar Parameters Radiative Transfer Stellar Atmospheres Equations of Stellar Structure Nuclear Reactions in Stellar Interiors Binding Energy Coulomb Barrier Penetration Hydrogen Burning Reactions Burning of Helium and Heavier Elements Element Abundances Creation of Elements Heavier than Iron Introduction Stellar evolution is determined by the reactions which take place within stars: Binding energy per nucleon determines the most stable isotopes • and therefore the most probable end products of fusion and fis- sion reactions. For fusion to occur, quantum mechanical tunneling through the • repulsive Coulomb barrier must occur so that the strong nuclear force (which is a short-range force) can take over and hold the two nuclei together. Hydrogen is converted to helium by the PP-Chain and CNO- • Cycle. In due course, helium is converted to carbon and oxygen through • the 3α-reaction. Other processes, such as neutron capture reactions, produce heav- • ier elements. Binding Energy Per Nucleon { I The general description of a nuclear reaction is I(A , Z ) + J(A , Z ) K(A , Z ) + L(A , Z ) i i j j ↔ k k ` ` where A is the baryon number, nucleon number or nuclear mass of nucleus N and • n Z is the nuclear charge of nucleus N. • n The nucleus of any element (or isotope) N is uniquely defined by the two integers An and Zn. Note also that anti-particles have the opposite charge to their corresponding particle. In any nuclear reaction, the following must be conserved: the baryon number (protons, neutrons and their anti-particles), • the lepton number (electrons, positrons, neutrinos and anti-neutrinos) and • charge. -
Redalyc.Projected Shell Model Description for Nuclear Isomers
Revista Mexicana de Física ISSN: 0035-001X [email protected] Sociedad Mexicana de Física A.C. México Sun, Yang Projected shell model description for nuclear isomers Revista Mexicana de Física, vol. 54, núm. 3, diciembre, 2008, pp. 122-128 Sociedad Mexicana de Física A.C. Distrito Federal, México Available in: http://www.redalyc.org/articulo.oa?id=57016055020 How to cite Complete issue Scientific Information System More information about this article Network of Scientific Journals from Latin America, the Caribbean, Spain and Portugal Journal's homepage in redalyc.org Non-profit academic project, developed under the open access initiative REVISTA MEXICANA DE FISICA´ S 54 (3) 122–128 DICIEMBRE 2008 Projected shell model description for nuclear isomers Yang Sun Department of Physics, Shanghai Jiao Tong University, Shanghai 200240, P.R. China, Joint Institute for Nuclear Astrophysics, University of Notre Dame, Notre Dame, Indiana 46545, USA. Recibido el 10 de marzo de 2008; aceptado el 7 de mayo de 2008 The study of nuclear isomer properties is a current research focus. To describe isomers, we present a method based on the Projected Shell Model. Two kinds of isomers, K-isomers and shape isomers, are discussed. For the K-isomer treatment, K-mixing is properly implemented in the model. It is found however that in order to describe the strong K-violation more efficiently, it may be necessary to further introduce triaxiality into the shell model basis. To treat shape isomers, a scheme is outlined which allows mixing those configurations belonging to different shapes. Keywords: Shell model; nuclear energy levels. Se estudian las propiedades de isomeros´ nucleares a traves´ del modelo de capas proyectadas. -
Chemistry 2100 In-Class Test 1(A)
NAME:____________________________ Student Number:______________________ Fall 2019 Chemistry 1000 Midterm #1B ____/ 65 marks INSTRUCTIONS: 1) Please read over the test carefully before beginning. You should have 5 pages of questions and a formula/periodic table sheet. 2) If your work is not legible, it will be given a mark of zero. 3) Marks will be deducted for incorrect information added to an otherwise correct answer. 4) Marks will be deducted for improper use of significant figures and for missing or incorrect units. 5) Show your work for all calculations. Answers without supporting calculations will not be given full credit. 6) You may use a calculator. 