1 A.I.Ryazanov, E.V.Semenov and A.Ferrari DPA calculations in irradiated graphite collimator materials under 7 TeV and 450 GeV proton beams 06.03.2015,

Slides:



Advertisements
Similar presentations
Stefan Roesler SC-RP/CERN on behalf of the CERN-SLAC RP Collaboration
Advertisements

Preliminary studies for T2 primary target for the NA61 fragmentation beam run 11 th October 2010 – NA61 Collaboration Meeting M. Calviani on behalf of.
Simulation of Neutrino Factory beam and quasielastic scattering off electrons in the near detector Yordan Karadzhov University of Sofia “St. Kliment Ohridski”
Anomalous Pion Production in High Energy Particle Collisions Alexander Bylinkin, Andrey Rostovtsev XV Moscow School of Physics XXXX ITEP Winter School.
Radiopharmaceutical Production
EXAMPLE DATA: Beam: K - ; E = 4,2 GeV ; m K =m p /2 Target: Hydrogen atoms; R nucleus =10 -5 R atom me = mp/2000.
Ion Beam Analysis techniques:
Particle Accelerators
Pion yield studies for proton drive beams of 2-8 GeV kinetic energy for stopped muon and low-energy muon decay experiments Sergei Striganov Fermilab Workshop.
Neutral Particles. Neutrons Neutrons are like neutral protons. –Mass is 1% larger –Interacts strongly Neutral charge complicates detection Neutron lifetime.
Particle Interactions
Radiation therapy is based on the exposure of malign tumor cells to significant but well localized doses of radiation to destroy the tumor cells. The.
Centre de Toulouse Radiation interaction with matter 1.
NEEP 541 Radiation Interactions Fall 2003 Jake Blanchard.
“Influence of atomic displacement rate on radiation-induced ageing of power reactor components” Ulyanovsk, 3 -7 October 2005 Displacement rates and primary.
Overview of ‘classical’ or ‘standardized’ DPA calculation stemming from the reactor world. Colin English NNL.
Chapter 2 Particle accelerators: From basic to applied research Rüdiger Schmidt (CERN) – Version E1.0.
Future usage of quasi-infinite depleted uranium target (BURAN) for benchmark studies Pavel Tichý Future usage of quasi-infinite depleted uranium target.
Exploring Parameter Space for Radiation Effects in SC Magnets FermilabAccelerator Physics Center Nikolai Mokhov Fermilab With contributions from A. Konobeyev,
Self-similarity of hadron production in pp and AA collisions at high energies D.A. Artemenkov, G.I. Lykasov, A.I. Malakhov Joint Institute for Nuclear.
Russian Research Center” Kurchatov Institute” Theoretical Modeling of Track Formation in Materials under Heavy Ion Irradiation Alexander Ryazanov “Basic.
Radiation damage calculation in PHITS
BES-III Workshop Oct.2001,Beijing The BESIII Luminosity Monitor High Energy Physics Group Dept. of Modern Physics,USTC P.O.Box 4 Hefei,
Charged Kaon Production Yield Studies with Stretcher Sergei Striganov Fermilab Future of Kaon Physics at Fermilab August 21, Fermilab.
1 Russian Research Center” Kurchatov Institute” Alexander Ryazanov Charge State Effects of Radiation Damage on Microstructure Evolution in Dielectric Materials.
David Argento (some aspects of) cosmogenic nuclide production.
Radioactive Material Review. What determines the atoms identity?
COHERENT BREMSSTRAHLUNG OF RELATIVISTIC ELECTRONS UNDER THE EXTERNAL ACOUSTIC FIELD A.R. Mkrtchyan Institute of Applied Problems in Physics, NAS, Armenia.
Recent Studies on ILC BDS and MERIT S. Striganov APD meeting, January 24.
Nuclear  -Radiation in Peripheral HIC at LHC V.L.Korotkikh, L.I. Sarycheva Moscow State University, Scobeltsyn Institute of Nuclear Physics CMS meeting,
