Astrophysical Sources of Neutrinos and Expected Rates Chuck Dermer U.S. Naval Research Laboratory TeV Particle Astrophysics II Madison, Wisconsin August 28, 2006 Armen Atoyan U.

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Transcript Astrophysical Sources of Neutrinos and Expected Rates Chuck Dermer U.S. Naval Research Laboratory TeV Particle Astrophysics II Madison, Wisconsin August 28, 2006 Armen Atoyan U.

Astrophysical Sources of Neutrinos and Expected Rates
Chuck Dermer
U.S. Naval Research Laboratory
TeV Particle Astrophysics II
Madison, Wisconsin
August 28, 2006
Armen Atoyan
U. de Montréal
Jeremy Holmes
Florida Institute of Technology
Truong Le
NRL
Nonthermal Neutrinos from Photohadronic Production
p  g  
Mücke et al. 1999
 p   0  p  2g



n    n  e  3
SOPHIA code
Threshold e’  m  140 MeV
Neutron b-decay
Decay lifetime  900 gn seconds
p g   
p  2g

Flavor Changing
p  2e  4
g -  connection
Two-Step Function Approximation
Atoyan and Dermer 2003
 ( Er )  340b, 200 MeV  Er  500 MeV
120b, Er  500 MeV
But  without g (buried sources)
Kin ( Er )  ˆ  70b, Er  200 MeV
g without  (leptonic emissions)
(useful for energy-loss rate estimates)
Nonthermal Neutrinos from Secondary Nuclear Production
p  N  N   
 p   0  p  2g



n



n

e
 3

Threshold Ep  m  140 MeV
1. Isobaric production near threshold
2. Scaling representation at high energies
e.g., Kelner, Aharonian, and Bugayov (PRD, 2006)
Photon Targets
(high radiation energy density and either VHE photons or particles)
vs.
Particle Targets
(high target particle density but relatively low nonthermal particle energies)
Dermer 1986
Rules out nuclear production in jet sources (Atoyan & Dermer 2003)
Implications of the g/ Connection
“Best bet” Sources
 detection probability
Gaisser, Halzen, Stanev 1995
P  (e )  104 e14 ,
0.1  e14  (e / 100TeV )  10
km-scale  telescope (IceCube)
has best detection probability near
100 TeV
Number of  detected:
N 
100 TeV
N 
2

