Astrophysical Sources of UHECRs

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18 May, 2006 KAW4, Daejeon 1 Astrophysical Sources of UHECRs Tom Jones University of Minnesota

description

Astrophysical Sources of UHECRs. Tom Jones University of Minnesota. Outline. Observational constraints Basic physical limitations on sources Some astrophysical models. All particle cosmic ray spectrum. UHECR. LHC. ppCM ZeV. Nagano & Watson 00. Spectrum below ~100EeV pretty well known. - PowerPoint PPT Presentation

Transcript of Astrophysical Sources of UHECRs

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Astrophysical Sources of UHECRs

Tom Jones

University of Minnesota

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Outline

•Observational constraints

•Basic physical limitations on sources

•Some astrophysical models

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All particle cosmic ray spectrum

UHECR

Nagano & Watson 00 LHC ppCM ZeV

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Spectrum below ~100EeV pretty well known

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Abbasi etal, ApJ 2005

Best Fit:80% p; QGSJet60% p; SIBYLL

UHECRComposition:could be almost all p

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Propagation Issue 1:Protons > 0.1 ZeV severely limited by energy losseson CMB photons (Greisen-Zatsepin-Kuzmin; GZK)1,2

Photo-pairproduction

Photo-pionproduction

Path limit: is cross section is fractional energy loss

1 Assuming ‘standard physics’2 Also an accelerator issue using local photon field

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Resulting Propagation Limits Against CMB

Conditionsmatched tolook back time,adiabatic lossesincluded

ConcordanceCDM

Pair losses

Pion losses

‘GZK sphere’

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Abu-Zayyad etal, APh, 18, 237 (2002)

1 EeV 1 ZeV

Number of events:

EEeV > 10: ~ 103

EEeV > 40: ~ 100EEeV > 100: ~ 10

Do we see theGZK feature?HiRes vs AGASA

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Small statistics: photo-pion losses are discrete:GZK feature not yet confirmable

De Marco, Blasi & Olinto (APh, 20, 53 (2003))

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Propagation issue 2:What do arrival directions tell us About the sources?

>Nearly isotropic with perhaps some clustering and/or correlations with ‘interesting’ astrophysical objects

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Auger: Sky Map of Data set

Auger latitude= -36. Always sees South with limited coverage in North. Mantsch etal

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AGASA Small Scale Clustering for E >4x1019eV

• Isotropic in large scale Extra-Galactic• But, Clusters in small scale (Δθ<2.5deg)

– 1triplet and 6 doublets (2.0 doublets are expected from random)– One doublet triplet(>3.9x1019eV) and a new doublet(<2.6deg)

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Gorbunov etal 2004

BL Lac /UHECR Cross-correlations?

logE>19.5

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Deflection of Protons >41019eV(< 100 Mpc)

Dolag etal 2003

0o360o

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Astrophysical Source Energetics:Local energy density in 100 EeV CRsu~4J/c~3x10-22 J/m3~3x10-21 erg/cm3

loss~3x108yr, so

~u/loss~10-37 W/m3

~3x1044 erg/Mpc3/yr

Roughly equivalent to ~ 1 ‘AGN’ inside 100 Mpc (~2x10-7 Mpc-3)Or

Cosmic GRB rate ignoring evolution

Perhaps event cluster statistics gives a space density[Blasi & De Marco 2004] ~ 10-5 Mpc-3 from AGASA data

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Some Astrophysical Accelerator Issues

• How particles of such extreme energy (~1021 eV = 1 ZeV) can be accelerated and escape; i.e, what can make a “Zevatron”?

• How to match the GZK feature (flight < 108yr above ~100 EeV) if it exists or not (source spectrum)

• How to account for an essentially isotropic distribution of detections (sources & propagation), maybe with some correlations and clustering

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Emax: Some Standard Estimates for an Accelerator

•Containment: rg = (E)/(ZeB) < RE < ZeBR

•Unipolar inductor: E<ZeBR (R/c)~a ZeBR

•Diffusive shock acceleration (DSA) (nonrelativistic):acc ~ 10 /(u2

s) < R/us with rg cE < sZeBR

•Relativistic shock DSA (analogous argument):E < sZeBR

•All lead roughly to (Hillas):E < 0.9 Z BGauss Rpc ZeV

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“Hillas Plot” for some plausible accelerators (after Hillas 1984)

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Those estimates based on simple field models

Magnetic field amplification?For example, in shocks

(Bell & Lucek 2000)

Resonant wave instability:

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Photo-pion production off Blackbody radiation

n =20 T3cm-3; E = 3.5x10-4T eV

Setting > R/c gives R < 1/(20T3)

Near threshold, E > 8x1019T-1 eV, cm-2; ~ 0.1

So propagation distance limited by

max(R, cacc) < 2.5x1026 cm (2.7/T)3 cm

Compact high luminosity accelerators probably eliminated:

*AGN (T~105K), R<0.3 AU for E>1014 eV *Near young neutron star (T ~ 3x107K), R<25 km for E>3x1012eV

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Some Models: Radio Galaxy Jet Terminal Shock (e.g., Rachen & Biermann 1993)

us > 0.1c; a>0.1R ~ 10 kpcB ~ 10-5-4 G

•Hillas constraint applied to DSA give E ~ 1 ZeV; acc > 105 yr

•Synchrotron & photo-pion losses give comparable limit

•Shear layer of relativistic jet (eg, Ostrowski 2002, Rieger & Duffy 2004)(similar to DSA, except boost E/E ~ j, so can be quickin principle. Escape still limits to Hillas constraint.

