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Title: Measuring the equation of state with highredshift supernovae


1
Measuring the equation of state with
high-redshift supernovae
  • Bruno Leibundgut
  • European Southern Observatory

2
Supernova classification
  • Based on spectroscopy

SN II (H) SN Ib/c (no H/He) Hypernovae/GRBs
SN Ia (no H)
3
Supernova Spectroscopy
Type II
4
SupernovaSpectroscopy
Type Ia
5
Supernova classification
  • Based on spectroscopy

SN II (H) SN Ib/c (no H/He) Hypernovae/GRBs
SN Ia (no H)
6
Supernova types
  • thermonuclear SNe
  • from low-mass stars (lt8M?)
  • highly evolved stars (white dwarfs)
  • explosive C and O burning
  • binary systems required
  • complete disruption
  • core-collapse SNe
  • high mass stars (gt8M?)
  • large envelopes (still burning)
  • burning due to compression
  • single stars (binaries for SNe Ib/c)
  • neutron star

7
Energy sources
  • gravity ?Type II supernovae
  • collapse of a solar mass or more to a neutron
    star

8
Energy sources
  • gravity ?Type II supernovae
  • collapse of a solar mass or more to a neutron
    star
  • release of 1053 erg
  • mostly ?e
  • 1051 erg in kinetic energy (expansion of the
    ejecta)
  • 1049 erg in radiation
  • nuclear (binding) energy ? Type Ia
  • explosive C and O burning of about one solar mass
  • release of 1049 erg

9
  • Core-collapse supernovae
  • SN 1987Athe best observed supernova ever

Suntzeff (2003)
10
Classification
Supernovae in Garching D. Baade, R. Diehl, R.
Gilmozzi, W. Hillebrandt. H.-Th. Janka, K. Kjær,
R. Kotak, P. Mazzali, E. Müller, A.
Pastorello, F. Patat, R. Röpke, S. Taubenberger,
S. Valenti
11
Type Ia Supernovae
  • Explosion physics relatively well understood
  • significant progress in the past decade
    (especially at MPA)
  • Radiation transport remains a big problem
  • simplifications can provide new insight into the
    explosion models
  • progress in the ab initio calculations as well
  • however, missing information in the atomic
    transitions

12
Thermonuclear Supernovae
The standard model
White dwarf in a binary
system Growing to the Chandrasekhar mass
(MChand1.4 M?) by mass transfer from a nearby
star
13
The standard model
  • Explosion energy
  • Fusion of
  • CC, CO, OO
  • ? "Fe

He (H) from binary companion
CO, M Mch
Density 109 - 1010 g/cm Temperature a
few 109 K Radii a few 1000 km
There is a lot more to this you need to contact
your friends at the MPA (W. Hillebrandt, F.
Röpke, et al.)
14
Global explosion parameters
  • Determine the nickel mass in the explosion from
    the peak luminosity
  • large variations (up to a factor of 10)
  • Possibly determine
  • total mass of the explosion or
  • differences distribution of the nickel, i.e. the
    ashes of the explosion or
  • differences in the explosion energies

15
Radioactivity
  • Isotopes of Ni and other elements
  • conversion of ?-rays and positrons into heat and
    optical photons

Diehl and Timmes (1998)
16
Bolometric light curves
17
Ni masses from light curves
18
Are SNe Ia standard candles?
  • No!
  • large variations in
  • light curve shapes
  • colours
  • spectral evolution
  • polarimetry (Baade, Patat)
  • some clear outliers
  • what is a type Ia supernova?
  • differences in physical parameters
  • Ni mass
  • ejecta mass

19
The expansion of the universe
  • Luminosity distance in an isotropic, homogeneous
    universe as a Taylor expansion

20
The nearby SN Ia sample and Hubbles law
Evidence for good distances
21
Are SNe Ia good distance indicators?
  • Yes!
  • normalisation through the light curve shape
  • still problems with methods!
  • Hubble diagram of nearby SNe Ia
  • peak luminosities of nearby supernovae

22
SN Projects
SN Factory Carnegie SN Project SDSSII
ESSENCE CFHT Legacy Survey
Higher-z SN Search (GOODS)
SNAP/LSST
23
Determining H0 from models
  • Hubbles law
  • Luminosity distance
  • Ni-Co decay

24
H0 from the nickel mass
a conversion of nickel energy into radiation
(LaENi) e(t) energy deposited in the supernova
ejecta
Stritzinger Leibundgut (2005)
25
H0 and the Ni mass
  • Individual SNe follow the 1/M
  • dependency.
  • Problem
  • Since they have individual Ni masses it is not
    clear which one to apply!

