Sources of information on V  N : Associated production of Σ Strangeness exchange reactions  atoms  N scattering THE ASSOCIATED  PRODUCTION AND THE.

Slides:



Advertisements
Similar presentations
Survey of Issues Misak Sargsian Florida International University.
Advertisements

5.3.2 Fundamental Particles
Questions and Probems. Matter inside protoneutron stars Hydrostatic equilibrium in the protoneutron star: Rough estimate of the central pressure is: Note.
Nuclear “Pasta” in Compact Stars Hidetaka Sonoda University of Tokyo Theoretical Astrophysics Group Collaborators (G. Watanabe, K. Sato, K. Yasuoka, T.
Toshiki Maruyama (JAEA) Nobutoshi Yasutake (Chiba Inst. of Tech.) Minoru Okamoto (Univ. of Tsukuba & JAEA ) Toshitaka Tatsumi (Kyoto Univ.) Structures.
HL-3 May 2006Kernfysica: quarks, nucleonen en kernen1 Outline lecture (HL-3) Structure of nuclei NN potential exchange force Terra incognita in nuclear.
 ATOMS AND NUCLEON DENSITY DISTRIBUTIONS 1. Sources of information on V  N : 1.A Strangeness exchange reactions 1.B Associated production of Σ 1.C 
Ilona Bednarek Ustroń, 2009 Hyperon Star Model.
Strangeness barrierhttp://vega.bac.pku.edu.cn/rxxu R. X. Xu Renxin Xu School of Physics, Peking University ( ) 1 st bilateral meeting on “Quark and Compact.
1.Introduction 2.Exotic properties of K nuclei 3.To go forward (Future plan) 4.Summary Dense K nuclei - To go forward - KEK Nuclear KEK, ’06.Aug.3.
Isospin effect in the projectile fragmentation of calcium isotopes and a possible experimental observable? Chun-Wang Ma Department of Physics, Henan Normal.
Antiprotons for Nuclear Structure Investigations H. Lenske Institut für Theoretische Physik, U. Giessen.
F. Minato A, S. Chiba A, K. Hagino B A. Japan Atomic Energy Agency B. Tohoku Univ. Fission barrier of uranium including Λ hyperon Nucl.Phys.A831, 150 (2009)Nucl.
James Ritman Univ. Giessen PANDA: Experiments to Study the Properties of Charm in Dense Hadronic Matter Overview of the PANDA Pbar-A Program The Pbar Facility.
P461 - Nuclei I1 Properties of Nuclei Z protons and N neutrons held together with a short-ranged force  gives binding energy P and n made from quarks.
Lecture 10 Energy production. Summary We have now established three important equations: Hydrostatic equilibrium: Mass conservation: Equation of state:
TOPIC 1: Isotopes. Potassium % Potassium % Potassium % PROTONS ELECTRONS NEUTRONS There are 3 isotopes of K atoms.
Differences Between Nuclear and Chemical Reactions.
1 Chapter 31 Nuclear Physics and Radioactivity Nuclear Structure a)Proton - positive charge - mass x kg ≈ 1 u b) Neutron - discovered.
The structure of neutron star by using the quark-meson coupling model Heavy Ion Meeting ( ) C. Y. Ryu Soongsil University, Korea.
Chemical Ideas 2.1. A simple model of the atom.. What’s inside? In the nucleus? Protons And around the nucleus? Electrons Neutrons.
Nuclear Level Densities of Residual Nuclei from evaporation of 64 Cu Moses B. Oginni Ohio University SNP2008 July 9, 2008.
Catania, October 2012, THERMAL EVOLUTION OF NEUTRON STARS: Theory and observations D.G. Yakovlev Ioffe Physical Technical Institute, St.-Petersburg, Russia.
The structure of giant resonances in calcium and titanium isotopes. N.G.Goncharova, Iu.A.Skorodumina Skobelzyn Institute of Nuclear Physics, Moscow State.
One-proton Breakup of 24 Si and the 23 Al( p, γ ) 24 Si Reaction in Type I X-ray Bursts How can we measure capture cross-sections for 23 Al(p,γ) 24 Si.
Effects of self-consistence violations in HF based RPA calculations for giant resonances Shalom Shlomo Texas A&M University.
Nicolas Michel CEA / IRFU / SPhN Shell Model approach for two-proton radioactivity Nicolas Michel (CEA / IRFU / SPhN) Marek Ploszajczak (GANIL) Jimmy Rotureau.
Quantum calculation of vortices in the inner crust of neutron stars R.A. Broglia, E. Vigezzi Milano University and INFN F. Barranco University of Seville.
H. Lenske Institut für Theoretische Physik, U. Giessen Aspects of SU(3) Flavor Physics In-medium Baryon Interactions Covariant Density Functional Theory.
S=  原子核実験 T.Takahashi (KEK) 2007/11/11 J-PARC ハドロン実験施設ビームライン整備拡充に向け て.
Study of the QCD Phase Structure through High Energy Heavy Ion Collisions Bedanga Mohanty National Institute of Science Education and Research (NISER)
Extended optical model analyses of elastic scattering and fusion cross sections for 6, 7 Li Pb systems at near-Coulomb-barrier energies by using.
