Possible new physics of dark matter from recent cosmic ray measurements

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Possible new physics of dark matter from recent cosmic ray measurements

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Nature of dark matter non-baryonic cold dark matter ... (from N. Weiner) Sommerfeld enhancement. For attractive Coulomb Potential ... –

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Title: Possible new physics of dark matter from recent cosmic ray measurements


1
Possible new physics of dark matter from recent
cosmic ray measurements
  • Bi Xiao-Jun
  • IHEP, CAS
  • 2009-10-1

2
Standard cosmology
Dark matter (dark energy) exists in the universe.
However, we have to figure out its property.
3
Nature of dark matter non-baryonic cold dark
matter
  • Not in compact form, such as black holes,
    neutron stars? (MACHO -MAssive Compact Halo
    Objects)

4
Non-baryonic
  • From BBN and CMB, it has ?Bh20.02-0.002.
    Therefore, most dark matter should be
    non-baryonic. ?DMh20.113-0.009

5
New physics beyond the SM
  • Non-baryonic cold dark matter dominates the
    matter contents of the Universe. New particles
    beyond the standard model are required!
  • New physics!

6
Ideas of DM particles from theoretical particle
physics
  • From QCD
  • Axions
  • From Grand Unified Theories String Theories
  • Lightest supersymmetric particles
  • From String Theories Extra-dimensions
  • Kaluza-Klein Particles
  • Others

SM has too many free parameters has the
hierarchy problem which makes it a low energy
effective theory. Almost all the extension of SM
predict new stable particles, which can be the
dark matter. Therefore, from the point of view of
particle physics, it is more nature to have dark
matter than no dark matter! (SM should not be the
final theory of everything.)
7
Thermal history of the WIMP (thermal production)
Thermal equilibrium abundance
At T gtgt m, At T lt m, At T m/22,
,decoupled, relic density is inversely
proportional to the interaction strength
For the weak scale interaction and mass scale
(non-relativistic dark matter particles)
, if
and

WIMP is a natural dark matter candidate giving
correct relic density (proposed trying to solve
hierarchy problem).
8
Detection of WIMP
  • Indirect detection DM increases in Galaxies,
    annihilation restarts(??2) ID looks for the
    annihilation products of WIMPs, such as the
    neutrinos, gamma rays, positrons at the
    ground/space-based experiments
  • Direct detection of WIMP at terrestrial detectors
    via scattering of WIMP of the detector material.

indirect detection
Direct detection
9
Results of PAMELA, ATIC, Fermi and HESS
10
PAMELA results Nature 458, 607 (2009) (citation
300Observation of an anomalous positron
abundance in the cosmic radiation
11
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12
ATIC bump at the electron/positron spectrum
Chang et al. Nature456, 362 2008
13
Fermi results
  • Fermi gives softer spectrum of (ee-) than ATIC.
    Excess exists above the conventional model

14
HESS result
  • HESS measures the Cherenkov light of the showers
    developed by high energy cosmic rays in the
    atmosphere.
  • It can discriminate hardronic and EM showers.
    However, can not discriminate electrons and
    gammas.
  • Electron flux is larger than gamma beyond the
    galactic plane.
  • Energy resolution is at best 15.

15
Summary of data
  • PAMELA observed substantive positron excess
    beyond the standard prediction by cosmic ray
    physics above 10 GeV up to 80 GeV, which is
    consistent with previous results from HEAT and
    AMS01.
  • Both ATIC and Fermi observed excesses at the
    electronpositron spectrum however, they are not
    consistent with each other
  • ATIC data show very sharp falling at the
    electron spectrum at 600 GeV. It is consistent
    with the spectrum produced by dark matter Fermi
    shows softer spectrum which may be due to
    astrophysical sources
  • No antiproton excess. The sources seem have to be
    leptonic.
  • Assuming the conventional background from cosmic
    rays, in addition primary sources that generate
    equal amount of electron/positron, ATIC and Fermi
    are consistent with PAMELA separately, that each
    set of data can be explained by the same
    source(s) simultaneously.

16
Explanations by astrophysical origins
17
Possible origins of ee- pp interaction (Blasi,
0903.2794) Occur at the cosmic ray
acceleration source hard spectrum
Comment nature for Fermi spectrum antiprotons
may set constraints on this picture
18
Nearby pulsars
19
Astrophysical sources
D. Hooper et al. S. Profumo Y. Yuksel et al.
  • Nearby pulsars

20
From CRs interaction
Hu,Yuan,Wang,Fan,Zhang,Bi, 0901.1520
  • There is knee in CR spectrum at 1015 eV
  • It is proposed the knee is generated by
    interaction, with E?1eV, the threshold energy is
    at 1015 eV
  • 3 converted can explain the Fermi excess

21
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22
  • Astrophysical sources are easy to account for the
    Fermi spectrum, not easy for ATIC.

23
Explanations by dark matter
24
Primary positron/electrons from dark matter
implication from new data
  • DM annihilation/decay produce leptons mainly in
    order not to produce too much antiprotons.
  • Very hard electron spectrum -gt dark matter
    annihilates/decay into leptons.
  • Very large annihilation cross section, much
    larger (1000) than the requirement by relic
    density. ( 1) nonthermal production, 2)
    Sommerfeld enhancement, 3) Breit-Wigner
    enhancement, 4) dark matter decay.)