What part of an atom is the arrow pointing to? A. proton B. electron C. neutron D. shell E. nucleus.
G.I. SmirnovMaterials for Collimators and Beam Absorbers, Simulating radiation damage effects in LHC collimators (code development status)
Ondřej Svoboda Nuclear Physics Institute, Academy of Sciences of Czech Republic Department of Nuclear Reactors, Faculty of Nuclear Sciences and Physical.
1 Neutron Effective Dose calculation behind Concrete Shielding of Charge Particle Accelerators with Energy up to 100 MeV V. E Aleinikov, L. G. Beskrovnaja,
Russian Research Center” Kurchatov Institute” Shock wave propagation near 450 GeV and 7 TeV proton beams in LHC collimator materials Alexander Ryazanov.
Numerical Model of an Internal Pellet Target O. Bezshyyko *, K. Bezshyyko *, A. Dolinskii †,I. Kadenko *, R. Yermolenko *, V. Ziemann ¶ * Nuclear Physics.
Bremsstrahlung of fast electron on graphene
Radiation study of the TPC electronics Georgios Tsiledakis, GSI.
A. Dokhane, PHYS487, KSU, 2008 Chapter1- Neutron Reactions 1 NEWS Lecture1: Chapter 0 is already on my Website.
Workshop on AstroParticle Physics, WAPP 2009 Bose Institute, Darjeeling, December 2009 Extensive Air Showers and Astroparticle Physics Observations and.
Marina Golubeva, Alexander Ivashkin Institute for Nuclear Research RAS, Moscow AGeV simulations with Geant4 and Shield Geant4 with Dpmjet-2.5 interface.
EuCARD-2 is co-funded by the partners and the European Commission under Capacities 7th Framework Programme, Grant Agreement EuCARD2 ColMat HDED.
Alex Howard PH-SFT LCG-PV 10 th May 2006 Neutron Benchmark for Geant4 using TARC – initial status 1)TARC – experimental set-up and aims 2)Geant4 Simulation.
Unit 13: The nucleus of an atom We know that atoms are composed of electrons, protons and neutrons. Protons and neutrons together (i.e. the nucleus) are.
Spallation Eric Pitcher Head of Target Division February 19, 2016.
Summer Student Practice, 2009, JINR Dubna1 Neutron spectroscopy by time of flight method and determination of neutron beam Prepared by: Sameh Hassan, Yomna.
Analysis of    production ► Data taking ► Reaction identification ► Results for double polarization observable F ► Summary Based on data taken in the.
N_TOF EAR-1 Simulations The “γ-flash” A. Tsinganis (CERN/NTUA), C. Guerrero (CERN), V. Vlachoudis (CERN) n_TOF Annual Collaboration Meeting Lisbon, December.
Neutron double differential distributions, dose rates and specific activities from accelerator components irradiated by 50 – 400 MeV protons F. Cerutti.
National Research Centre ”Kurchatov Institute”
Relativistic Kinematics for the Binding Energy of Nuclear Reactions
Scientific investigations performed at RRC KI for
National Research Center” Kurchatov Institute”
Reminder of few basic facts about displacements per atom (dpa)
Isotopes.
PHYS 3446 – Lecture #14 Energy Deposition in Media Particle Detection
The Structure of the Atom
JOINT INSTITUTE FOR NUCLEAR RESEARCH
4. Two protons in an atomic nucleus are typically separated by a distance of 2 × 10–15 m. The electric repulsion force between the protons is huge, but.
Atomic Particles Particle Charge Mass # Location Electron -1
Russian Research Center “ Kurchatov Institute”
Isotopes.
Performed experiments Nuclotron – set up ENERGY PLUS TRANSMUTATION
Nuclear Reactions.
The Measurement of Forward Particle Production in LHC
Isotopes.
Atomic Structure Review Foldable
Radiation damage in Diamond
Parts of the Atom.
PHYS 3446 – Lecture #14 Energy Deposition in Media Particle Detection
Presentation transcript:

1 A.I.Ryazanov, E.V.Semenov and A.Ferrari DPA calculations in irradiated graphite collimator materials under 7 TeV and 450 GeV proton beams , CERN, Geneva, Switzerland National Research Centre” Kurchatov Institute” European Organization for Nuclear Research

2 Energy flux of secondary protons formed in graphite at different distances along the beam of 7 TeV protons , CERN, Geneva, Switzerland

3 Energy flux of secondary electrons formed in graphite at different distances along the beam of 7 TeV protons , CERN, Geneva, Switzerland

4 Energy flux of secondary charged pi-mesons formed in graphite at different distances along the beam of 7 TeV protons , CERN, Geneva, Switzerland

5 Cumulative energy flux of secondary neutrons formed in graphite at different distances along the beam 7 TeV protons , CERN, Geneva, Switzerland

6 Displacement cross-section , CERN, Geneva, Switzerland - Differential cross-section of secondary particles (neutrons and others) with kinetic energy E to interact with target graphite atom, that will have energy T. ν (T) is the cascade function (number of collisions created by primary knock-on atom with energy T), i is the index of summation over various nuclear reaction channels.

, CERN, Geneva, Switzerland

8 Cascade function , CERN, Geneva, Switzerland are atomic numbers of incident and target atoms, respectively, and - Bohr radius, and - displacement energy, are atomic masses of incident and target atoms, respectively,

The crystal structure of graphite showing the ABAB stacking sequence of graphene planes in which the carbon atoms have three fold coordination , CERN, Geneva, Switzerland The value of E d lies between 24 and 60 eV. (E d =25eV)

10 Differential cross-section of electrons and charged pions , CERN, Geneva, Switzerland McKinley and Feshbach formula for low-Z materials

11 Displacement cross-section of secondary neutrons formed in graphite under 7 TeV proton beam irradiation , CERN, Geneva, Switzerland

12 Displacement generation rate of point defect production , CERN, Geneva, Switzerland G d = n p is the total number of protons in a bunch(1.1*10 11 ), τ is the time gap between bunches (26 ns), Ф(Е) is the energy spectrum of secondary particles having energy E and interacting with graphite atoms, σ d (E) is the cross section of defect formation with the secondary particle energy E.

13 Displacement rate of DPA produced by secondary protons at different distances along the beam of 7 TeV protons per each bunch , CERN, Geneva, Switzerland

14 Displacement rate of DPA produced by secondary pions at different distances along the beam of 7 TeV protons per each bunch , CERN, Geneva, Switzerland

15 Displacement rate of DPA produced by secondary neutrons under 7 TeV proton beam irradiation per each bunch , CERN, Geneva, Switzerland

16 The spectrum of pions (π - ) produced in graphite at different distances along the beam of 450 GeV protons (FLUKA) , CERN, Geneva, Switzerland

17 Displacement cross sections for secondary pions with energies up to 450 GeV in graphite , CERN, Geneva, Switzerland

Cross section of defect formation for secondary π – mesons in graphite near 450 GeV proton beam

19 Generation rate of primary radiation point defects (DPA) in graphite versus energy of pions at different distances along the beam of 450 GeV protons per each bunch , CERN, Geneva, Switzerland

20 The spectrum of secondary relativistic electrons produced in graphite at different distances along the beam of 450 GeV protons (FLUKA) , CERN, Geneva, Switzerland

21 Displacement cross sections for secondary electrons with energies up to 450 GeV in graphite , CERN, Geneva, Switzerland

22 Generation rate of primary radiation point defects (DPA) in graphite versus energy of secondary electrons at different distances along the beam of 450 GeV protons per each bunch , CERN, Geneva, Switzerland

23 Energy spectra of secondary neutrons formed as a result of interaction of 450 GeV proton beam with graphite along beam axis , CERN, Geneva, Switzerland

24 Generation rate of point defect formation (DPA) under irradiation by secondary neutrons along axis of 450 GeV proton beam , CERN, Geneva, Switzerland

25 Conclusion Maximum of displacement rates for 7 TeV protons correspond to the following secondary particles: Protons – dpa/s per proton bunch Pions – 0.11 dpa/s per proton bunch Neutrons – dpa/s per proton bunch Maximum of displacement rates for 450 GeV protons correspond to the following secondary particles: Electrons – 4e-3 dpa/s per proton bunch Pions – 4.3e-3 dpa/s per proton bunch Neutrons – 4e-3 dpa/s per proton bunch

26 Thank you very much for your attention! Thank you very much for your attention!