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Testing the slow roll inflation paradigm with the Big Bang Observer

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Solves the shortcomings of the standard cosmological model (flatness ... (U and Vecchio 01, Bender and Hogan 01, Seto et al 01) 0.001. 4.0. 20000. 0.5. 0.5. 500 ... – PowerPoint PPT presentation

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Title: Testing the slow roll inflation paradigm with the Big Bang Observer


1
Testing the slow roll inflation paradigmwith the
Big Bang Observer
  • Carlo Ungarelli
  • School of Physics and Astronomy
  • Astrophysics and Space Research Group
  • In collaboration with A.Vecchio, P. Corasaniti
    (Columbia, NY), R. A. Mercer

2
  • The paradigm of (slow-roll) inflation
  • Solves the shortcomings of the standard
    cosmological model (flatness and horizon problem)
    by postulating the existence of an early phase of
    accelerated expansion driven by the energy
    density of a scalar field slowly rolling towards
    its minimum
  • Predictions 1)The Universe is spatially flat
    2)Quantum zero-point fluctuations of space-time
    metric are stretched over astrophysical scales
    producing a nearly scale invariant spectrum of
    density perturbations and a spectrum of
    gravitational waves as a cosmic gravitational
    wave stochastic background (CGWB)
  • The first prediction and part of the second have
    been confirmed by the measurement of the Cosmic
    Microwave Background (CMB). The existence of CGWB
    is yet untested

3
CGWB produced during slow-roll inflation
COBE bound (Koranda, Turner 94)
Almost flat spectrum (see e.g. Turner 97)
4
Detection of stochastic backgrounds
Earth-based interferometers Design sensitivity
of current Interferometers Second generation
detectors Advanced LIGO 3rd generation
European Gravitational Observatory
  • String-inspired inflationary models
  • (e.g. pre-big-bang) could be tested by second
    generation detectors
  • (Allen, Brustein 97 U, Vecchio 99)
  • Warnings the models do not provide
  • reliable description of transition to
  • Post-big-bang era the observability of GW
    spectrum depends on the detail of the transition

f 3
5
Detection of stochastic background LISA
Astrophysical backgrounds Incoherent
superposition of GW emitted by short-period,
solar mass binary systems (WD,NS..) Galactic and
extra-galactic contribution (Bender et al,
90,97 Postnov et al, Schneider et al 00)
6
Towards testing slow-roll inflation BBO
To avoid the astrophysical background the
frequency band should be around 0.1 Hz (U and
Vecchio 01, Bender and Hogan 01, Seto et al 01)
7
GWs in single field slow-roll inflation
Curvature (R) and Tensor (T) perturbations
spectra
(See Turner 97)
The GW spectrum depends on two primordial
parameters (r,nS) and one cosmological parameter
A (0.7 see e.g. Spergel et al 03)
8
BBO-lite
BBO
(U, Vecchio,Corasaniti, Mercer Astro-ph/to
appear)
BBO-grand
WMAP 1,2,3-s confidence levels (Kinney et al 04)
9
BBO vs future CMB experiments (I)
BBO vs PLANCK
BBO-GRAND vs CMBPol
10
BBO vs future CMB experiments (II)
CMB B-mode Foregrounds from gravitational
lensing impose a lower limit (Knox and Song
02)
Residual foregrounds from NS-radio pulsars
BBO design sensitivity depends strongly on the
antenna diameter and laser wavelength
11
Some Remarks
  • Advanced earth-based GW detectors cannot test the
    standard slow-roll inflation paradigm. They could
    detect signal from inflation if Universe
    underwent a pre-big-bang phase (or
    accelerated contraction). More robust predictions
    are needed.
  • A dedicated post-LISA mission can detect a
    stochastic background of GW produced during an
    epoch of slow-roll inflation with a design
    sensitivity beyond the sensitivity of PLANCK
    surveyor one. The sensitivity of post-PLANCK
    missions to stochastic backgrounds of GW
    strongly depends on the ability of removing the
    foregrounds due to lensing
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