7) You have 90 minutes to complete this test. Confidentiality Agreement: I agree not to discuss (or in any other way divulge) the contents of this test until after 8:00pm Mountain Time on Thursday, October 10th, 2019. I understand that breaking this agreement would constitute academic misconduct, a serious offense with serious consequences. The minimum punishment would be a mark of 0/65 on this exam and removal of the “overwrite midterm mark with final exam mark” option for my grade in this course; the maximum punishment would include expulsion from this university. Signature: ___________________________ Date: _____________________________ Course: CHEM 1000 (General Chemistry I) Semester: Fall 2019 The University of Lethbridge Question Breakdown Spelling matters! Q1 / 4 Fluorine = F Fluorene = C13H10 Q2 / 4 Q3 / 6 Q4 / 4 Q5 / 6 Flourine = Q6 / 3 Q7 / 2 Q8 / 10 Q9 / 10 Q10 / 3 Q11 / 8 Q12 / 5 Total / 65 NAME:____________________________ Student Number:______________________ 1. Complete the following table. -
The FRIB Decay Station
The FRIB Decay Station WHITEPAPER The FRIB Decay Station This document was prepared with input from the FRIB Decay Station Working Group, Low-Energy Community Meetings, and associated community workshops. The first workshop was held at JINPA, Oak Ridge National Laboratory (January 2016) and the second at the National Superconducting Cyclotron Laboratory (January 2018). Additional focused workshops were held on γ-ray detection for fast beams at Argonne National Laboratory (November 2017) and stopped beams at Lawrence Livermore National Laboratory (June 2018). Contributors and Workshop Participants (24 institutions, 66 individuals) Mitch Allmond Miguel Madurga Kwame Appiah Scott Marley Greg Bollen Zach Meisel Nathan Brewer Santiago MunoZ VeleZ Mike Carpenter Oscar Naviliat-Cuncic Katherine Childers Neerajan Nepal Partha Chowdhury Shumpei Noji Heather Crawford Thomas Papenbrock Ben Crider Stan Paulauskas AleX Dombos David Radford Darryl Dowling Mustafa Rajabali Alfredo Estrade Charlie Rasco Aleksandra Fijalkowska Andrea Richard Alejandro Garcia Andrew Rogers Adam Garnsworthy KrZysZtof RykacZewski Jacklyn Gates Guy Savard Shintaro Go Hendrik SchatZ Ken Gregorich Nicholas Scielzo Carl Gross DariusZ Seweryniak Robert GrzywacZ Karl Smith Daryl Harley Mallory Smith Morten Hjorth-Jensen Artemis Spyrou Robert Janssens Dan Stracener Marek Karny Rebecca Surman Thomas King Sam Tabor Kay Kolos Vandana Tripathi Filip Kondev Robert Varner Kyle Leach Kailong Wang Rebecca Lewis Jeff Winger Sean Liddick John Wood Yuan Liu Chris Wrede Zhong Liu Rin Yokoyama Stephanie Lyons Ed Zganjar “Close collaborations between universities and national laboratories allow nuclear science to reap the benefits of large investments while training the next generation of nuclear scientists to meet societal needs.” – [NSAC15] 2 Table of Contents EXECUTIVE SUMMARY ........................................................................................................................................................................................ -
Chapter 2 Atoms, Molecules and Ions
Chapter 2 Atoms, Molecules and Ions PRACTICING SKILLS Atoms:Their Composition and Structure 1. Fundamental Particles Protons Electrons Neutrons Electrical Charges +1 -1 0 Present in nucleus Yes No Yes Least Massive 1.007 u 0.00055 u 1.007 u 3. Isotopic symbol for: 27 (a) Mg (at. no. 12) with 15 neutrons : 27 12 Mg 48 (b) Ti (at. no. 22) with 26 neutrons : 48 22 Ti 62 (c) Zn (at. no. 30) with 32 neutrons : 62 30 Zn The mass number represents the SUM of the protons + neutrons in the nucleus of an atom. The atomic number represents the # of protons, so (atomic no. + # neutrons)=mass number 5. substance protons neutrons electrons (a) magnesium-24 12 12 12 (b) tin-119 50 69 50 (c) thorium-232 90 142 90 (d) carbon-13 6 7 6 (e) copper-63 29 34 29 (f) bismuth-205 83 122 83 Note that the number of protons and electrons are equal for any neutral atom. The number of protons is always equal to the atomic number. The mass number equals the sum of the numbers of protons and neutrons. Isotopes 7. Isotopes of cobalt (atomic number 27) with 30, 31, and 33 neutrons: 57 58 60 would have symbols of 27 Co , 27 Co , and 27 Co respectively. Chapter 2 Atoms, Molecules and Ions Isotope Abundance and Atomic Mass 9. Thallium has two stable isotopes 203 Tl and 205 Tl. The more abundant isotope is:___?___ The atomic weight of thallium is 204.4 u. The fact that this weight is closer to 205 than 203 indicates that the 205 isotope is the more abundant isotope. -
