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Gravitational waves and fundamental physics

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Title: Gravitational waves and fundamental physics


1
Gravitational waves and fundamental physics
  • Michele Maggiore
  • Université de Genève
  • DGFest, Pisa 26/1/06

2
What can we hope to learn about fundamental
physics from the observation of GWs
  • Neutron stars and the ground state of QCD
  • Coalescing binaries and dark energy
  • Stochastic backgrounds and the Big-Bang

3
What is the true ground state of QCD?
  • TltTc quarks and gluons confined into hadrons
  • seems obvious we only see confined matter around
    us
  • ? hadrons bound into nuclei
  • ? why so little 56Fe ? Coulomb barrier
  • strange quark matter hypothesis
  • at high density, deconfined u,d,s mixture.
  • The price payed to deconfinement and to ms is
    compensated by the opening of a third Fermi sea

4
The energy barrier could be overcome in the core
of NS
10 km
Crust lattice of heavy nuclei
8 km
n, p, e, µ superfluid
QCD regime quark-hadron mixed phase ?
2 km
? 1 GeV/fm3 ? high-density QCD ? hybrid
stars, quark stars ?
5
  • astrophysical processes can induce non-radial
    oscillations of NS (e.g. SN?NS)
  • the normal modes decay by emission of GWs
  • their frequency depends on the internal
    structure of the NS
  • ? GWs can probe the core of a NS

6
Benhar, Ferrari and Gualtieri, 2004
7
Coalescing binaries
  • First experimental proof of the existence of GWs
    and precise confirmation of
  • General Relativity
  • Cosmological standard candles
  • ? dark energy

8
Hulse-Taylor binary pulsar (PSR191316)
9
Timing residuals affected by variouseffects due
to special and general relativity
  • Fitting the timing formula (with 27 yrs of
    data!)
  • all Keplerian parameters are known very precisely
  • a1 sin ? 2.341774(1) s , e
    0.6171338(4)
  • T0 (MJD) 46443.99588317(3) , ? 226.57518(4)
    deg
  • P27906.9807807(9) s
  • 3 post-Keplerian parameters
  • d? / dt 4.226607(7) deg/yr, ?
    0.004294(1)
  • dP/dt -2.4211(14) 10-12

10
  • d? / dt , ? fixed by GR in terms of mp and
    mc
  • mp 1.4408(3) M? , mc 1.3873(3)
    M?
  • dP/dt fixed by the quadrupole formula for
  • GW emission, once mp and mc are known
  • (dP/dt)exp / (dP/dt)GR 1.002 0.005

11
Hulse-Taylor, Nobel Prize 1993
12
  • double pulsar PSR J0737-3039
  • orbital period 2.4 hr !
  • after one year of data, test of GW emission at
    a comparable precision
  • We know that GW exist !

13
Binaries as standard candles
(Gc 1)
?We get the distance r !
14
for sources at cosmological distances
  • luminosity
    distance
  • For a spatially flat Universe

15
  • having dL(z) (and with a measure of z) we get
    a
  • gravitational standard candle
  • out to what distance ? At the level of
    Advanced VIRGO/LIGO
  • NS/NS coalescences, at least O(40)/yr, out to 2
    Gpc
  • BH/BH coalescences, 10 M , out to z ? 2-3
  • At LISA, supermassive BHs with 106 M , would
    be visible out to z 10

16
  • With type Ia Supernovae, measure of dL(z) up to
    z 1.7
  • p w(z) ? ,
  • relativistic matter, w1
  • non-relativistic matter, w0,
  • cosmological cosntant , w -1
  • From SN Ia, acceleration of the expansion
    of the Universe, and w(z) lt - 0.55
  • Gravitational standard candles can extend to
    higher z, and have different systematics
  • ? cosmological constant/ dark energy

17
GWs are a unique probe of the early Universe
  • Decoupling from the primordial plasma
  • two scales ? (interaction rate)
  • H (Hubble expansion
    rate)
  • ? gtgt H ? equilibrium
  • ? lt H ? decoupling
  • A stochastic background carries a snapshot of
  • the Universe at time of decoupling

18
  • ? n s v n T3 v 1
  • HT2/MPL (during radiation
    dominance)
  • e.m. interaction
  • s drops at (re)combination
  • T eV, t370 000 yr
  • neutrinos
  • T MeV , t 1 s
  • gravitons
  • T MPL 1019 GeV, t tPL
    10-44 s !!
  • A picture of the Big-Bang
    itself ?

19
(No Transcript)
20
Slow-roll inflation
21
Pre-big-bang cosmology (Brustein, Gasperini and V
eneziano)
f3
22
Electroweak phase transition in the NMSSM
Apreda, Nicolis, MM, Riotto
23
  • Predictions of cosmological backgrounds of GWs
    are difficult
  • physics beyond the Standard Model
  • early Universe cosmology
  • at first generation detectors it is unlikely to
    see something
  • advanced interferometers can penetrate deeply
    into an unknow region, where a number of examples
    indicate that it is plausible to expect some
    signals
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