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8/3/2019 Fuminobu Takahashi- Dark Matter
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Plan of talk
I. Dark matter and cosmic-rays
II. Affleck-Dine baryogenesisIII. Non-Gaussianity (if time allows)
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How can we know the presenceof dark matter?
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Gravity
It's not just a good idea.It's the law!
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lensingrotation curve CMB
Bullet cluster
+ large scale structures.
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(taken from WMAP webpage)
DM 0.2
The presence of DM hasbeen firmly established.
CMB observation
Rotation curvesStructure formation
Big bang nucleosynthesis
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(G. Bertone at COSMO-09)
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Must be electrically neutral, long-lived and cold.
e.g.) , gravitino, etc. (right-handed sneutrino, axino).
Little Higgs, UED, etc.
No DM candidates in SM.
LSP is long-lived if R-parity is a good symmetry.
The lightest T-parity/KK-parity particles
Others Q-ball, saxion, light moduli, sterile nu, etc...
Many
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Thermal relic abundance of WIMPs of massO(100)GeV - O(1)TeV is close to the observed
DM density.
WIMP =0.3
v /(pb)
Sounds reasonable, but it is betterkeep in mind other possibilities.
vthermal 3 1026
cm3
/sec
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Collider
Direct detection
Indirect search:annihilation/decay of dark matter
(http://pamela.roma2.infn.it/index.php)
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So, what is cosmic-rays?
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Cosmic-ray was discovered in 1912 by
Victor Hess using the balloon experiment.
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Total cosmic-ray spectrum
Main components:proton (+ alpha)
Electron: 1-0.1%
Positron: 0.1-0.01%Antiproton: 0.01%
Heavier nuclei: 1-0.1 %
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In particular, 1TeV electron/positron loses its most
of the energy in 105yrs, traveling about 1kpc.
The cosmic-ray particles diffuse in our Galaxy.
8.5kpc 1 pc = 3.26 lyr= 3x1016 m
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2. PAMELA, ATIC/PPB-BETS,
Fermi, and H.E.S.S. results
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Adriani et al,arXiv:0810.4995
Primary source?
naively expected b.g.
E-3.0
ATIC excess was not
confirmed by Fermi.
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Pulsars
Modification in propagation oracceleration/production in local SNR
Dark Matter decay/annihilation
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3. Dark Matter
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Energy
Flux Annihilation/decay mode
DM mass
Cross-sectionlifetime
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In particular, 1TeV electron/positron loses its most
of the energy in 105yrs, traveling about 1kpc.
The cosmic-ray particles diffuse in our Galaxy.
8.5kpc 1 pc = 3.26 lyr= 3x1016 m
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NFWAnnihilation
Meade et al, arXiv:0905.0480
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NFWDecay
Meade et al, arXiv:0905.0480
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Monochromatic electron production gives apoor fit to the Fermi data. (Good for ATIC)
Softer spectrum, e.g. (mu, tau) production isfavored by Fermi.
DM annihilation scenario is disfavored.
DM decay scenario can satisfy the
observational constraints.
DM mass must be in the TeV scale!
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Decaying DM scenario
Mass: a few TeV (or heavier)
Lifetime:
Dark matter particle with
The longevity of DM may be a puzzle,
especially if the mass is above 1TeV.
10
26
sec
Insensitive to the clumpy structure.
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Shirai, FT, Yanagida, arXiv:0905.0388Phys.Lett.B680:485-488,2009.
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The neutralino LSP scenario is interesting,
because thermal relic production can naturallyexplain the DM abundance.
The lightest neutralino is Bino-, Higgsino-,
or Wino-like, or a certain mixture of those.
Let us focus on the scenario,
which is realized in anomaly-mediation.
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Hisano et al (`07)
mW (2.7 3) TeV
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The must be a good
symmetry for the Wino LSP to
account for the observed DM.
Is the R-parity an symmetry
or just an one?
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The constant term breaks a continuous U(1)Rsymmetry down to the .
W C0 = m3/2M2
P
In order to have a (almost) vanishing cosmological
constant, the superpotential must have a constantterm:
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However, a continuous U(1)R may not be
the symmetry of the theory at highenergies.
