1 Pierre Auger Observatory Vitor de Souza
2 Credit & Copyright: Alex Cherney (Terrastro)
3 Instruments Moons of Jupiter
Via Láctea: Rádio (408 MHz) C. Haslam et al., MPIfR, SkyView
Via Láctea: Rádio (1420 MHz) Dickey et.al. UMn. NRAO SkyView
Via Láctea: Infravermelho Dirbe Team, COBE, NASA
Via Láctea: Vísivel por Axel Melinger
Via Láctea: Ultravioleta J. Bonnell et.al.(GSFC, NASA)
Via Láctea: Ráios X Digel et. al. GSFC, ROSAT, NASA
Via Láctea: Ráios Gama > 100 MeV (CGRO, NASA)
E f = m e c 2 + m e c 2 = 1 MeV E > 1 MeV -> ~ Hz
Fontes Pontuais Raios Gama > eV Telescópios Cerenkov, por Jim Hinton
TeV = eV PeV= eV EeV= eV ZeV= eV KASCADE E ~ eV
TeV = eV PeV= eV EeV= eV ZeV= eV AGASA E > eV
Auger E > 5.7 x eV TeV = eV PeV= eV EeV= eV ZeV= eV
Astroparticle Physics The study of the physics fenomena occuring in astronomical objetcs by measuring the high energy particles they produce. AstrophysicsParticle Physics
HOW DO WE DO ASTROPARTICLE PHYSICS ?
Astroparticle Physics ? ? ?
SOURCE S SKYMAP ENERGY SPECTRUM COMPOSITIO N
WHAT CAN WE LEARN FROM NATURE BY UNSCRAMBLING THIS PUZZLE ?
Source Skymap Source type identification
Energy Spectrum
24 Accelerating a ball V - V Ball against a wallBall against a racket V - V
25 Move the racket V Vr
26 vBGvBG VRGVRG GrandStand Reference Frame (G) Racket Reference Frame (R) V B R = V B G + V R G VBRVBR B = Ball R = Racket G = GrandStand
27 B = Ball R = Racket G = GrandStand vBRivBRi V B R f V B R i = V B G i + V R G V B R f = - V B R i Racket Reference Frame (R)
28 V B R i = V B G i + V R G V B R f = V B G f + V R G V B G f = V B R f - V R G Grandstand Reference Frame (G)
29 V B R i = V B G i + V R G V B R f = V B G f + V R G V B G f = V B R f - V R G V B G f = - V B R i - V R G Grandstand Reference Frame (G) Using from previus slide: V B R f = - V B R i
30 V B R i = V B G i + V R G V B R f = V B G f + V R G V B G f = V B R f - V R G V B G f = - V B R i - V R G Grandstand Reference Frame (G) Using from previus slide: V B R f = - V B R i But: V B R i = V B G i + V R G
31 V B R i = V B G i + V R G V B R f = V B G f + V R G V B G f = V B R f - V R G V B G f = - V B R i - V R G V B G f = - V B G i - V R G - V R G V B G f = - V B G i - 2V R G Grandstand Reference Frame (G) Using from previus slide: V B R f = - V B R i But: V B R i = V B G i + V R G
32 Accelerating a particle Ball = Particle Racket = Magnetic Fields If the racket does not move V p f = V p i B B = 0 VPiVPi VPfVPf
33 Accelerating a particle Move the racket ! The particle gains energy B B = 0 VRVR VRVR VPiVPi VPfVPf
34 Keep the particle inside the acceleration region RSRS rLrL
35 Movie about aceleration Credits: Raboud University Nijmegen the Netherlands
36 Energy spectrum ● Magnetic field ● Intensity ● Structure ● Shock wave speed ● Size of the region ● Particle charge ● Injection speed ● Scape probability
37 Composition e-e- e-e-
38 Ray DataRay Data AstrophysicalAstrophysical M e a s u r e d C o s m i c ModelsModels Spectrum Composition Source Directions
WHAT QUESTIONS THE PIERRE AUGER OBSERVATORY INTENDS TO ANSWER ?