•RGs rare in the local universe, so isotropy from RGs inside GZK sphere requires nanoGauss intergalactic and/or 100 nanoGauss galactic halo magnetic fields to deflect arrival directions.

•Jet proton content uncertain

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BL Lac Jets

Possible correlation with BL Lacsrelativistic jets with ~ 10 beamed

our way

Local BLL density small, so same isotropy concerns already mentioned

If sources outside GZK sphere, then `X-bursts’,‘uhecrons’ ? (‘liberated’ superheavies, productsthat avoid or delay GZK)(Albuquerque etal 1998; Biermann & Frampton 2005)

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Cosmic structure shocksKang, Rachen & Biermann 1997

shocks thermal emission

Shock surfaces Thermal Emissivity

Cluster shocks are big (~ Mpc), moderately fast (~103km/sec),but B is weak (~< G), so E < few EeV by various arguments(e.g., Norman, Melrose & Achterberg 1995;Ostrowski & Siemieniec-Ozieblo 2002)

~20Mpcbox

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Larger shocks: sheets, filaments & ‘superclusters’

25h-1 Mpcbox

R ~ 10s of Mpcus ~ few 102

km/sec

B ~ 10-9-10-7 G?

E ~ 100 EeV ?

Not likely

Ryu, Kang, Hallman & Jones 2003

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Gamma Ray Bursts:e.g., Waxman 1995, 2000; Vietri 1995

Ultrarelativistic shocks in fireballs (jets):~1052-53 erg>300, with internal shocks from flow variations

Waxman 1995, 1999: DSA at internal shocks; R < 1016 cmIf B in equipartition with radiation, B~104 Gauss

E < ZeBR ~ 1020 eV(photopion losses not as restrictive,But synchrotron losses should limitE<1019 eV)Shock/Proton efficiency?Evolution constraints

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GRB Blast Wave Model

e.g., Vietri 1995; Gallant & Achterberg 1999; Vietri, De Marco & Guetta 2003

•If in ISM, insufficient time to reach UHE (G & A):E < 5x1015 BG (E52 3/n0)1/3 eV,= E /Mc2

•If in a Pulsar Wind Bubble, thenB ~ 0.1-10 G for R ~ 1016 cmE < 1020 3

2 iW eV,W is spin down luminosity,i is the proton mass fraction

•Energetics: If no evolution, then GRB ~ UHE

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Young Magnetar Winds

Arons (ApJ, 589, 871, 2003)

•Winds avoid large magnetospheric energy losses (Blasi, Epstein & Olinto 2000)~ 3x1022 33 (4)2 V available magnetic rotator voltage•Ion return current sheet may experience ~10% of •Wind can carry substantial fraction of spindown energy Spin down time ~ 5 I45/(33 4)2 minutes•Ions may ‘surf’ the wind•A fast magnetar birth rate ~ 10-5 /yr/galaxy & 10% efficiency for UHECR accounts for energetics•Injection spectrum ~ E-1 steepening to E-2 if early GR spindown•Is the wind dissipated in ejecta?

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Summary:•UHECR spectrum extends at least beyond 100 EeV•Probably extragalactic & ‘light’ hadrons•Serious constraints on source physics and spatial distributions •Proposed astrophysical source models numerous•Common themes:

Strong, very fast shocks (relativistic)Strong shear (relativistic)Rapidly rotating, magnetized objects/relativistic winds

•All models require some ‘faith’ to get > ZeV, enough flux•New data (CR spectrum, isotropy, composition, & )

should trim/refine the list.

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The End

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Structure Shock Mach number distribution by upstream phase

Hot:T > 107 K

WHIM105 K< T < 107 K

‘External’shocks

Regions surroundingClusters containModerately strongShocks(unvirialized)

Hallman (UMN PhD thesis (2004))

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Energy Extracted by CRs Could be Substantial

Hallman (UMN PhD thesis (2004))

Triangles: Thermal

Squares: CRs(nonlinear DSAModel fromRyu etal 2003)

Shock dissipation nearClusters (R < 1 h-1 Mpc)

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Can Structure Shocks Accelerate UHECRs?

With standard diffusionassumptions (i.e, Bohm), DSA just too slow with likely fields to beat photopion losses above GZK

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Quasi-Perpendicular Shocks Might Beat This (?)

If MHD turbulence is weak ( = rg >> rg)and B perp to shock normal, then, cross-field diffusioncontrols DSA (Jokipii, (ApJ, 313, 842 ( 1987)): perp (1/2) par, where < (c/us)

a ~ (1/ 2) a (Bohm) << a (Bohm)

Kang, Rachen & Biermann (MNRAS, 286, 257 (1998))

Additional constraints: diffusion along B (escape)Ostrowski & Siemieniec-Ozieblo (A&A 386, 829 (2002),

Or requiring rg < Rshock.Both basically return the Hillas constraint, soB » G (clusters) B » 100 nG (filaments)

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Turbulent, 2nd Order Acceleration

Very likely present, but generally slower than DSA

For strong Alfvenic turbulence, compared to strong shock DSA

a(2nd order) ~ (us/vA)2 a(DSA) » a(DSA)

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HiRes Collab ‘02

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‘Dead Quasars’

Boldt & Ghosh 1999Levinson 2000

•Quasars rare today• However, most galaxies host SMBH•‘Dead’ or ‘underfed’ AGNs•B & G estimate > ten 109 Msun SMBH within 50 Mpc•~ 2x10-5 Mpc-3; L ~ 1042 erg/sec

•Model: Extraction of rotational energyvia BZ-induced magnetic field: emf ~ 1021 V (109 Msun)•Curvature radiation reduces limit > order of magnitude

•Details not available