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Ep = E0 x (2 a) = peak energy of the nFn spectrum ... Variable NH from 2.5 x 1023 cm-2 to a value compatible with ... Extending to X-rays: X.Ray Flashes ... – PowerPoint PPT presentation

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Title: Nessun titolo diapositiva


1
Cosmology and physics with GRB spectra
Lorenzo Amati (INAF - IASF Bologna, Italy)
ESTREMO meeting - March 22th, 2006
2
  • Outline
  • GRB spectra and energetics
  • Cosmology with spectral-energy correlations
  • GRB physics with spectral energy correlations
  • GRB and SN physics with prompt X-ray spectra
  • Some basic requirements

3
GRB spectra and energetics
4
  • GRBs spectra
  • smoothly broken power-law spectra typically
    described by the empirical Band function with
    parameters a low-energy index, b high-energy
    index, E0roll over energy
  • Ep E0 x (2 a) peak energy of the nFn
    spectrum

5
  • .
  • CGRO/BATSE (25-2000 keV) Ep values distibuted
    around 200 keV
  • BeppoSAX (2-700 keV) and HETE-2 (2-400 keV)
    measurements show that the Ep distribution is
    broader and extending towards low energy than
    inferred from BATSE

Kippen et a., Woods Hole 2001, AIP Proc.
Sakamoto et al., ApJ, submitted
6
  • .
  • substantial spectral evolution, typically hard
    to soft during the whole event
  • in some cases, Ep tracks the light curve, in
    others it monotonically evolves from high to low
    values

7
  • .
  • spectra of short GRBs tend to be harder than
    those of long GRBs

8
GRBs energetics
  • discovery of afterglow emission in 1997 -gt
    detection and spectroscopy of optical
    counterparts and host galaxies -gt GRB redshifts !
  • all GRBs with measured redshift (more than 60)
    are long and (except for the peculiar GRB980425)
    lie at cosmological distances (z 0.10 6.3)

S. Klose
  • from distance, fluence and spectrum, it is
    possible to estimate the radiated energy assuming
    isotropic emission, Eiso

9
  • the isotropic equivalent radiated energy spans
    over several orders of magnitude, from 1051
    (1049 when including XRF020903 and the 2
    peculiar sub-energetic events GRB980425 and
    GRB031203) up to more than 1054 erg

Amati 2006
10
  • assuming jet angles derived from the break time
    of the optical afterglow light curve, the
    collimation-corrected radiated energy is
    clustered around 1051 erg.

Bloom et al. , ApJ, 2001
Ghirlanda et al. , ApJ, 2004
11
Standard scenario and basic physics
  • ms time variability huge energy detection of
    GeV photons -gt plasma occurring
    ultra-relativistic (G gt 100) expansion (fireball)
  • non thermal spectra -gt shocks synchrotron
    emission (SSM)
  • fireball internal shocks -gt prompt emission
  • fireball external shock with ISM -gt afterglow
    emission

12
LONG
SHORT
  • energy budget up to gt1054 erg
  • long duration GRBs
  • metal rich (Fe, Ni, Co) circum-burst environment
  • GRBs occur in star forming regions
  • GRBs are associated with SNe
  • naturally explained collimated emission
  • energy budget up to 1051 - 1052 erg
  • short duration GRBs (lt 5 s)
  • clean circum-burst environment
  • GRBs in the outer regions of the host galaxy

13
Cosmology with spectral - energy correlations
14
The EP,i-Eiso (Amati) correlation
(Amati et al. 2002)
  • based on a sample of 12 BeppoSAX GRBs with known
    z found a correlation between Ep,i Ep x (2a)
    and Eiso , highly significant (r 0.949, chance
    prob. 0.005)

Ep,i kEiso
(0.52/-0.06)
Amati et al. , AA, 2002
15
Confirmation and extension of the Ep,i-Eiso
correlation
  • by adding data from BATSE and HETE-2 of 10 more
    GRBs the correlation was confirmed and its
    significance increased
  • HETE-2 data shows that the Ep,i Eiso
    correlation extends to XRFs, thus spanning 5
    orders of magnitude in Eiso and 3 orders of
    magnitude in Ep,i

Amati, ChJAA, 2003
Amati, MemSAIT, 2004
16
  • analysis of the most updated sample of GRBs with
    firm estimates of z and Ep,i (43 events) gives a
    chance probability for the Ep-Eiso correlation lt
    10-9
  • Swift GRBs with known z and Ep,i are fully
    consistent with the correlation
  • remark the correlation is highly significant
    but characterized by a sample variance
    s(logEp,i) 0.15

Amati 2006
17
The Ep,i Eg and Ep,i Eiso tb correlations
18
  • by substituting Eiso with the collimation
    corrected energy Eg the correlation still holds,
    with a lower dispersion and a steeper slope of
    0.7 (Ghirlanda et al. 2004, Dai et al. 2004)

Nava et al.. , AA, 2005
Dai et al., ApJ, 2004
19
  • very recently, Liang et al. (2005) performed a
    multi-variable correlation analysis between
    various observables of prompt and afterglow
  • they found a tight correlation between Epi, Eiso
    and tb
  • with respect to Ep,i Eg correlation it has the
    advantage of being model independent
  • differently from the Ep,i-Eiso correlation, the
    Ep,i-Eg and Ep,i-Eiso-tb correlations can be used
    for only a fraction of events (a firm estimate of
    tb is needed)

20
  • use of the Ep,i-Eg and Ep,i-Eiso-tb
    correlations for the estimate of cosmological
    parameters, in a way similar to SN Ia