40 20 years ago... Interesting ! Pierre Auger Observatory Science Case E > eV
M. Hillas 1 pc = 3 x m
Interesting points: – There are only a few sources able to – acelerate particles beyond eV
Propagation J. Cronin 1 pc = 3 x m
Interesting points: – There are only a few sources able to – acelerate particles beyond eV - Particle propate straight from the source to Earth
Universe is not empty
Energy loss E = eV E = eV E = 5x eV E = eV E = 8x eV E = 5x eV E = 8x eV E = 6x eV E = 5x eV
p + 2, 7 K p + o J. Cronin GZK Effect 1 pc = 3 x m
J. Cronin GZK Effect 1 pc = 3 x m p + 2, 7 K p + o
J. Cronin GZK Effect 1 pc = 3 x m p + 2, 7 K p + o
Interesting points: – There are only a few sources able to – acelerate particles beyond eV - Particle propate straight from the source to Earth – Sources are not far away (D < 100 Mpc)
Slide: Silvia Mollerach 1 pc = 3 x m
Slide: Silvia Mollerach 1 pc = 3 x m
Interesting points: – There are only a few sources able to – acelerate particles beyond eV - Particle propate straight from the source to Earth – Sources are not far away (D < 100 Mpc) – The Universe is anisotropic and has voids – inside 100 Mpc
Science Case: – There are only a few sources able to – acelerate particles beyond eV - Particle propate straight from the source to Earth – Sources are not far away (D < 100 Mpc) – The Universe is anisotropic and has voids – inside 100 Mpc
WHAT ARE THE CHARACTERISTICS OF THE OBSERVATORY NEEDED TO STUDY THIS PHENOMENA ?
Characteristics 1 particle per km 2 per century Large Collection Area Pierre Auger Observatory = 3000 km 2
Energy Spectrum Composition Source Skymap ?
Energy Spectrum Measurement flux Energy
Shower Development Measure Components Composition
Energy Arrival Direction Source Skymap
Energy Spectrum Measurement flux Energy Arrival Direction Shower Development Measure Components Composition Source Skymap
Know Detector Techniques Ground ArraysFluorescence Telescopes
Measurement flux Energy Arrival Direction Shower Development Measure Components
Measurement flux Energy Arrival Direction Shower Development Measure Components
Measurement flux Energy Arrival Direction Shower Development Measure Components
Auger Collaboration: ArgentinaMexico Australia Netherlands Bolivia * Poland Brazil Slovenia Czech Republic Spain France United Kingdom Germany USA Italy Vietnam * Portugal * Associated countries
Movie about Auger
71 Extensive Air Shower
72 Movie about shower development Credits: H. Drescher, University of Frankfurt
73 Extensive Air Shower E0E0 DsDs
74 Counting Showers
75 Counting Showers
76 Counting Showers
Energy Spectrum Measurement flux Energy Arrival Direction Shower Development Measure Components Composition Source Skymap
78 Telescope view Telescopes measure the intensity and arrival time of the fluorescence light
79 Camera view Telescopes measure the intensity and arrival time of the fluorescence light
80 Longitudinal Profile The intensity as a function of elevation can be transformed into the energy deposited in the atmosphere as a function of depth
81 Fitting the Longitudinal Profile The total calorimetric energy of the shower is proportional to the integral of the energy deposited Xmax
Energy Spectrum Measurement flux Energy Arrival Direction Shower Development Measure Components Composition Source Skymap
Spectrum Measurement flux Energy GZK-Like Suppression Ankl e
Energy Arrival Direction Source Skymap
km
86 Arrival time
87 Arrival time
88 Arrival time
Arrival Direction
90 Camera view Telescopes measure the intensity and arrival time of the fluorescence light
91 Hybrid Angular Resolution
Energy Arrival Direction Source Skymap
Energy Arrival Direction Source Skymap
AGN Correlation
Energy Shower Development Measure Components Composition
Energy Shower Development Measure Components Composition
Energy Shower Development Measure Components Composition
No photons detected
No neutrinos detected
Astroparticle Physics Puzzle SOURC E SKYMAP ENERGY SPECTRUM COMPOSITIO N
106 Auger Observatory Puzzle
107 Auger Observatory Puzzle LightHeavier ?
108 Auger Observatory Puzzle Isotropic AGN Correlation LightHeavier ?
109 Questions Is the suppression above 5x eV due to interaction with the CMB or is it due to the source limit ? How to reconcile the AGN correlation with A > 1 ? ● Very low magnetic fields ? ● Nearby source with enhanced flux and power ?
110 Questions Are AGNs the sources or are they only tracers ? Is the composition change astrophysical or do we need new particle physics for E l a b > eV ~ E c. m. > 5x eV ?
111 Questions Is there something we do not understand in the shower development ?
112 Answers should come from: ● Auger South continuous operations and enhancements ● Auger South innovative data analysis ● Auger North ~ km 2 ~ 7 x Auger South ● Composition above eV ● Multi-messenger approach: Neutrinos, TeV- Gamma
years ago... Astroparticle Physicist Astroparticle Physics Puzzle
114 Today Astroparticle Physicist Astroparticle Physics Puzzle
115 Today Astroparticle Physicist Astroparticle Physics Puzzle
116 Pierre Auger Observatory Vitor de Souza