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Some Astrophysical Implications from Dark Matter Neutralino Annihilation

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Title: Some Astrophysical Implications from Dark Matter Neutralino Annihilation


1
Some Astrophysical Implications from Dark Matter
Neutralino Annihilation
  • ?? ??
  • Tomo Totani
  • KIAS-APCTP-DMRC workshop on Dark Side of the
    Universe
  • May 24-26, KIAS, Seoul

2
Outline
  • Neutralinos as the heating source the solution
    to the cooling flow problem of galaxy clusters?
  • Totani 2004, Phys. Rev. Lett. 92, 191301
  • earth-mass sized microhalos and their
    contribution to the galactic/extragalactic
    background
  • Oda, Totani, Nagashima 2005, astro-ph/050496

3
X-rays from galaxy clusters
  • thermal bremsstrahlung of hot gas
  • kT 5-10 keV
  • n 10-3 cm-3 (virial)
  • n10-1 cm-3 (central)
  • Mtot1015 Msun
  • Mgas/Mtot OB/OM10
  • Mstar/Mgas10

(1Mpc x 1Mpc)
D52 Mpc
(50 kpc x 50 kpc)
4
the Cooling Flow Problem of Galaxy Clusters
  • Cooling flow clusters
  • Central gas cooling time lt the Hubble Time
    (1010yr)
  • Theory predicts cooling flow 100-1000 Msun / yr

Voigt Fabian 03
5
the Cooling Flow Problem of Galaxy Clusters (2)
  • No evidence for strong cooling flows from latest
    X-ray observations
  • A heating source required.
  • Required heating rate 1045 erg/s during 1010yr
    for a rich cluster
  • AGNs? heat conduction? no satisfactory
    explanation yet.

Green STD CF model
Fabian 02
Peterson et al. 03
6
Possible heat sources to solve the cooling flow
problem of galaxy clusters
  • Heat conduction
  • Effective if ?0.3 Spitzer value
  • Useful for stabilizing intracluster gas
  • A fine tuning necessary, and central regions
    cannot be heated sufficiently by conduction (e.g.
    Bregman David 98 Zakamska Narayan 03 Voigt
    Fabian 04)
  • AGNs
  • most cooling clusters have cD galaxies, X-ray
    cavities, and radio bubbles
  • Efficiency must be high (gt10 of BH rest mass to
    heat!)
  • Stability?
  • AGNs generally episodic, intermittent
  • tE107 yr, LE gtgt 1045 erg/s
  • Actual heat process unclear (jet? buoyant
    bubbles?)

7
Heat conduction and AGN to heat the intracluster
gas
Voigt Fabian 04
Voigt et al. 2002
8
Clusters seen in optical and X-rays
Courtesy from K. Masai
9
SUSY Dark Matter (WIMPs, Neutralinos)
  • The most popular theoretical candidate for the
    dark matter
  • SUperSYmmetry well motivated from particle
    physics
  • Lightest SUSY partners (LSPs) are stable by
    R-parity
  • Neutralinos (l.c. of SUSY partners of photon, Z,
    and neutral Higgs) the most likely LSP
  • Predicted relic abundance depends on annihilation
    cross section in the early universe (freeze out
    Tm?/20), and is close to the critical density of
    the universe
  • Constraint on the neutralino mass
  • 50 GeV lt m? lt 10 TeV
  • Lower bound from accelerator experiments
  • Upper bound from cosmic overabundance

10
Annihilation Signals
  • Line gamma-rays
  • ? ?? 2?
  • ? ?? Z?
  • (sv)line 10-29 cm3s-1 ltlt (sv)cont 10-26
    cm3s-1
  • Continuum gamma-rays, e, p, p-bar, ?s
  • Search
  • Line/continuum gamma-rays from GC, nearby
    galaxies, galaxy clusters
  • Positron/antiproton excess in cosmic-rays

11
Annihilation yields by hadron jets
  • Annihilation energy goes to gammas, e,p, p-bars,
    neutrinos as 1/4, 1/6, 1/15, 1/2
  • Particle energy peaks at 0.05, 0.05, 0.1, 0.05
    m?c2.
  • (From DarkSUSY package, Gondolo et al. 2001)
  • Most energy is carried by 1-10 GeV particles for
    m?100GeV
  • photon flux peak at 70 MeV (mp/2)