Understanding the Astrophysical Origin of Silver, Palladium and Other Neutron-Capture Elements
Understanding the astrophysical origin of silver, palladium and other neutron-capture elements Camilla Juul Hansen M¨unchen 2010 Understanding the astrophysical origin of silver, palladium and other neutron-capture elements Camilla Juul Hansen Dissertation an der Fakult¨at f¨ur Physik der Ludwig–Maximilians–Universit¨at M¨unchen vorgelegt von Camilla Juul Hansen aus Lillehammer, Norwegen M¨unchen, den 20/12/2010 Erstgutachter: Achim Weiss Zweitgutachter: Joseph Mohr Tag der m¨undlichen Pr¨ufung: 22 M¨arz 2011 Contents 1 Introduction 1 1.1 Evolutionoftheformationprocesses . ..... 2 1.2 Neutron-capture processes: The historical perspective............ 5 1.3 Features and description of the neutron-capture processes.......... 7 1.4 Whatisknownfromobservations? . .. 9 1.5 Why study palladium and silver? . .. 15 1.6 Abiggerpicture................................. 16 2 Data - Sample and Data Reduction 19 2.1 Compositionofthesample . 19 2.1.1 Samplebiases .............................. 21 2.2 Datareduction ................................. 22 2.2.1 Fromrawtoreducedspectra. 22 2.2.2 IRAF versus UVES pipeline . 25 2.3 Merging ..................................... 26 2.3.1 Radialvelocityshift .......................... 27 3 Stellar Parameters 29 3.1 Methods for determining stellar parameters . ........ 29 3.2 Temperature................................... 30 3.2.1 Comparingtemperaturescales . 32 3.3 Gravity ..................................... 34 3.4 Metallicity.................................... 35 3.5 Microturbulence velocity, ξ .......................... -
STUDY of the NEUTRON and PROTON CAPTURE REACTIONS 10,11B(N, ), 11B(P, ), 14C(P, ), and 15N(P, ) at THERMAL and ASTROPHYSICAL ENERGIES
STUDY OF THE NEUTRON AND PROTON CAPTURE REACTIONS 10,11B(n, ), 11B(p, ), 14C(p, ), AND 15N(p, ) AT THERMAL AND ASTROPHYSICAL ENERGIES SERGEY DUBOVICHENKO*,†, ALBERT DZHAZAIROV-KAKHRAMANOV*,† *V. G. Fessenkov Astrophysical Institute “NCSRT” NSA RK, 050020, Observatory 23, Kamenskoe plato, Almaty, Kazakhstan †Institute of Nuclear Physics CAE MINT RK, 050032, str. Ibragimova 1, Almaty, Kazakhstan *[email protected] †[email protected] We have studied the neutron-capture reactions 10,11B(n, ) and the role of the 11B(n, ) reaction in seeding r-process nucleosynthesis. The possibility of the description of the available experimental data for cross sections of the neutron capture reaction on 10B at thermal and astrophysical energies, taking into account the resonance at 475 keV, was considered within the framework of the modified potential cluster model (MPCM) with forbidden states and accounting for the resonance behavior of the scattering phase shifts. In the framework of the same model the possibility of describing the available experimental data for the total cross sections of the neutron radiative capture on 11B at thermal and astrophysical energies were considered with taking into account the 21 and 430 keV resonances. Description of the available experimental data on the total cross sections and astrophysical S-factor of the radiative proton capture on 11B to the ground state of 12C was treated at astrophysical energies. The possibility of description of the experimental data for the astrophysical S-factor of the radiative proton capture on 14C to the ground state of 15N at astrophysical energies, and the radiative proton capture on 15N at the energies from 50 to 1500 keV was considered in the framework of the MPCM with the classification of the orbital states according to Young tableaux. -
Photofission Cross Sections of 232Th and 236U from Threshold to 8
