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Subaru Galaxy Surveys: HyperSuprime Cam

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Title: Subaru Galaxy Surveys: HyperSuprime Cam


1
Subaru Galaxy Surveys Hyper-Suprime Cam
WFMOS(As an introduction of next talk by Shun
Saito)
Masahiro Takada (Tohoku Univ., Sendai, Japan)
Sep 11 07 _at_ Sendai
2
CMB Large-Scale Structure (LSS)

WMAP (z103)
SDSS (Tegmark etal03)
LSS (0ltzlt3)
3
Complementarity btw CMB and LSS
(e.g., Eisenstein, Hu Tegmark 98)
  • CMB probes the statistical properties of
    fluctuations at z103
  • All the fluctuations are well in the linear
    regime clean info
  • Linear perturbation theory predictions, which are
    robust and secure, can be compared with the
    measurements
  • A galaxy survey probes the density perturbations
    at low redshifts (0ltzlt3)
  • The perturbation amplitudes significantly grow
    from z103, by a factor of 103 at least
  • An uncertainty in the model predictions arises
    from non-linearities in structure formation
  • Combining the two is very powerful (e.g., WMAP
    SDSS)
  • Opens up a window to probe redshift evolution of
    the perturbations, which helps break parameter
    degeneracies
  • Allow to constrain the neutrino mass
  • Very complementary in redshift and wavenumbers
    probed

4
Linear growth rate (a case of CDM model)
  • The density perturbation in the LSS, observable
    from a galaxy survey
  • Linear growth describes the time-evolution of the
    density perturbations, form the CMB epoch
    (z103)
  • In the matter-dominated regime, the CDM
    perturbations of different wavelengths grow at
    the same rate
  • Combining the FRW eqns and the linearized
    GRBoltzmann eqns leads to the second-order
    differential equation
  • Alternative, yet interesting ingredients
  • The cosmic acceleration slows down the growth
  • Adding massive neutrinos leads to suppression in
    the growth at low redshifts and on small scales

5
CDM Structure Formation Model P(k)
k3P(k,z)/2?2lt?2gtR1/k
Amplification in the density perturbation
amplitude by a factor of 1000, between z0 and
1000.
6
Massive neutrinos and LSS
  • The experiments imply the total mass, m_totgt0.06
    eV
  • Neutrinos became non-relativistic at redshift
    when T?,decm?
  • Since then the neutrinos contribute to the energy
    density of matter, affecting the Hubble expansion
    rate
  • The cosmological probes (CMB, SNe, BAO ) measure
  • The massive neutrinos affect the CMB spectra,
    mainly through the effect on H(z) (see Ichikawa
    sans talk)
  • The effect is generally small, also degenerate
    with other cosmo paras.

mtotgt0.11 eV
mtotgt0.06 eV
7
Suppression in growth of LSS
  • Neutrinos are very light compared to CDM/baryon
    the free-streaming scale is 100Mpc (for
    m0.1eV), relevant for LSS
  • At a redshift z
  • The neutrinos slow down the growth of total
    matter pert.
  • On large scales ?gt?fs, the neutrinos can grow
    together with CDM
  • On small scales ?lt?fs, the neutrinos are smooth,
    ??0, therefore weaker gravitational force
    compared to a pure CDM case

? lt ?fs
? gt ?fs
CDM
CDM
Suppresses growth of total matter perturbations
Total matter perturbations can grow!
8
Suppression of growth rate (contd.)
9
Suppression of growth rate (contd.)
k_fs
The suppression is stronger at lower redshifts,
implying the usefulness of CMBLSS to probe the
neutrino effect E.g., the current limit on the
total neutrino mass, m_totlt0.9 eV (95) from WMAP
SDSS (Tegmark etal. 06)
10
Hyper Suprime-Cam (HSC)
  • Replace the Subaru prime focus camera with the
    new one (HSC)
  • PI S. Miyazaki (NAOJ)
  • The grant (15M) to build the new camera was
    approved in 2006
  • Construction 2006-2011
  • FoV 1.5 - 2.0 degrees in diameter (10 ? the
    Suprime-Cams FoV)
  • 4 - 5 broad band filters (BVRiz) available
  • The first light in 2010 - 2011
  • Plan to conduct a wide-field survey (primarily
    for WL) hopefully starting from 2011 for 3-5
    years

11
Suprime-Cam
From Y. Komiyama
2 degree FoV option
12
WFMOS (Wide Field Multi-Object Spectrograph)
  • The project originally proposed by Gemini
    observatory (USEurope) to Japan (2005-)
  • Now seriously considered as a next-generation
    Subaru instrument in the phase of the
    feasibility/design study
  • Assume the HSC FoV
  • 2000-4000 fibers
  • If fully funded (gt50M) the first-light
    2015(?)-, after HSC

Echidna
Glazebrook et al. astro-ph/0507457
Proposed galaxy redshift survey
  • Survey area 2000 deg2 _at_ 0.5ltzlt1.3
    (ng1000deg-2), 300deg2 _at_ 2.5ltzlt3.5 (ng2000
    deg-2) ? 300 nights
  • Primary science cases dark energy, neutrinos

