Visible and Invisible Universe: A short commentary Carlo Rubbia CERN Geneva, Switzerland and INFN/LNGS, Assergi, Italy.

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Transcript Visible and Invisible Universe: A short commentary Carlo Rubbia CERN Geneva, Switzerland and INFN/LNGS, Assergi, Italy.

Visible and Invisible
Universe:
A short commentary
Carlo Rubbia
CERN Geneva, Switzerland
and
INFN/LNGS, Assergi, Italy
1
 Luminous matter and Astronomy directly account for only a tiny
fraction (0.5 %) of the total mass density budget of the
Universe and only about a tenth of the ordinary matter
(baryons). As we have known for several decades, the bulk of
the matter and energy in the Universe are dark and therefore
only indirectly observable through their induced effects.
 But there is more: Naively, one would expect the Universe to
be synonym of ordinary matter. This intuition is grossly wrong.
Discoveries of such so far completely unknown phenomena in
the Laboratory will be of extraordinary importance.
 We have for the first time a complete and self-consistent
accounting both for mass and energy in the Universe (W0 ≈ 1)!
 A finite cosmological constant  has profound consequences for
fundamental physics. By any standard, it is even more exotic
and more poorly understood than dark matter.
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Slide# : 2
 One of the most exciting cosmological results is the now solid
experimental evidence of a cosmic concordance, o = 1.02 ±
0.02 of a mixture of about 2:1 between dark energy and
matter.
 These results are to be compared with the also firmly
established Big Bang Nucleo Synthesis, BBN = 0.044 ± 0.004,
i.e. ordinary hadronic matter is only a few % of o.
 There is therefore strong, direct cosmological support for a sofar unknown non hadronic matter M - BNN ≈ 0.226 ± 0.06
 The experimental detection of a such new form of dark matter
is an extremely exciting programme.
 Ordinary matter is the source of all inanimate and living things
we know of and it had an immense evolutionary role over the 13.7
billion years from the big bang :what about the role of the
otherwise dominant dark matter ?
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Slide# : 3
Cosmology: a few established facts
 BBN is firmly set to BBN =
0.044 ± 0.004
 Need for Dark, non baryonic
matter, since
M - BNN ≈ 0.226 ± 0.06 !
 What is the origin of such a
difference ?
 Neutrino’s contribution
insufficient (0.0005 <  h2 <
0.0076)
 Cold dark matter hypothesis
preferred by cosmological
considerations
 But Cold + Warm dark matters
not excluded
M +  ≈ 0
Matter density of Universe
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Slide# : 4
WMAP power spectrum vs. dipole moment
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Slide# : 5
Baryons in the WMAP Power Spectrum
 The odd numbered acoustic
peaks in the power spectrum
are enhanced in amplitude
over the even numbered ones
as we increase the baryon
density of the universe.
Baryon Density: bh2 = 0.024 ± 0.001
Baryon density
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Slide# : 6
Overall Matter in the WMAP Power Spectrum
 Raising the overall matter
density reduces the overall
amplitude of the peaks
 Lowering the overall matter
density eliminates the baryon
loading effect so that a high
third peak is an indication of
dark matter.
 With three peaks, its effects
are distinct from the one due
to baryons
Matter Density : mh2 = 0.14 ±
0.02
Matter density
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Slide# : 7
WMAP results
Parameter
Baryon Density
Matter Density
Hubble Constant
Baryon Density/Critical Density
Matter Density/Critical Den sity
Age of the Unive rse
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Value
bh2 = 0.024 ± 0.001
mh2 = 0.14 ± 0.02
h = 0.72 ± 0.05
b = 0.044 ± 0.004
m = 0.27 ± 0.04
to = 13.7 ± 0.2
Slide# : 8
Gravitational lensing
Gravitational mass of the
galaxy is measured from the
focussing effect induced by a
distant, passing star
Focussing of
gravitational
lensing
It confirms WMAP result
for a so-far unknown
additional matter
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Slide# : 9
Weak lensing observations of cluster merger
 Shown in green contours in both panels are the weak lensing
reconstruction with the outer contour level at  = 0.16 and increasing in
steps of 0.07. The white contours show the errors on the positions of the
 peaks and correspond to 68:3%, 95:5%, and 99:7% confidence levels. The
white o show the location of the centers of the masses of the plasma
clouds.