26
Determine a lower limit for H0
27
Acceleration
  • Originally thought of as deceleration due to the
    action of gravity in a matter dominated universe

28
(No Transcript)
29
Friedmann cosmology
Assumption homogeneous and isotropic
universe Null geodesic in a Friedmann-Robertson-W
alker metric
30
Measure acceleration
31
Cosmological implication
  • Empty Universum
  • Einstein de Sitter
  • Lambda-dominatedUniverse
  • Concordance Cosmology

32
Adding jerk
Riess et al. 2004
33
The equation of state parameter ?
  • General luminosity distance
  • with and
  • ?M 0 (matter)
  • ?R ? (radiation)
  • ?? -1 (cosmological constant)

34
For a flat universe this should be possible
35
ESSENCE
  • World-wide collaboration to find and characterise
    SNe Ia with 0.2 lt z lt 0.8
  • Search with CTIO 4m Blanco telescope
  • Spectroscopy with VLT, Gemini, Keck, Magellan
  • Goal Measure distances to 200 SNe Ia with an
    overall accuracy of 5 ? determine ? to 10
    overall

36
SNLS The SuperNova Legacy Survey
World-wide collaboration to find and characterise
SNe Ia with 0.2 lt z lt 0.8 Search with CFHT 4m
telescope Spectroscopy with VLT, Gemini, Keck,
Magellan Goal Measure distances to 1000 SNe Ia
with an overall accuracy of 5 ? determine ? to
7 overall
37
First cosmology results published
  • SNLS
  • Astier et al. 2006 71 distant SNe Ia
  • various papers describing spectroscopy (Lidman et
    al. 2006, Hook et al. 2006), rise time (Conley et
    al. 2006) and individual SNe (Howell et al. 2006)
  • ESSENCE
  • Wood-Vasey et al. 2007 60 distant SNe Ia
  • Miknaitis et al. 2007 description of the survey
  • Davis et al. 2007 comparison to exotic dark
    energy proposals
  • spectroscopy (Matheson et al. 2005, Blondin et
    al. 2006)

38
Caveat
  • All cosmological interpretations make use of the
    same local sample!
  • Systematics of the local sample could be a
    problem (local impurities in the expansion field,
    e.g. Hubble bubble)

Jha et al. 2007
39
All SNe Ia from Tonry et al. 2003
Three highest-z objects removed
Only objects with 0.2ltzlt0.8
Blondin 2005
40
ESSENCE spectroscopy
Matheson et al. 2005
41
A slow, long process
  • ESSENCE will observe one more year (2007)
  • SNLS will reach more than 500 SNe Ia by 2007/8

42
Spectroscopic study
Blondin et al. 2006
43
The ESSENCE Hubble Diagram
  • Combination of ESSENCE, SNLS and nearby SNe Ia

44
SNLS 1st year results
Astier et al. (2006)
  • Based on 71 distant SNe Ia
  • for a flat ?CDM cosmology
  • OM0.2640.042 (stat) 0.032 (sys)
  • Combined with BAO (Eisenstein et al. 2005)
  • OM 0.271 0.021 (stat) 0.007 (sys)
  • w -1.02 0.09 (stat) 0.054 (sys)

45
ESSENCE cosmology results
  • Based on 60 distant SNe Ia
  • plus 45 nearby ones
  • plus 57 SNLS first year SNe Ia (Astier et al.)
  • Combined with BAO (Eisenstein et al. 2005)
  • w-1.070.09(stat)0.13(sys) 162 incl. Astier et
    al. sample
  • ?M0.270.03
  • w-1.050.13(stat)0.13(sys) 102 SNe Ia only
    ESSENCE
  • ?M0.270.03
  • Systematics include differences in the absorption
    law and selection effects due to the limiting
    magnitude and the local expansion field

Miknaitis et al. (2007) Wood-Vasey et al. (2007)
46
Systematics table
47
Time variable ??
48
New distant SNe
Riess et al. 2007
  • Observations of 21 new SNe Ia
  • HST/ACS search (2003-5) in CDF-S and HDF-N
    NICMOS for follow-up
  • 0.36 lt z lt 1.4
  • mostly 0.8ltzlt1.4

49
SN Ia sample
  • Collected all available distant SNe
  • Riess et al. (2004)
  • Astier et al. (2006)
  • Wood-Vasey et al. (2007)
  • ? 23 SNe Ia with zgt1
  • ? total of 182 SNe with zgt0.0233 (v7000 km/s)
  • lower redshift limit to avoid any local effects
    (Hubble bubble)

50
SN Ia Hubble Diagram
51
Analysis
  • Check for acceleration (model independent!)
  • determine H(z)
  • convert DL to comoving distance r(z)
  • sort the SNe by redshift z and measure
  • which is H-1(zi)
  • and determine the expansion rate

52
Analysis
  • Reconstruct w(z) from the data following Huterer
    Cooray (2005)
  • Construct independent redshift bins at 0.25,
    0.70 and 1.35 and compare w(z)

53
Comparison to other models
Davis et al. 2007
54
The SN Ia Hubble diagram
  • Powerful tool to
  • establish SNe Ia as good distance indicators
  • measure the absolute scale of the universe (H0)
  • determine the amount of dark energy
  • measure the equation of state parameter of dark
    energy
  • current best results are consistent with w-1

55
Dark Energy
  • Accelerating expansion of the universe appears
    very safe by now
  • Time-variable ? will be difficult to determine,
    unless another breakthrough in distance
    determinations can be achieved
  • Current SN experiments find a ? consistent with a
    cosmological constant
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