13
Advantage of high-redshift survey (I)
  • For a fixed solid angle, a higher-redshift survey
    allows to cover a larger 3D comoving volume
  • A more accurate measurement of P(k) is available
    with a larger surveyed volume
  • A planned WFMOS (z1 survey with 2000 deg2 z3
    survey 300 deg2)
  • 4 (z1) 1 (z3) 5 h-3 Gpc3
  • For comparison, SDSS (z0.3) covers
  • 1 h-3 Gpc3 with 4000 deg2 (Eisenstein etal
    05)
  • V_wfmos 5 V_sdss

?_s
14
Advantage of high-redshift survey (II)
  • At higher redshifts, weaker non-linearities in
    LSS
  • A cleaner cosmological info is available up to
    kmax
  • SDSS kmax0.1 h/Mpc
  • WFMOS
  • z1 kmax0.2 h/Mpc
  • z3 kmax0.5 h/Mpc
  • Surveyed volume in F.S.
  • V_wfmos(k)30V_sdss(k)
  • In total, accuracy of measuring P(k)
    ?2(lnP(k))1/V_s?V(k)

Springel etal. 2005, Nature
15
A measurement accuracy of P(k) for WFMOS
Neutrino suppress. 0.6 of ?_m ?4 effect on P(k)
  • WFMOS allows a high-precision measurement of P(k)
  • The characteristic scale-dependent suppression in
    the power of P(k) due to the neutrinos could be
    accurately measured (see Saito kuns talk)

16
The parameter degeneracy in P(k)
  • Different paras affect P(k) in fairly different
    ways
  • Combining galaxy survey with CMB is an efficient
    way to break degeneracies btw f_nu, n_s and alpha
    (MT, Komatsu Futamase 2005)

17
Different probes are complementary
From Tegmark04
18
Summary
  • CMBLSS opens up a new window of constraining the
    neutrino mass, from the measured suppression in
    the growth of mass clustering
  • A higher redshift survey, such as the survey of
    planned Subaru survey, allows a precise
    measurement of the galaxy power spectrum
  • Need to develop more accurate theoretical
    predictions of P(k) for a mixed DM model that
    allow a secture comparison with the precise
    measurement (see Saito kuns talk!)

19
Suppression in P(k)
  • Assume 3 flavors when relativistic
  • Consistent with CMB and BBN
  • Assume N? species become NR (or are massive) at
    low-z
  • Suppression has scale-dependence
  • P(k) amplitude is normalized by the primordial
    Pi(k)
  • All P(k) have same amount suppression on
    sufficiently large k.

f?0.05 (??0.014)
WFMOS z3 slice
f?0.01 (??0.003)
20
Forecasted errors for neutrino paras
  • 2D galaxy P(k) is very powerful to constrain mtot
  • N.O. experiment neutrinos can be weighed at more
    than 1? ?(mtot)0.03eV
  • Relatively difficult to constrain N? and mtot
    independently.
  • If mtotgt0.45eV, models with ?N?1 can be
    discriminated at more than 1-sigma level

21
WFMOS Can Measure DE Clustering?
(MT 06 soon)
  • Another important consequence of DE with w?-1 is
    its spatial clustering, ?de(x,t)
  • A useful way explore fluid properties of DE
    (??de, ?pde, ?de, ), instead of modeling a form
    of DE Lagrangian
  • Sound speed ce (??pde) defines the free-streaming
    scale of DE clustering (e.g., quintessence,
    c_e1)
  • ?gt ?fs DE can cluster with DM
  • ? lt ?fs DE perturbations are smooth (?de0)

22
Effect on P(k)
23
Sensitivity of WFMOS to DE perterbations
  • If c_elt0.1, WFMOS can measure the DE
    perturbations at more than 1-sigma significance.
  • The power is compatible with an all-sky imaging
    survey (CMB-galaxy cross-correlation, Hu
    Scranton 04).

24
Summary
  • Hyper-Suprime/WFMOS survey will provide an
    ultimate, ideal dataset for performing BAO as
    well as WL tomography experiments.
  • BAO and WL are complementary for DE constraints,
    and more important is the independent two methods
    from the same surveyed region will be very
    powerful to test various systematics.
  • Issue for WL Need to study which type of
    galaxies gives a fair sample of WFMOS sample
  • Current survey design (2000deg2, 4 or 5 colors,
    ng0.3/arcmin2 or ng5?10-4 h3 Mpc-3) seems
    optimal for joint BAO and WL experiments.
  • Valued Sciences WFMOS can do
  • Neutrino Mass sigma(mtot)0.03eV
  • Dark energy clustering
  • In this case, zlt1 survey is crucial for doing
    this (z3 survey cant do)
  • Inflation parameters (ns and alpha) 10-3
  • Having a well-defined survey geometry is crucial
    optimal survey strategy?
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