 The gravitational potential does not trace the plasma distribution, the
dominant baryonic mass component, and thus proves that the majority of
the matter in the system is unseen.
Clowe, Bradac et al.
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Slide# : 10
Evidence of Ω ≠ 0
Regression velocity of Type 1A SN
Accretion Disk
White Dwarf
Giant Companion
SN explosion occurs when the white
dwarf reaches a specific mass

Redshift measurements of Type 1A
SN indicate an accelerated expansion
at large z
Constant
expansion rate
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Slide# : 11
... and Dark Energy
 There is also evidence of a significant (actually dominant)
contribution to the matter / energy content of the Universe
due to some form of energy characterized by negative
pressure: Dark Energy.
 Can be accommodated into the Einstein’s equation in the
form of Cosmological Constant:
1
8   G  T   R  R  g     g
2
 Very difficult to interpret in the framework of particle
physics (v.e.v. some 1050 larger than the actual value of )
 arguments (the observed
 also in terms of cosmological
and
quasi-equality between Dark Energy and Matter densities
hard to justify on the basis of general arguments).
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Slide# : 12
Dark Matter Candidates ?
 Despite the impressive amount of
astrophysical evidence, the exact
nature of Dark Matter is still unknown.
 All present evidence is now limited to
gravitational effects. The main question
is that if other types of interactions
may be also connected to DM. A key
question is the presence of a electroweak coupling to ordinary matter.
 Elementary particle physics provides a
number of possible candidates in the
form of long lived, Weakly Interacting
Massive Particles (WIMPs).
 Good bets are, at the moment, the
lightest SUSY particle (the Neutralino)
and the Axion.
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•Kaluza-Klein DM inUED
•Kaluza-Klein DM in RS
•Axion
•Axino
•Gravitino
•Photino
•SM Neutrino
•Sterile Neutrino
•Sneutrino
•Light DM
•Little Higgs DM
•Wimpzillas
•Q-balls
•Mirror Matter
•Champs (charged DM)
•D-matter
•Cryptons
•Self-interacting
•Superweakly interacting
•Braneworls DM
•Heavy neutrino
•NEUTRALINO
•Messenger States in GMSB
•Branons
•Chaplygin Gas
•Split SUSY
•Primordial Black Holes
Slide# : 13
Will LHC find the keys ?
 Some of the most relevant questions for the future of Elementary
particles are related to the completion of the Standard model and of its
extensions.
 Central to the Standard Model is the experimental observation of the
Higgs boson, for which a very strong evidence for a relatively low mass
comes from the remarkable findings of LEP and of SLAC.
 In the case of an elementary Higgs, while fermion masses are “protected”,
the Higgs mass becomes quadratically divergent due to higher order
fermion corrections. This would move its physical mass near to the
presumed limit of validity of quantum mechanics.
 Therefore in order to “protect” the mass of the Higgs, we need an
extremely precise graph cancellation in order to compensate for the
divergence of the known fermions.
 SUSY is indeed capable of ensuring such a symmetric cancellation, with a
SUSY partner yet to be discovered for each and every ordinary particle.
 A low Higgs mass tells us that the mass range of the SUSY partners must
be not too far away.
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Slide# : 14
Running coupling constants
 Running coupling constants
are modified above SUSY
threshold, and the three
main interactions converge
to a common Grand Unified
Theory at about 1016 GeV
but provided that SUSY is
there at a not too high
masses
LEP
1-1(Q)
With SUSY
2-1(Q)
3-1(Q)
Proton decay ?
 A discovery of a “low mass” elementary Higgs may become an
important hint to the existence of an extremely rich realm of
new physics, a real blessing for LHC.
 A doubling of the number of elementary particles, is a result
of gigantic magnitude.
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Slide# : 15
SUSY as the source of non-baryonic matter ?