(
ergs
cm
)
10
2

 P  (e14 ) 10 cm 
160ergs / e14
   10 4 N  ergs cm 2  g  10 4 ergs cm 2
Dermer & Atoyan NJP 2006
Diffuse g Rays and Point Sources
of g Rays as Candidate  Sources
Diffuse Sources of g Rays
1.
2.
3.
4.
Diffuse Galactic Gamma Ray Background (Berezinsky et al. 1993)
Supernova Remnants
Clusters of Galaxies
Diffuse Extragalactic Gamma Ray Background
Point Sources of g Rays
1.
EGRET point source catalog (~ 100 MeV – 5 GeV) (all sky)
2.
3.
4.
5.
HESS point source catalog (> 300 GeV – several TeV)
MILAGRO/all-sky water Cherenkov
VERITAS/MAGIC in Northern Hemisphere
GLAST: fall 2007
EGRET Detection Characteristics
Spark Chamber (vs. Silicon Tracker in GLAST)
Two-week detection threshold
1510-8 ph(>100 MeV) cm-2 s-1
(Dermer & Dingus 2004)
(high-latitude sources; background
limited)
Hard spectrum (photon index s < 2)
Energy range: ~100 MeV – 5 GeV
Threshold energy flux: 10-10 ergs cm-2 s-1
Two week observation: ~106 sec
Threshold fluence: 10-4 ergs cm-2 s-1
Therefore examine which EGRET sources are
bright and have hard spectra
Catalog of Established High Energy (> 100 MeV) Gamma-Ray Sources
GRBs
Microquasars
Solar g-Ray Flares
June 11, 1991
Flare Spectrum
g-ray spectrum fit by slow-decaying
(~255 minutes) pion emission and
fast-decaying (~25 minutes)
electron bremsstrahlung
Energy flux at 100 MeV:
~ 10-8 ergs cm-2 s-1
Energy fluence at 100 MeV:
~ 210-4 ergs cm-2
But
very soft spectrum
s>3–4
Kanbach et al. 1993
Large Magellanic Cloud
Measured Integral Flux:
fg = 19  10-8 ph(>100 MeV) cm-2 s-1
(Sreekumar et al. 1992)
“resulting spectral shape consistent
with that expected from cosmic
ray interactions with matter”
Third EGRET catalog
(Hartman et al. 1999)
fg = 14.4(±4.7)  10-8 ph(>100 MeV)
cm-2 s-1
s = 2.2(±0.2)
 F = 2.3  10-11 (E/100 MeV)-0.2
ergs cm-2 s-1
 >> 2 yrs to detect neutrinos
from the LMC
Pulsars
Brightest persistent g-ray sources
Crab nebula
F  10-3 MeV cm-2 s-1 
10-6 GeV cm-2 s-1  10-9 ergs cm-2 s-1
Therefore require only >> 105 s ~ 1 day to
reach F >> 10-4 ergs cm-2 s-1
But…spectra drop off steeply above 1 –
10 GeV (pulsar), 100 MeV (nebula)
Vela pulsar
Thompson 2001
de Jager et al. 1999
Pulsed component consistent with
electromagnetic cascade radiation
in polar cap or outer gap
Nebular component consistent with
synchrotron + SSC component
from cold MHD wind
Microquasars: VHE g-Ray Detection of LS 5039
Confirms ID of Paredes et al. (2000)
• HESS Detection of LS 5039 at  200
GeV – 10 TeV
Aharonian et al. (2005)
• Consistent with point source (< 50)
Mean orbital separation d  2.51012 cm (0.2 AU)
Companion Mass  23 Mo (Casares et al. 2005)
Cui et al. (2005)
Multiwavelength Spectrum of LS 5039
RXTE
XMM
1 TeV
Aharonian et al. (2005)
F flux = 10-12 ergs cm-2 s-1 assumed to extrapolate to 100 TeV with s = 2
spectrum requires >>108 sec  3 years to reach fluence level of g >>
10-4 ergs cm-2 s-1 (assuming hadronic emission; cf. Dermer and Böttcher 2006)
Generic problem for detecting sources with F flux << 10-11 ergs cm-2 s-1
EGRET Unidentified Sources
Geminga-like pulsars
Pulsar wind nebulae
Dark dust complexes
irradiated by cosmic
rays
Grenier et al. (2005)
Low-mass microquasars
Background AGNs
Clusters of Galaxies
Integral photon flux ph(>E cm-2 s-1)
Clusters of Galaxies
F  few10-13 ergs
cm-2 s-1 at 1 TeV
Implies >> years
required to detect 
with a km-scale 
telescope
Berrington and Dermer (2005)
Radio Galaxies and Blazars
Cygnus A
FR2/FSRQ
L ~1045 x (f/10-10 ergs cm-2 s-1) ergs s-1
Mrk 421, z = 0.031
FR1/BL Lac
3C 279, z = 0.538
3C 296
L ~5x1048 x (f/10-9 ergs cm-2 s-1) ergs s-1
Photo-hadronic jet models
Possible photon targets for p + g :
•
Internal: synchrotron radiation
(Mannheim & Biermann 1992, Mannheim 1993, etc.)
requires a compact jet: nphot(e)  Lsyn / e Rjet2
target disappears with jet expansion on:
t ' ~ R'jet /c ~ tvar /(1+z)
•
External: accretion disk radiation (UV)
(i) direct ADR: (Bednarek & Protheroe 1999)
anisotropic, effective up to
R < 100 Rgrav < 0.01 pc
(ii) ADR scattered in the Broad-Line region
 =7 (solid)
 =10 (dashed)
 =15 (dot-dashed)
(red - without ADR)
(Atoyan & Dermer 2001)
quasi-isotropic, up to RBLR~ 0.1-1 pc
Impact of the external ADR component:
available on yrs scale (independent of L)
high pg-rates & lower threshold energies:
prot   MeV/(1- cos) e
(for 1996 flare of 3C 279)
Neutron & g -ray energy spectra & beam power
Powerful FSRQ blazars / FR-II Radio Galaxies
●
Neutrons with En > 100 PeV and grays with Eg > 1PeV
take away ~ 5-10 % of the total WCR(E > 1015eV=1 PeV) injected at R<RBLR
(3C 279)
solid- neutrons escaping from the blob, and dashed- neutrons escaping from BL region (ext. UV)
dot-dashed- grays escaping external UV filed (produced by neutrons outside the blob)
dotted- CRs injected during the flare, and 3dot-dashed- remaining in the blob at l = RBLR
● Total energetics in UHE particles ( for parameters of the Feb 96 flare)
=10 : WCR(>1 PeV) = 6 1051 erg, Wn / WCR = 3.3%, Wg /WCR = 4.4%
=15 : WCR(>1 PeV) = 3.1 1051 erg, Wn / WCR = 8.9 %, Wg /WCR = 0.9%
● Particle energies in the neutral beam
Eg ~ 1PeV- 3 EeV , En ~ 10PeV - 30 EeV
Neutron & g - ray beams in BL Lacs/FR-I
neutrons with En > 100 PeV and grays with Eg > 1PeV
take away << 0.1 % of the total injected WCR(E > 1 PeV)
'Mkn 501'
Blue solid- neutrons escaping from the blob and external field, 3dot-dashed- neutrinos
dot-dashed- grays escaping external filed
dotted- protons injected during the flare, and thin solid - protons remaining at l = RBLR
●
UHE neutral beam energetics (stationary frame):
=10 : WCR(>1 PeV) = 5.2 1048 erg, Wn / WCR = 3.3 10- 4 , Wg /WCR = 4.3 10 - 7
=25 : WCR(>1 PeV) = 5.3 1047 erg, Wn / WCR = 4.5 10- 4, Wg /WCR = 1.6 10- 4
● Particle energies in the neutral beam
Eg < 1 EeV , En ~ 30PeV - 5 EeV
Neutrinos: expected fluences/numbers
Expected  - fluences calculated for 2 flares, in 3C 279 and Mkn 501, assuming
proton aceleration rate Qprot(acc) = Lrad(obs) ; red curves - contribution due to
internal photons, green curves - external component (Atoyan & Dermer 2003) .
Expected numbers of  for IceCube - scale detectors, per flare:
● 3C 279: N = 0.35 for  = 6 (solid curve) and N = 0.18 for  = 6 (dashed)
Mkn501: N = 1.2 10-5 for  = 10 (solid) and N = 10-5 for  = 25 (dashed)
(`persistent') g -level of 3C279 ~ 0.1 Fg (flare) , ( + external UV for pg )
 N ~ few- several per year can be expected from poweful
HE g FSRQ blazars.
N.B. : all neutrinos are expected at E>> 10 TeV
UHE neutrons & g -rays:
energy & momentum transport from AGN core
UHE g-ray pathlengths in CMBR:
lgg ~ 10 kpc - 1Mpc
solid:
z=0
dashed: z = 0.5
for the predicted E~ 1016 - 1019 eV
•
neutron decay pathlength:
ld (gn) = 0 c gn , ( 0 ~ 900 s)