Iowa State University Capstones, Theses and Retrospective Theses and Dissertations Dissertations 1972 Photofission cross sections of 232Th nda 236U from threshold to 8 MeV Michael Vincent Yester Iowa State University Follow this and additional works at: https://lib.dr.iastate.edu/rtd Part of the Nuclear Commons Recommended Citation Yester, Michael Vincent, "Photofission cross sections of 232Th nda 236U from threshold to 8 MeV " (1972). Retrospective Theses and Dissertations. 6137. https://lib.dr.iastate.edu/rtd/6137 This Dissertation is brought to you for free and open access by the Iowa State University Capstones, Theses and Dissertations at Iowa State University Digital Repository. It has been accepted for inclusion in Retrospective Theses and Dissertations by an authorized administrator of Iowa State University Digital Repository. For more information, please contact [email protected]. INFORMATION TO USERS This dissertation was produced from a microfilm copy of the original document. While the most advanced technological means to photograph and reproduce this document have been used, the quality is heavily dependent upon the quality of the original submitted. The following explanation of techniques is provided to help you understand markings or patterns which may appear on this reproduction. 1. The sign or "target" for pages apparently lacking from the document photographed is "Missing Page(s)". If it was possible to obtain the missing page(s) or section, they are spliced into the film along with adjacent pages. This may have necessitated cutting thru an image and duplicating adjacent pages to insure you complete continuity. 2. When an image on the film is obliterated with a large round black mark, it is an indication that the photographer suspected that the copy may have moved during exposure and thus cause a blurred image. -
Nucleosynthesis •Light Element Processes •Neutron Capture Processes •LEPP and P Nuclei •Explosive C-Burning •Explosive H-Burning •Degenerate Environments
Lecture 21: Nucleosynthesis •Light element processes •Neutron capture processes •LEPP and P nuclei •Explosive C-burning •Explosive H-burning •Degenerate environments Lecture 21: Ohio University PHYS7501, Fall 2017, Z. Meisel ([email protected]) Nuclear Astrophysics: Nuclear physics from dripline to dripline •The diverse sets of conditions in astrophysical environments leads to a variety of nuclear reaction sequences •The goal of nuclear astrophysics is to identify, reduce, and/or remove the nuclear physics uncertainties to which models of astrophysical environments are most sensitive A.Arcones et al. Prog.Theor.Part.Phys. (2017) 2 In the beginning: Big Bang Nucleosynthesis • From the expansion of the early universe and the cosmic microwave background (CMB), we know the initial universe was cool enough to form nuclei but hot enough to have nuclear reactions from the first several seconds to the first several minutes • Starting with neutrons and protons, the resulting reaction S. Weinberg, The First Three Minutes (1977) sequence is the Big Bang Nucleosynthesis (BBN) reaction network • Reactions primarily involve neutrons, isotopes of H, He, Li, and Be, but some reaction flow extends up to C • For the most part (we’ll elaborate in a moment), the predicted abundances agree with observations of low-metallicity stars and primordial gas clouds • The agreement between BBN, the CMB, and the universe expansion rate is known as the Concordance Cosmology Coc & Vangioni, IJMPE (2017) 3 BBN open questions & Predictions • Notable discrepancies exist between BBN predictions (using constraints on the astrophysical conditions provided by the CMB) and observations of primordial abundances • The famous “lithium problem” is the several-sigma discrepancy in the 7Li abundance. -
Vitae CHRISTOPHER H. GAMMONS
vitae CHRISTOPHER H. GAMMONS Ph.D. Geochemistry and Mineralogy, The Pennsylvania State University, 1988 B.S. Geology (High Honors, Magna Cum Laude, Phi Beta Kappa), Bates College, 1980 Professional Geologist, State of Wyoming, 1999 to present Dept. of Geological Engineering phone (W): (406) 496-4763 Montana Tech of the University of Montana phone (H): (406) 782-3179 Butte, Montana, 59701 FAX: (406) 496-4133 [email protected] Geology-Related Employment 2003-present Professor, Montana Tech, Dept. of Geological Engineering 2013-2016 Head of the Dept. of Geological Engineering, Montana Tech 1999-2003 Associate Professor, Montana Tech, Dept. of Geological Engineering 1997-1999 Assistant Professor, Montana Tech, Dept. of Geological Engineering 1993-1996 4/93 to 12/96: Research Associate/Faculty Lecturer, McGill University 1992-1993 2/92 to 4/93: Postdoctoral Research Fellow, Swiss Fed. Inst. Tech. (ETH) 1988-1991 11/88 to 11/91: Postdoctoral Research Fellow, Monash University, Australia 