 The relation between dark matter and SUSY matter is far
from being immediate: however the fact that such SUSY
particles may also eventually account for the non baryonic dark
matter is therefore either a big coincidence or a big hint.
 However in order to be also the origin of dark mass, the lowest
lying neutral SUSY particle must be able to survive the 13.7
billion years of the Universe The lifetime of an otherwise fully
“permitted” SUSY particle decay is typically ≈10-18 sec !
 We need to postulate some strictly conserved quantum number
(R-symmetry) capable of an almost absolute conservation, with
a forbidness factor well in excess of 4x10+17/ 10-18 =4x1035 !!!
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Slide# : 16
Colliders as sources of SUSY
 The experimental signature of a SUSY type particle is generally very
characteristic and it deeply affects the number and the kinematical
configuration of large p events.
2 leptons p>15 GeV+ Emiss> 100 GeV
mo = 200 GeV
m1/2 = 160 GeV
tg = 2
Ao = 0
µ<0
Standard model
(background)
Lepton(s)
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Lepton
SUSY signal
Slide# : 17
Relic WIMP as the source of non-baryonic matter ?
 A first, most relevant question is if DM, besides gravitational effects also
couples quantum-mechanically with electroweak interactions. If this is so at
some level one might expect collisions in the laboratory between DM and
ordinary particles, like for instance the so called WIMP particles.
Galactic speed
QuickTime™ and a
decompressor
are needed to see this picture.
Coherent
neutrino-like
Xsect, is
taken for
purpose of
illustration
MW = 200 GeV
Detection range
 Lest we become overconfident, we should remember that nature has many
options for particle generated dark matter, some of which less rich than
with SUSY.
 With sufficiently sensitive searches we may confirm or exclude the
electroweak coupling. Indeed DM may be an exclusive realm of gravitation.
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Slide# : 18
Predictions of relic Susy/WIMP
10-46 cm2
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Typical recoil threshold for elastic nuclear recoils > 30 keV
Slide# : 19
Methods of direct detection
 Earlier experiments identify in a well shielded, underground laboratory
(LNGS) the presence of a very small seasonal variation in the otherwise very
huge background due to ordinary, low energy (≤ 6 keV) electron-like events.
Such a tiny variation is interpreted as due to the WIMP signal. (DAMA)
 More recent experiments (CDMS and EDELWEISS) , in order to detect
directly a WIMP signal above background make use of a very low
temperature (12-50 milliK) Ge target, in which the slow thermal energy of
the recoiling WIMP associated atom is detected by an electric signal
sensitive to the phonons (local heating) of the recoil.
 These detectors are capable of a good discrimination but they suffer from
the very low integrated mass sensitivity: 32 kg x day for
EDELWEISS(Frejus) AND 38 kg x day for CDMS(Soudan).
 A new kind of detector, ultimately capable of many tens of tons of sensitive
mass has been developed based on the use of a ultra-pure Noble liquid
(earlier Xenon, now Argon) at standard temperature with the simultaneous
detection of the scintillation and ionisation signals in order to identify, with
an adequate selectivity, a WIMP recoil signal from ordinary backgrounds.
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Slide# : 20
Discrimination Methods
1)
New generation detectors must effectively discriminate between
Nuclear Recoils (Neutrons, WIMPs)
Electron Recoils (gammas, betas)
ZEPLIN
XMASS
XENON
ArDM
WARP
Liquid Argon, Xenon
Light
CRESST
recoil
energy
Charge
Heat
Cryogenic, 30 milliK
CDMS, EDELWEISS
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Slide# : 21
Competition
More than 20 experiments running or in construction
DAMA/LIBRA
CRESST II
NaIAD
WARP
Italy
EDELWEISS II
UK
ZEPLIN I
ZEPLIN III
ZEPLIN II
DRIFT I
CUORICINO
Germany
France
Bubble
Chamber
USA
HDMS/Genino
Russia
Japan
PICASSO
USA
XMASS (DM)
Canada
CDMS II
ELEGANTS V & VI
IGEX
XENON
MAJORANA (DM)
LiF
Spain
ANAIS
ROSEBUD
ArDM
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Slide# : 22
Neutrino-induced background nuclear recoil
 Neutral current induced
nuclear recoils due to solar
and cosmic ray neutrinos
produce an irreducible
background.