ld ~ 1 kpc - 1Mpc
for the predicted E~ 1017 - 1020 eV
•
•
High redshift jets: photomeson processes on neutrons turn on
 a new interpretation for large-scale jets ? (!)
( ??? )
Pictor A
d ~ 200 Mpc
l jet ~ 1 Mpc (lproj = 240 kpc)
LX(jet) = 1.4 1041 erg/s
LX(h.spot) = 1.7 1042 erg/s
x ~ 1.1, radio ~ 0.8
 S (syn.lobes) ~ 10-11 erg/cm2 s
Pictor A in X-rays and radio (Wilson et al, 2001 ApJ 547)
Fluence Distribution of GRBs
Fluence distribution of 2135 BATSE GRBs
N (  e ) 


e de1 e12 P A

 0.6f 4 A10
Detection of neutrinos
requires
GRBs at fluence levels >
3x10-4 ergs/cm2 (2-5 GRBs
per year at this level)
unless GRBs are
hadronically dominated
f
McCullough (2001)
Photon and
Neutrino
Fluence during
Prompt Phase
Nonthermal Baryon
Loading Factor fb = 1
tot = 310-4 ergs cm-2
 = 100
Hard g-ray emission component from hadronic-induced
electromagnetic cascade radiation inside GRB blast wave
Second component from outflowing high-energy neutral beam of
neutrons, g-rays, and neutrinos