25
why should annihilate into leptons?
Yin, et al. arXiv0811.0176
26
Dark matter models to produce leptons
  • Kinematically suppression
  • Mass of fis about 1GeV, is
  • Kinematically suppressed to antiprotons
  • At the same time attractive interaction can
    enhance the annihilaition rate, Sommerfeld
    enhancement. (Arkani-Hamed et al. 0810.0713  )
  • Dynamically suppression, f carries U(1)e-µ(t)
    (Baek Fox Bi)
  • DM models related with neutrino masses (Bi et al
    0901.0176 Cao et al. 0901.1334 )
  • These models lead to hard positron spectrum and
    suppress antiproton flux naturally.

27
Large flux
  • Nonthermal production
  • (from N. Weiner)
  • Sommerfeld enhancement
  • For attractive Coulomb Potential
  • To enhance the dark matter annihilation we have
    long range attractive force

28
Large flux
Ibe, Murayama, Yanagida Guo, Wu Bi, He, Yuan
  • Breit-Wigner enhancement,

Bi, He, Yuan 0903.0122
29
Decay dark matter with life time 1026s
Yin, Yuan, Liu, Zhang, Bi, Zhu, Zhang Chen,
Nojiri et al Ibarra, Tran Hamguchi, Shirai,
Yanagida
30
How to discriminate different scenarios?
31
Discrimination I. precise spectrum measurement of
ee-
Dark matter vs. pulsar sharp drop or not? (Hall
Hooper, 0811.3362)
32
Discrimination I. precise electron spectrum
(continued)
Dark matter vs. pulsar fluctuations on the
spectrum? (Malyshev et al., 0903.1310)
33
Discrimination II. anisotropy of electron flux
Diffuse vs. point (Hooper et al., 2009, JCAP,
01, 025)
A local dark matter clump may also behave like
this.
34
Different models can work well
  • Adjusting parameters, DM decay/annihilation,
    pulsars can all explain PAMELA and ATIC

Zhang, Bi, Liu, Liu, Yin, Yuan, Zhu, 0812.0522 
35
Source distribution
36
Can we test these scenarios?
  • Detect the synchrotron and IC gamma ray signals
    from the GC.

37
Diffuse gamma spectra
Fermi LAT
38
Models independent constraint on the nature of
dark matter by the PAMELA and ATIC data
39
Upper bounds on the WW and quark branching ratios
for DM annihilation
40
Constraints on some DM models (1TeV)
  • Neutralino, mainly into gauge bosons excluded
  • In UED KK mode of U(1)Y gauge boson, 30 into
    quarks (universal KK mass) marginally allowed
  • U(1)B-L, 40 into quarks, slightly disfavored
  • Leptophilic models U(1)e-mu(tau), best fit
    data

41
MCMC fit to the ATIC or Fermi and PAMELA data
Liu, Yuan, Bi, Li, Zhang, Astro-ph/0906.3858
Global fit to PAMELA, ATIC/Fermi, HESS data to
give best fit
42
Constraints on the dark matter annihilation
scenario
43
Emission from the GC
Bi et al., 0905.1253
  • Constraint on the central density of DM
  • Tension
  • Exist for the
  • annihilating
  • DM scenario

Liu et al., 0906.3858
44
Constraints on the minimal subhalos by
observations of clusters
A. Pinzke et al., 0905.1948
  • Standard CDM predicts the minimal subhalos
  • Observation constrains
  • Fermi limit to
  • DM is warm

45
Constraints from extragalactic diffuse gamma rays

S. Profumo et al., 0906.0001
46
Summary
  • Anomalies observed in cosmic electrons and
    positrons discrepancy exists in data from
    different collaborations.
  • Many works have been done related with these new
    results both astrophysical and DM scenarios are
    possible origins of these excesses.
  • New data will come soon PAMELA finally detect
    positron to 270GeV antiproton to 190 GeV
    (published lt100GeV) total ee- to 2 TeV (not
    released) AMS02 launch at 2010 Re-flight of
    ATIC for electrons (AREL) was proposed to NASA
    Mar. 2009 Fermi results of diffuse gamma rays
    come soon
  • LHC and DD help to determine nature of dark matter

47
  • O. Adriani et al., PAMELA Collaboration,
    arXiv0810.4995 298, Nature 458, 607 (2009)
  • An anomalous positron abundance in cosmic
    rays with energies 1.5-100 GeV
  • O. Adriani et al., PAMELA Collaboration,
    arXiv0810.4994 153, PRL102, 051101 (2009)
  • A new measurement of the
    antiproton-to-proton flux ratio up to 100 GeV in
    the cosmic radiation
  • J. Chang et al., ATIC Collaboration, Nature 456,
    362 (2008) 201
  • An Excess of Cosmic Ray Electrons at
    Energies Of 300-800 GeV
  • HESS Collaboration, arXiv0811.3894 86
    arXiv0905.0105 45, PRL
  • Probing the ATIC peak in the cosmic-ray
    electron spectrum with H.E.S.S
  • Fermi Collaboration, arXiv0905.0025 92
  • Measurement of the Cosmic Ray e plus e-
    spectrum from 20 GeV to 1 TeV with the Fermi
    Large Area Telescope
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