99 Years from Discovery : What is our current picture on Cosmic Rays? #6 How cosmic rays travel to Earth? Presented by Nahee Park
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2 99 Years from Discovery : What is our current picture on Cosmic Rays? #6 How cosmic rays travel to Earth? Presented by Nahee Park
3 #5 How do Cosmic Rays gain their energy? I. Acceleration mechanism of CR II. Nature-made-accelerator in the universe & measurements
4 #5 How do Cosmic Rays gain their energy? I. Acceleration mechanism of CR -Fermi s acceleration theory : getting energy from encounters with moving magnetic field - Shock acceleration II. Nature-made-accelerator in the universe & measurements - Conditions for accelerate site Magnetic field to contain cosmic rays, Shock wave - Galactic cosmic rays : Supernova Clues from fluxes and gamma-ray sources - Extragalactic cosmic rays : Umm...AGN? Clues from anisotropy
5 #6 How cosmic rays travel to Earth? I. Itinerary of galactic cosmic rays II. Clues in the measurements III.Itinerary of extragalactic cosmic rays
6 Let s start from galactic cosmic rays Galactic Cosmic Rays Up to ~ ev Mostly accepted to be accelerated by Supernova Remnant
7 Let s start from galactic cosmic rays Galactic Cosmic Rays Galactic Cosmic Rays Up to ~ ev Mostly accepted to be accelerated by Supernova Remnant Extragalactic Cosmic Rays
8 Itinerary of Galactic Cosmic Rays source
9 Itinerary of Galactic Cosmic Rays acceleration site in galaxy source
10 Itinerary of Galactic Cosmic Rays acceleration site in galaxy source magnetic field Matter Photon field
11 Itinerary of Galactic Cosmic Rays Tycho 8k ~ 9.8k L.Y. 130k L.Y. SN k L.Y. 27k L.Y. IC443 5k L.Y.
12 Let s think about the scale 1 AU * 1 Astronomical Unit = meter = mile (c.f. length ratio between hair to Sears tower : ~ 10 6 )
13 Let s think about the scale 5.2 AU 1.5 AU ~10 AU ~30 AU ~19 AU 30~49 AU 1 AU * 1 Astronomical Unit = meter = mile (c.f. length ratio between hair to Sears tower : ~ 10 6 )
14 Let s think about the scale 5.2 AU 1.5 AU ~10 AU ~30 AU ~19 AU 30~49 AU 6.8 light hour = LY 1 AU * 1 Astronomical Unit = meter = mile (c.f. length ratio between hair to Sears tower : ~ 10 6 )
15 Let s think about the scale 5.2 AU 1.5 AU ~10 AU ~30 AU ~19 AU 30~49 AU 6.8 light hour = LY 1 AU * 1 Astronomical Unit = meter = mile (c.f. length ratio between hair to Sears tower : ~ 10 6 ) Earth Jupiter Saturn Uranus Neptune Pluto
16 Let s think about the scale 5.2 AU 1.5 AU ~10 AU ~30 AU ~19 AU 30~49 AU 6.8 light hour = LY 1 AU * 1 Astronomical Unit = meter = mile (c.f. length ratio between hair to Sears tower : ~ 10 6 ) Earth Jupiter Saturn Uranus Neptune 200~300 pc 8.5 kpc Pluto 65 kly =20 kpc
17 Propagation Theory Propagation Theory 200~300 pc 8.5 kpc 20 kpc Original amount at source Amount of CR measured at Earth From source to the Earth Convection Re-acceleration Decay : Change into other species Energy Loss : Energy loss ( matter, magnetic field, photon field) Diffusion : Scattering ( mainly magnetic field ) Spallation : Nuclear interaction destroying CR ( matter )
18 Propagation Theory Propagation Theory 200~300 pc 8.5 kpc 20 kpc Original amount at source All possible thing that can happen (Diffusion + re-acceleration + spallation ( +/- ) + decay + energy loss + convection) + = Amount of CR measured at Earth From source to the Earth Convection Re-acceleration Decay : Change into other species Energy Loss : Energy loss ( matter, magnetic field, photon field) Diffusion : Scattering ( mainly magnetic field ) Spallation : Nuclear interaction destroying CR ( matter )
19 Propagation Theory Interactions... Charged particle cosmic rays Coulomb scattering Ionization loss Cherenkov light Our knowledge on interactions Bremsstrahlung Interactions with special conditions Synchrotron radiation (with magnetic field) Transition Radiation (when matter changes) Inverse Compton Scattering (with photon-field) Annihilation (when it meets anti-matter) Our knowledge on the Galaxy Decays (for particular type of particles) Electromagnetic Radiation Photoelectric effect Compton scattering Pair production