 The more abundant
electron related neutrino
events are removed by the
signature of the detector
 For cosmic ray neutrinos,
which exhibit an essentially
flat recoil energy
distribution, an upper limit
ER < 80 keV has been
2
 p 
  0.421044 N 2   
1 MeV 

introduced.
 The Argon neutrino background within 30 keV ≤ ER ≤ 80 keV is ≈ 0.033
ev/kton/day, just below the parameter independent WIMP limit, > 0.1
ev/kton/day.
 Therefore the neutrino background leaves open a wide rate window over
which a search for a WIMP signal may be experimentally conducted.
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Slide# : 23
Dama/Libra 2008
DAMA/NaI (7 years) +
DAMA/LIBRA (4 years)
total exposure: 0.82 tonyr
December
60
°
2-6 keV
June
6-14 keV
100-120 GeV
Evans power law
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Slide# : 24
DAMA/NaI (7 years) + DAMA/LIBRA (4 years) Total exposure: 300555 kgday = 0.82 tonyr
experimental single-hit residuals rate vs time and energy
Acos[w(t-t0)] ; continuous lines: t0 = 152.5 d, T = 1.00 y
2-4 keV
A=(0.0215±0.0026) cpd/kg/keV
2/dof = 51.9/66
8.3  C.L.
Absence of modulation? No
2/dof=117.7/67  P(A=0) = 1.310-4
2-5 keV
A=(0.0176±0.0020)
cpd/kg/keV
2/dof = 39.6/66 8.8  C.L.
Absence of modulation? No
2/dof=116.1/67  P(A=0) = 1.910-4
2-6 keV
A=(0.0129±0.0016) cpd/kg/keV
2/dof = 54.3/66 8.2
 C.L.
Absence of modulation? No
2/dof=116.4/67  P(A=0) = 1.810-4
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Slide# : 25
detector
Detector The
underWARP
construction
at LNGSat140 kg active target, will possibly allow
to reach sensitivity up to 10-45 cm2
WIMP nucleon cross section (covering
the most critical part of SUSY
parameter space)
GranSasso Laboratory
100 liters Chamber
Complete neutron shield
4π active neutron veto (8 tons Liquid
Argon, 300 PMTs)
3D event localization and definition
of fiducial volume for surface
background rejection
Active Veto
Cryostat designed to allocate a possible
1400 kg detector
S-WARP of > 10 tons under
consideration for the LNGS with Ar39 depleted cryogenic liquid
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Passive neutron and gamma shield
Slide# : 26
WARP after positioning in Hall-B (Jul.’07), inside the sustaining structure
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Slide# : 27
A few comments about Dark Energy.
 Several increasingly accurate Astronomical observations have
strengthened the evidence that today’s Universe is dominated by an
exotic nearly homogeneous energy density with negative pressure. The
empty space still contains lots of invisible energy.
 The simplest candidate is a cosmological term in Einstein's field
equations. Independently of the nature of this energy, the constant 
is not larger than the critical cosmological density  ≈ 1, and thus
incredibly small by particle physics standards. This is a profound
mystery, since we expect that all sorts of vacuum energies contribute to
the effective cosmological constant.
 Since the vacuum energy density is constant in time, while the matter
energy density decreases as the Universe expands, why are the two
comparable at about the present time, tiny in the early Universe and
very large in the distant future ?
 The problem of the value of  is one of the greatest questions of the
Universe, all along from its introduction in 1917 by Einstein: it has now
become widely clear that we are facing a deep mystery and that the
problem will presumably stay with us for along time.
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Slide# : 28
To conclude….
We do earth,
not know
air,
fire,
the identity
of
water
>95% of what
makes the
Universe: just
“dull particles” or
something much
richer ?
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baryons
neutrino
dark matter,
dark energy
Slide# : 29
Thank you !
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Slide# : 30