Neutral pion photoproduction and neutron radii Dan Watts, Claire Tarbert University of Edinburgh Crystal Ball and A2 collaboration at MAMI Eurotag Meeting.
Study of light kaonic nuclei with a Chiral SU(3)-based KN potential A. Dote (KEK) W. Weise (TU Munich)  Introduction  ppK - studied with a simple model.
Lecture 1 & 2 © 2015 Calculate the mass defect and the binding energy per nucleon for a particular isotope.Calculate the mass defect and the binding.
N* Production in α-p and p-p Scattering (Study of the Breathing Mode of the Nucleon) Investigation of the Scalar Structure of baryons (related to strong.
Limits of applicability of the currently available EoS at high density matter in neutron stars and core-collapse supernovae: Discussion comments Workshop.
Hyperon mixing in neutron star matter and universal many-body repulsion 2014/12/1 JPARC Y. Yamamoto Collaborators: T. Furumoto N. Yasutake Th.A. Rijken.
N. Itagaki Yukawa Institute for Theoretical Physics, Kyoto University.
Neutron enrichment of the neck-originated intermediate mass fragments in predictions of the QMD model I. Skwira-Chalot, T. Cap, K. Siwek-Wilczyńska, J.
Nuclear Symmetry Energy from QCD Sum Rule The 5 th APFB Problem in Physics, August 25, 2011 Kie Sang JEONG Su Houng LEE (Theoretical Nuclear and Hadron.
Interplay of antikaons with hyperons in nuclei and in neutron stars Interplay of antikaons with hyperons in nuclei and in neutron stars 13th International.
Effects of Brown-Rho scaling in nuclear matter, neutron stars and finite nuclei T.T.S. Kuo ★ ★ Collaborators: H. Dong (StonyBrook), G.E. Brown (StonyBrook)
Unitarity potentials and neutron matter at unitary limit T.T.S. Kuo (Stony Brook) H. Dong (Stony Brook), R. Machleidt (Idaho) Collaborators:
Many-body theory of Nuclear Matter and the Hyperon matter puzzle M. Baldo, INFN Catania.
Phys 102 – Lecture 27 The strong & weak nuclear forces.
Nucleon PDF inside Compressed Nuclear Matter Jacek Rozynek NCBJ Warsaw ‘‘Is it possible to maintain my volume constant when the pressure increases?” -
Three-body force effect on the properties of asymmetric nuclear matter Wei Zuo Institute of Modern Physics, Lanzhou, China.
Nuclear Isovector Equation-of-State (EOS) and Astrophysics Hermann Wolter Dep. f. Physik, LMU Topics: 1.Phase diagram of strongly interacting matter and.
Hybrid proto-neutron stars within a static approach. O. E. Nicotra Dipartimento di Fisica e Astronomia Università di Catania and INFN.
Reaction cross sections of carbon isotopes incident on proton and 12 C International Nuclear Physics Conference, Tokyo, Japan June 3-8, 2007 W. Horiuchi.
Important role of three-body repulsive force effect in nuclear reactions Takenori FURUMOTO (Osaka City Univ. ) 19th International IUPAP Conference on Few-Body.
Charged and Neutral Kaon correlations in Au-Au Collisions at sqrt(s_NN) = 200 GeV using the solenoidal tracker at RHIC (STAR) Selemon Bekele The Ohio State.
Structure of light Λ hypernuclei Emiko Hiyama (RIKEN)
1 11/20/13 21/11/2015 Jinniu Hu School of Physics, Nankai University Workshop on “Chiral forces and ab initio calculations” Nov. 20- Nov. 22,
Nuclear Physics, JU, Second Semester,
THE K + -NUCLEUS MICROSCOPIC OPTICAL POTENTIAL AND CALCULATIONS OF THE CORRESPONDING DIFFERENTIAL ELASTIC AND TOTAL REACTION CROSS SECTIONS V.K.LUKYANOV,
PHYS219 Fall semester 2014 Lecture 27: Nuclear Structure Dimitrios Giannios Purdue University PHYS 219 Final Exam Thursday; December 18, PM-3 PM.
Department of Physics, Sungkyunkwan University C. Y. Ryu, C. H. Hyun, and S. W. Hong Application of the Quark-meson coupling model to dense nuclear matter.
PHYS.NANKAI UNIVERSITY Relativistic equation of state of neutron star matter and supernova matter H. Shen H. Shen Nankai University, Tianjin, China 申虹.
By the end of this presentation, you should be able to: Select and use Coulomb’s law to determine the force of repulsion, and Newton’s law of gravitation.
Electric Dipole Response, Neutron Skin, and Symmetry Energy
Kernfysica: quarks, nucleonen en kernen
probability of surviving
Deeply Bound Mesonic States -Case of Kaon-
STRUCTURE OF ATOM AND NUCLEUS
Variational Calculation for the Equation of State
Nuclear Size Depends on probe and relevant physics.
u c s b d n Hadron & Nuclear Physics Particle Physics Quarks Leptons
Effects of the φ-meson on the hyperon production in the hyperon star
Presentation transcript:

Sources of information on V  N : Associated production of Σ Strangeness exchange reactions  atoms  N scattering THE ASSOCIATED  PRODUCTION AND THE NUCLEAR INTERACTION OF  HYPERONS J.Dąbrowski & J.Rożynek A.Sołtan Institute fot Nuclear Problems Kazimierz 2006

Associated production p  - P  P,   K ,  P K+ θ

V P0 = 46 MeV V Pls = 15 MeV R = 3.8 fm adjusted to proton separation energy and to the energies of the p1/2, p3/2, and s1/2 tates determined in (p,2p) and (e,e’) reactioms W  0   P W  0  2.5 MeV

A V  0 = -20 MeV B V  0 = 20 MeV C V  0 = 40 MeV D V  0 = 90 MeV E V  0 = 100 MeV [ MeV ] Kaon spectrum from (  -,K = ) on 28 Si at  K =6 o at p  =1.2 GeV/c. Data from P.K.Saha, et al., Phys.Rev.C 70, (2004).

Strangeness exchange reaction p  - P K  P, K   ,  P  + θ

Π+ spectrum in the (K-,π+) Brookhaven experiments. V Σ (r)=V Σ0 θ(R-r) V Σ0 =20 MeV V Σ0 =10 MeV V Σ0 = - 10/20 MeV R. Sawafta, Nucl. Phys. A585, 103c (1995); S.Bart et al., Phys.Rev.Lrtt. 83, 5238 (1999). JD and J.Rozynek, Acta Phys. Pol. 29B, 2147 (1998).

Σ ATOMS Coulomb Coulomb + strong Γ ε Γ Γ

Σ Atoms { -(h 2 /2  )  -V C (r)+V  (r)+iW  (r) }  = (E-iΓ/2)  LDA V  (  (r))+iW  (  (r))  –  { -(h 2 /2  )  -V C (r) }  0 = E 0  0 energy shift  = E o - E width    ATOMS  JD, J.Rozynek, G.S.Agnostatos, Eur.Phys.Journ.A 14, 125 (2002).

The Nijmegen  N Interaction V  N V  N (models D, F, SC, NSC ) V  N (  ) (effective interaction) Yamamoto et al. Progr.Theor.Phys. Suppl. 117, 241 (1994) LOB V()V() JD Phys.ReV.C 60, (1992)

V 0 for Nijmegen models D,F,SC,NSC JD Nucl.Phys. A691,58c (2001).

Summary 1.Our simple analysis of the associated production data suggests that the  s.p. potential U  inside the nuclear core is strongly repulsive ( ~ 100 MeV). * 2.On the other hand a similar analysis of the strangeness exchange data and our analysis of the  atomic data suggests that at nuclear matter densities appearing inside nuclei. U  is less repulsive ( ~ 20 MeV). Astrophysical consequences: stiffer EOS  greater masses of neutron stars