20 Clues from the measurements Secondary to Primary ratio Lithium, Beryllium, Boron... Radioactive Clocks Diffused gamma-ray emission Anti-particles Anti-proton, positron Different interaction histories between electron and hadron
21 At GeV range Secondary to Primary Ratio Due to interaction between cosmic rays and matter in the galaxy, there should be some result (secondary particles) traveling to Earth If acceleration happens before traveling Longer journey Will have more interaction fluxes of secondary Energy
22 At GeV range Secondary to Primary Ratio Due to interaction between cosmic rays and matter in the galaxy, there should be some result (secondary particles) traveling to Earth If acceleration happens before traveling Longer journey Will have more interaction fluxes of secondary Energy
23 Secondary to Primary Ratio Simon et al., 1990 result from CRN- Chicago egg
24 Secondary to Primary Ratio Simon et al., 1990 result from CRN- Chicago egg
25 Secondary to Primary Ratio Simon et al., 1990 result from CRN- Chicago egg
26 Radioactive Clock Unstable nuclei Known stories about 10 Be 10 Be-> 10 B : half-life of 1.36 x 10 6 years Probability to create 10 Be from interaction 10 Be Other unstable nuclei 26 Al : 7.4 x 10 5 years 36 Cl : 3.1 x 10 5 years 59 Ni : 8.0 x 10 4 years 54 Mn : 303 days
27 Diffuse Gamma-ray Interaction between cosmic rays with matter in the galaxy will create gamma-ray Matter Distribution of gamma-ray should match with distribution of matter in the galaxy Fluxes of gamma-ray and our understanding of galaxy and interactions should agree
28 Diffuse Gamma-ray electron Proton Nuclear interaction π 0 decay gamma-ray Bremsstrahlung gamma-ray Matter Interaction between cosmic rays with matter in the galaxy will create gamma-ray Distribution of gamma-ray should match with distribution of matter in the galaxy Fluxes of gamma-ray and our understanding of galaxy and interactions should agree
29 Diffused gamma-ray (2) 8.5 kpc 200~300 pc 20 kpc dust sky map visible light sky map
30 Diffused gamma-ray (2) dust sky map visible light sky map
31 Diffused gamma-ray (2) dust sky map visible gamma light ray sky sky map
32 Diffused gamma-ray (3) Result from fermi gamma-ray telescope
33 Anti-particle Positron Anti-proton Light nucleus Nuclear Interaction High energy proton Decay γ π 0 γ νμ (νμ ) π + (π - ) neutron Light nucleus neutron μ + (μ - )
34 Different histories between e - & nuclei Proton and heavier nuclei Source site of CR Electron creation and acceleration propagation solar modulation Source site of CR creation and acceleration propagation solar modulation
35 Different histories between e - & nuclei Proton and heavier nuclei Source site of CR diffusion spallation loss by decay or interaction Electron creation and acceleration propagation solar modulation Source site of CR creation and acceleration propagation solar modulation
36 Different histories between e - & nuclei Proton and heavier nuclei Source site of CR diffusion spallation loss by decay or interaction Electron creation and acceleration propagation solar modulation Source site of CR diffusion secondary production loss by interaction creation and acceleration propagation solar modulation
37 Extragalactic cosmic rays Extragalactic Cosmic Rays Bending radius of charged particle in this energy region (10 20 ev) is ~ size of galaxy Probably extragalactic Somewhere ~ ev to higher (10 20 ev?) Acceleration by? Bottom-up scenario Top-bottom scenario Propagation Greisen-Zatsepin-Kuzmin cutoff (GZK cutoff, 1966) ev cosmic rays cannot travel further than ~ 13 Mpc due to interactions with cosmic microwave background (CMB)
38 Extragalactic cosmic rays Extragalactic Cosmic Rays Galactic Cosmic Rays Extragalactic Cosmic Rays Bending radius of charged particle in this energy region (10 20 ev) is ~ size of galaxy Probably extragalactic Somewhere ~ ev to higher (10 20 ev?) Acceleration by? Bottom-up scenario Top-bottom scenario Propagation Greisen-Zatsepin-Kuzmin cutoff (GZK cutoff, 1966) ev cosmic rays cannot travel further than ~ 13 Mpc due to interactions with cosmic microwave background (CMB)
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40 Questions in the Lecture What is the speed of cosmic rays?
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