An example for yield Spectra from DarkSUSY
12
Neutralino Annihilation as a Heat Source
  • Dark matter density profile for a rich cluster
  • Annihilation (??2) from the center is not
    important if ?lt1.5
  • Contribution to heating is negligible if ?1
    (NFW).
  • C.f. 1044-45 erg/s required for cluster heating

13
Density spike by SMBH formation?
  • Density spike can be formed by the growth of
    supermassive black hole (SMBH) mass at the
    center.
  • Young (1980) for stellar density cusps in
    elliptical galaxies
  • Gondolo Silk (1999) for DM cusps
  • Adiabatic growth time scale gt orbital period
    at rs
  • Annihilation rate divergent with r ? 0 since
    ?gt1.5

14
Annihilation energy from the density spike at
the cluster center
  • Density maximum determined by annihilation
    itself
  • The annihilation luminosity from rltrc
  • A factor of about 10 enhancement by rgtrc and time
    average
  • Steady energy production after turned on

15
Does density spike really form?
  • The Galactic Center
  • If it is the case, a part of SUSY parameter
    space can be rejected (Gondolo Silk 1999)
  • It is not necessarily likely (Ullio et al. 2001
    Merritt et al.2002)
  • The GC is baryon dominated.
  • Is SMBH at the DM center?
  • Disturbed by baryonic processes, e.g., starbursts
    and supernovae
  • scatter by stars
  • Merger of SMBHs destroys the spike and cusps
  • The cooling-flow clusters of galaxies
  • A giant cD galaxiy always at the dynamical center
  • DM dominates baryons to the center (e.g., Lewis
    et al. 2003)
  • Adiabatic BH mass growth happens as a feed back
    to the cooling flow in the past

16
The cluster density profiles from X-ray
observations
Abell 2029 Lewis et al. 2003
NFW
Moore
stars
gas
17
Heating Processes AGN vs. Neutralinos
  • clusters with short cooling times have giant cD
    galaxies at the center, X-ray cavities, radio
    bubbles --- indicating feedback from the cluster
    center.
  • AGNs or Neutralinos?
  • heating process?
  • relativistic particle production ? bubble
    formation
  • mechanical/shock heating by bubble expansion and
    dissipation
  • energy loss of cosmic-ray particles
  • stability?
  • neutralino annihilation is roughly constant once
    the density spike forms, while AGNs generally
    sporadic

18
Efficiency of heating/CR production AGN versus
Neutralinos
  • AGN efficiency must be very high, Lheat e (m?
    c2/tage)
  • e1 for some clusters with tage 1010 yr
  • CR production from AGNs LCR(outflow efficiency)
    x (shock acceleration efficiency) x (m? c2 /tage)
  • elt0.01 normally expected
  • neutralino annihilation direct energy conversion
    into relativistic particles

19
gamma-ray detectability from clusterstest of
this hypothesis
  • Continuum gamma-rays at 1-10 GeV (for m?100GeV)
  • 40 gamma-rays per annihilation
  • Very close to the EGRET upper limit for a cluster
    _at_ 100Mpc
  • Many positional coincidence between clusters and
    un-ID EGRET sources (e.g. Reimer et al. 2003)
  • GLAST will likely detect
  • Line gamma-rays
  • A few photons for a cluster with ltsvgtline 10-29
    cm3s-1 for GLAST in 5 yr operation.
  • Negligible background rate (10-3) within the
    energy and angular resolution
  • Air Cerenkov telescopes may also detect
  • superposition of many clusters will enhance the
    S/N

20
GC versus Clusters quantitative comparison
  • flux measure M?av / (4pD2) in GeV2 cm-5
  • MW as a whole
  • d8kpc
    3.9x1021
  • GC (within 0.1or rlt14pc),
  • NFW
    1.9x1018
  • Moore
    1.5x1021
  • NFWspike, rltrc 5.4x1021
  • Mspike, rltrc
    2.6x1024
  • clusters (d77Mpc, Lx1045 erg/s Perseus)
  • NFW
    1.5 x 1016
  • CF with L?1045erg/s 1.6 x 1021