pg    e ( n, p, )
  0  2g  e
Evidence for Anomalous g-ray Emission Components in GRBs
Long (>90 min) g-ray emission
(Hurley et al. 1994)
GRB 940217
 Nonthermal
processes
Two components seen in
two epochs
MeV synchrotron and
GeV/TeV SSC
gg lower limit to the
Two components seen in two separate epochs
bulk Lorentz factor
How to explain the two components?
 of the outflow
How to explain the two
components?
Anomalous High-Energy Emission Components in GRBs
Evidence for Second Component from BATSE/TASC Analysis
−18 s – 14 s
1 MeV
14 s – 47 s
47 s – 80 s
80 s – 113 s
Hard (-1 photon spectral
index) spectrum during
delayed phase
113 s – 211 s
GRB 941017
(González et al. 2003)
100
MeV
Second Gamma-ray Component in GRBs: Other Evidence
Atkins et al. 2002
Bromm & Schaefer 1999
(Requires low-redshift GRB to avoid attenuation
by diffuse IR background)
Delayed high-energy g-ray emission from superbowl burst
Seven GRBs detected with EGRET either during prompt MeV burst emission or
after MeV emission has decayed away (Dingus et al. 1998)
Average spectrum of 4 GRBs detected over 200 s time interval from start of
BATSE emission with photon index 1.95 (0.25) (> 30 MeV)
Swift Observations of Rapid
X-Ray Temporal Decays
Tagliaferri et al. (2005)
O’Brien et al. (2006)
Rates for 1020 eV Protons with Equipartition Parameters
Standard blast wave model with external density = 1000 cm-3, z = 1
Rapid blast wave
deceleration from
radiative discharge
causes rapid X-ray
declines
10
-2
r
Calculated at E =10
20
p
esc
eV
-1
Comovin Rates (s )
Within the available
time, photopion losses
and escape cause a
discharge of the proton
energy several hundred
seconds after GRB
10
-3
r
r
10
-4
10
-5
1/t'
acc
ava
p,syn
1
r
10
100
Observer time t(s)
Dermer 2006
1000
f
Neutrinos from GRBs in the Collapsar Model
requires Large Baryon-Loading
Nonthermal Baryon Loading Factor fb = 20
(~2/yr)
Dermer & Atoyan 2003
Gamma-Ray Bursts as Sources of High-Energy Cosmic Rays
Solution to Problem of the Origin of Ultra-High Energy Cosmic Rays
(Waxman 1995, Vietri 1995, Dermer 2002)
Hypothesis requires that
GRBs can accelerate cosmic
rays to energies > 1020 eV
Injection rate density
determined by GRB
formation rate (= SFR?)
GZK cutoff from photopion
processes with CMBR
Ankle formed by [air
production effects
(Berezinsky and Grigoreva 1988,
Berezinsky, Gazizov, and Grigoreva 2005)
(Wick, Dermer, and Atoyan 2004)
Star Formation Rate: Astronomy Input
USFR
LSFR
HB06
Hopkins & Beacom 2006
Fitting Redshift and Opening-Angle Distribution
SFR6,
pre-Swift
SFR6,
Swift
Le & Dermer 2006
SFR6,
pre-Swift
UHECR Spectra for Different SFRs
Provides good fits to HiRes data with fCR  50 - 70
Waiting for next data release of Auger
fCR  50
GZK neutrinos from UHECRs produced by GRBs
Assume GRBs inject power-law distribution with exponentional cutoff
energy = 1020 eV with rate density  different SFR histories f = 50
CR
RICE
Halzen & Hooper 2006
AMANDA
Dermer & Holmes 2006
Summary
g -  Connection
g-ray fluence (extrapolated to 100 TeV) > 10-4 ergs cm-2 required for 
detection for optically thin sources
Best bet for detectable neutrino point source with km-scale  detector
(IceCube): v from photohadronic processes
Blazar AGNs (FSRQs, not BL Lacs)
Surrounding target radiation field; 1 PeV neutrino
GRBs
Signatures of hadronic acceleration in GRBs
Microquasars (?) probably too weak
Best bet for detectable diffuse neutrino sources:
GZK neutrinos from cosmological sources of UHECRs (GRBs)
Cosmic-ray induced galactic diffuse emission
Lots of room for surprises…