1979-1982 4/79 to 8/79; 6/80 to 11/80; 4/81 to 9/82: Exploration Geologist, Anaconda Minerals Co. Teaching Experience Classes I have taught include (19 different subjects): Hydrogeochemistry, Acid Rock Drainage, Environmental Geology, Geochemical Modeling, Hydrogeology, Introductory Petrology, Mineralogy and Petrology, Earth and Life History, Astrobiology and Evolution of the Early Earth, Economic Geology, Hydrothermal Ore Deposits, Advanced Topics in Economic Geology, Geothermal Systems, Isotope Geochemistry, Physical Geology, Geology of Montana, Introduction to Geologic Field Mapping, Field Geology (3 week summer course) and Field Hydrogeology (3 week summer course). I enjoy teaching, and have always received excellent student evaluations. This is true for introductory service classes, as well as graduate or upper level undergraduate courses. -
Radioactive Half-Life
Radioactive Half-Life In this lab we will measure the radioactive half-lives of two isotopes of silver. Along the way we will measure the background radioactivity due to cosmic rays. We will learn how to estimate the risk associated with exposure to radiation. RADIATION SAFETY This experiment involves the use of various radioactive sources, including a neutron howitzer containing an intensely radioactive plutonium source. The principal hazard is the (remote) possibility of contamination with plutonium leaking from the sealed source. The following rules should be followed in this lab, as in any lab where radioactive materials are present: 1. No eating or drinking in the lab. 2. Wash your hands at the end of the lab. I. Theory Background Radiation Whether we like it or not, we are constantly being bombarded by ionizing radiation from a variety of sources. A major source is cosmic rays which originate in supernovae. These very energetic primary cosmic rays interact with nuclei in the upper atmosphere and produce showers of secondary cosmic rays, a few of which reach the surface of the earth. (The cosmic radiation is twice as intense in Denver as in San Francisco, due to the difference in altitude.) Other sources of background radioactivity are radioactive elements in the concrete of this building and radon gas diffusing up out of the ground. This background rate is very low. We will measure it. Radioactivity of Silver Atoms The nuclei of most elements will readily absorb neutrons. The addition of another neutron to a given nucleus changes it to a different nuclear species, or isotope. -
Co-Production of Light and Heavy $ R $-Process Elements Via Fission
Draft version June 22, 2020 Typeset using LATEX twocolumn style in AASTeX62 Co-production of Light and Heavy r-process Elements via Fission Deposition Nicole Vassh,1 Matthew R. Mumpower,2, 3 Gail C. McLaughlin,4 Trevor M. Sprouse,5 and Rebecca Surman5, 3 1University of Notre Dame, Notre Dame, IN 46556, USA 2Theoretical Division, Los Alamos National Lab, Los Alamos, NM 87545, USA 3Joint Institute for Nuclear Astrophysics - Center for the Evolution of the Elements, USA 4North Carolina State University, Raleigh, NC 27695, USA 5University of Notre Dame, Notre Dame, Indiana 46556, USA ABSTRACT We apply for the first time fission yields determined across the chart of nuclides from the macroscopic- microscopic theory of the Finite Range Liquid Drop Model to simulations of rapid neutron capture (r-process) nucleosynthesis. With the fission rates and yields derived within the same theoretical framework utilized for other relevant nuclear data, our results represent an important step toward self- consistent applications of macroscopic-microscopic models in r-process calculations. The yields from this model are wide for nuclei with extreme neutron excess. We show that these wide distributions of neutron-rich nuclei, and particularly the asymmetric yields for key species that fission at late times in the r process, can contribute significantly to the abundances of the lighter heavy elements, specifically the light precious metals palladium and silver. Since these asymmetric yields correspondingly also deposit into the lanthanide region, we consider the possible evidence for co-production by comparing our nucleosynthesis results directly with the trends in the elemental ratios of metal-poor stars rich in r-process material.