21
Conclusions Part I
  • neutralino annihilation can be a heat source to
    solve the cooling flow, if the density spike is
    formed by SMBH mass evolution in the cluster
    center
  • Better than heating by AGNs in
  • stability
  • efficiency to produce relativistic particles/
    bubbles
  • This hypothesis can be tested by GLAST / future
    ACTs

22
gamma-ray background from annihilation in the
first cosmological objects
23
Gamma-rays from earth-mass subhalos!?
  • density power-spectrum of the universe

1015Msun
d(?- ?av)/ ?
SDSS 3D P(k), Tegmark et al. 04
24
Gamma-rays from earth-mass subhalos!?
Diemand, 04
_at_ z26, 3kpc width (comoving)
  • earth mass (10-6 Msun), 0.01 pc size objects
    forming z60
  • Hofmann, 01, Berezinsky, 03, Diemand, 04
  • 50 of mass in the Galactic halo may be in the
    substructure
  • n500 pc-3 around Sun, encounter to the Earth
    for every 1,000 yr.
  • controversial whether or not they are destroyed
    by tidal disruption at stellar encounters

25
the cosmic gamma-ray background
26
Contribution to the cosmic gamma-ray background
  • Ullio et al 02
  • substructures with Mgt106 Msun
  • model1
  • M171 GeV
  • sv4.5x10-26 cm3s-1
  • b2gamma5.2x10-4
  • model2
  • M76 GeV
  • sv6.1x10-28 cm3s-1
  • b2gamma6.1x10-2
  • Assuming universal halo density profile,
    annihilation signal from GC exceeds if
    neutralinos have dominant contribution to EGRB
    (Ando 2005)

27
microhaloe contribution to EGRB
Oda, Totani, Nagashima, astro-ph/0504096
  • flux from nearby microhalo is very difficult to
    detect (see also Pieri et al. 05)
  • When luminosity density is fixed, the flux from
    the nearest object scales as L1/3
  • if background flux is the same, small objects are
    difficult to resolve
  • microhalos form at very high z, with high
    internal density ?(1z)3
  • Even if microhaloes are destructed in centers of
    galactic haloes, total flux hardly affected (mass
    within 10kpc is 6 of MW halo)
  • extragalactic background flux hardly affected.

28
Microhalo formation in the Standard Structure
Formation Theory
29
microhalo number density
  • number density of all including those in
    sub(sub(sub))structure
  • number density around the Sun
  • Simulation by Diemand et al. n500 pc-3
  • fsurv 1 in their simulation.
  • 5 of total mass in the form of microhaloes
  • Berezinsky 03
  • fsurv 0.1-0.5 (based on analytical treatment)
  • fsurv should be higher for those with high ?
  • the actual value of fsurv is highly uncertain

30
internal density profile of microhaloes
  • annihilation signal enhancement
  • simulation
  • concentration parameter c1.6 in the simulation
  • (a,ß,?)(1, 3, 1.2)
  • fc 6.1

?1.7
31
internal density profile of microhaloes. 2
  • ?1.7 in the resolution limit of the simulation
  • similar to halo density profile soon after major
    merger a single power law with ?1.5-2 (Diemand
    et al. 05)
  • ?gt1.5 ? divergent annihilation luminosity
  • density core where annihilation time 1010 yr
  • ?1.5 ? fc 31
  • ?1.7 ? fc 190
  • ?2.0 ? fc 1.4x104
  • fc6.1 is a conservative choice.

32
Flux from isolated objects
  • the nearest microhaloes
  • M31 (the Andromeda galaxy)
  • 1.5x1011Msun within 1 (13kpc)

33
Galactic and extragalactic gamma-ray background
from microhaloes
Oda et al. 05
34
Gamma-ray halo around the GC?
Dixon et al. 98
excess from the standard model x 1.2
excess from the standard CR interaction model of
the Galactic gamma-ray background
gamma-ray halo? Flux level EGRB
35
Conclusions Part II
  • earth-mass sized microhaloes can be constrained
    by galactic/extragalactic background, much better
    than the flux from the nearest ones.
  • If fsurv 1 (as suggested by simulations),
    microhaloes should have significant contribution
    to EGRB/GGRB, even with conservative choice of
    other parameters
  • flux expected from M31 is close to the EGRET
    upper limit if fsurv1
  • a good chance to detect by GLAST
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