If the R symmetry in the high energy isa , the R parityis broken by C0.
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In addition to the SM Yukawa interactions, the
following operator is allowed by the symmetry.
W = ijk
(C0)2eiLjLk,
and similar terms for quark multiplets.
2x2+1+1+1 = 7 2 (mod 5)
O(1)w/
In our model the Wino DM of mass 3TeV is not
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In our model, the Wino DM of mass 3TeV is notabsolutely stable, and decays through the R-parity
violating operator, eLL.
e.g.)
1027
sec1
2 m3/2
103 TeV4
mfW03 TeV
5
m5 TeV
4
,
N t th t b th th Wi d th i f th R
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Wino mass
(=3TeV)
R-parity
violation
Gravitino mass(= 103TeV)
The overall scale is determined by the thermal relic abundance.
A
nomaly
mediation dis
crete
Z5
R-sym.
MW0 g22
162m3/2 W
1
M2Pm23/2eLL
Note that both the Wino mass and the size of the R-parity violation are determined by the gravitino mass.
Electron + Positron flux:
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Electron + Positron flux:
Propagation through the galactic magnetic field is described
by a diffusion equation
electron/positron
fet = K(E)
2
fe(E, x) +
E[b(E)fe(E, x)] + Q(E, x)
diffusion energy loss source
Dark Matter
Mass &
Decay rate
The Wino DM decay may account for the observed
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y y
PAMELA/Fermi excesses in the CR e-+e+.
I: e1L2L3, II: e2L2L3, III: e3L2L3
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I: e1L2L3, II: e2L2L3, III: e3L2L3
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I: e1L2L3, II: e2L2L3, III: e3L2L3
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C-R.Chen, S. Mandal, FT, arXiv:0910.2639
1024
1025
1026
[sec]
1027
103 10
410
2
Fermi (b=10-20)
HESS GC
Fermi (iso)
+ -
[GeV]mDM
1024
1025
1026
[sec]
1027
103 10
410
2
Fermi (b=10-20)
HESS GC
Fermi (iso)
+ -
[GeV]mDM
Although the decay mode is slightly different from thesetwo, it should be still allowed by the latest Fermi data.
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...yet another
coincidence??
New inflation model with Z5 R-symmetry
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New inflation model with Z5 R symmetryIzawa and Yanagida ,`97
Consistent with the discrete Z5 R-symmetry.
V
K(, ) = ||2 + k4||4,
W() = v2g
6
6.
R[] = 2 R[6] = 12 2 (mod 5)
V() v4 k
2v42
g
2
5
21
v25 +g2
2510
(v2
/g)1/5
Inflaton acquires non-vanishing VEV:
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m3/2 = W(0) 5v2
6
v2
g
15
The gravitino mass is related to the inflaton
parameters!
O(106)GeV g = O(1)for
The WMAP normalization = 10-5
is imposed.
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It is likely that the and found anexcess in the CR positrons/electrons.
If so, we need to modify the conventional model
of CR electron/positron. The possible sources are
In the case of DM, other observational channels,especially , could refute/support thescenario.
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The of mass 3TeV can
explain the observed PAMELA/Fermi anomalies inthis framework.
We have proposed a model based on thein which R-parity is broken by
the constant term in W (= gravitino mass).
The model based on Z5 R symmetrycan give rise to the gravitino mass of 103TeV.
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Focus week on ``Indirect DM search7-11 Dec. 2009 at IPMU
Invited speakers include: Marco Casolino (INFN, University of Rome Tor Vergata) Paolo Gondolo (University of Utah)
Kouichi Hirotani (National Tsing Hua University) Masahiro Hoshino (University of Tokyo) Dan Hooper (FNAL) Alejandro Ibarra (Technische Universitat Munchen) Tesla Jeltema (UCO/Lick Observatories)
Philipp Mertsch (Oxford) Igor Moskalenko (Stanford University)* Stefano Profumo (UCSC) Surjeet Rajendran (MIT) Pasquale Serpico (CERN)
Shoji Torii (Waseda University) Carsten Rott (Ohio State University)
Organizers:Dan HooperStefano Profumo
Fuminobu Takahashi
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