Ghisellini et al., NCIM, 2005
Ghirlanda et al.,ApJ, 2004
21
  • use of the Ep,i-Eg and Ep,i-Eiso-tb
    correlations for the estimate of cosmological
    parameters, in a way similar to SN Ia

Liang Zhang,ApJ, 2005
22
  • use of the Ep,i-Eg and Ep,i-Eiso-tb
    correlations for the estimate of cosmological
    parameters, in a way similar to SN Ia

Ghisellini et al. 2005
23
  • cautions / problems
  • based on a still low number of events (and the
    Ep,i-Eg requires assumptions on the density and
    distribution of the circum-burst environment and
    on the kinematic to radiated energy conversion
    efficiency)
  • differently from the Ep,i-Eiso correlation, the
    Ep,i-Eg and Ep,i-Eiso-tb correlations can be used
    for only a fraction of events (a firm estimate of
    tb is needed)

c) circularity problem d) physics
underlying these correlations still not
settled d) outliers, lack of jet breaks in Swift
24
GRB physics with spectral - energy correlations
25
  • GRB prompt emission models
  • physics of prompt emission still not settled -gt
    various scenarios SSM internal shocks,
    IC-dominated internal shocks, external shocks,
    photospheric emission dominated models, kinetic
    energy dominated fireball , poynting flux
    dominated fireball)
  • e.g., Ep,i ? G-2 L1/2 tn-1 for syncrotron
    emission from a power-law
    distribution of electrons generated in an
    internal shock, Ep,i ? G Tpk ? G2 L-1/4 for
    comptonized thermal emission from the photosphere
  • to be combined with the general assumption L ?
    Gb

26
  • more in general, Ep,i ? GM and Eiso ? GN , with
    M and N varying in each scenario and for
    different set of parameters within each scenario
    -gt positive correlation between Ep,i Eiso and
    its slope constrain parameters ranges in each
    scenario
  • also the extension of the correlation puts
    constraints on prompt emission models, showing
    that the distribution of Ep,i is much broader
    than thought before (e.g. zhang Meszaros 2002,
    Asano Kobayashi 2004)

Zhang Meszaros, ApJ, 2002
27
  • jet and GRB/XRF unification models
  • the validity of the Ep,i Eiso correlation from
    the brightest GRBs to XRFs puts severe
    constraints on jet and GRB/XRF unification models
  • uniform jet -gt majority of GRBs with jet angles
    lt 1
  • universal structured jet -gt too many XRFs
  • new hypothesis quasi-universal structured jet
    Fisher-shape jet

structured
uniform
28
  • Ep,i Eiso correlation and off-axis scenarios
  • when the viewing angle exceeds the jet opening
    angle both Ep,i and Eiso decrease dramatically
    and we observe normal GRBs as very soft and weak
    events (i.e. XRFs), due to relativistic beaming
    and Doppler effects
  • extension to XRFs of the Ep,i-Eiso correlation
    Yamazaki et al. (2004)
  • dg(1 - bcos(qv - Dq))-1
  • DEp ? d , DEiso ? d(1a) -gt DEp ? DEiso(1a)
  • a12.3 -gt Ep(qv) ? Eiso(qv)0.50.3
  • other scenarios based on viewing angle include
    ring shaped fireball (Eichler Levinson 2004),
    multi component jets / subjets (e.g. Toma et al.
    2005) cannonball model (Dar, Dado, De Rujula)

29
  • the Ep,i Eiso correlation, the GRB/SN
    connection and sub-energetic GRBs
  • the Ep and Eiso values of the GRB/SN prototype
    event GRB980425/SN1998bw (z0.008) are
    inconsistent with the correlation
  • it has been claimed that this is true also for
    the other sub-energetic event GRB031203 /
    SN2003lw, but ISGRI Ep lower limit is debated,
    based on dust echo measured by XMM
  • the other GRB/SN events (e.g. GRB030329
    /SN2003dh) are consistent with the Ep,i-Eiso
    correlation
  • GRB060218 / SN2006aj is consistent !

30
  • the most common explanations for the (apparent
    ?) sub-energetic nature of GRB980425 and
    GRB031203 and their violation of the Ep,i Eiso
    correlation are based on peculiar viewing
    conditions (e.g. Yamazaki et al. 2003,
    Ramirez-Ruiz et al. 2005)
  • double-peak interpretation (e.g. Dado and Dar
    2004) in GRB980425 and GRB031203 we are seeing
    the high energy peak due to Compton up-scatter of
    UV photons by CR electrons accelerated by SN jets
  • in general possible use of the Ep,i Eiso
    plane to identify sub-classes ?

31
  • Ep,i Eiso correlation and short GRBs
  • only very recently, redshift estimates for short
    GRBs (1 by HETE-2, 3 by Swift) were available (in
    the range 0.16-0.72)
  • estimates of both Ep,i and Eiso are available
    for GRB050709 (HETE-2) and GRB051221 (Swift) and
    are inconsistent with Ep,i-Eiso correlation
    holding for long GRBs
  • low Eiso values and high lower limits to Ep,i
    indicate inconsistency also for the other three
    short GRBs
  • furher evidence for a different nature of short
    GRBs

32
  • Ep,i Eiso correlation as a tool
  • use of the Ep,i Eiso to construct GRB
    redshift estimators (es. Atteia, 2003)
    pseudo-redshift of HETE-2 bursts published in
    GCN
  • use of the Ep,i Eiso correlation to infer the
    star formation rate (SFR) evolution ,
    e.g.Yonetoku et al., 2004 , Firmani et al. 2004)
  • use of the Ep,i Eiso correlation to infer the
    jet angle probability distribution (e.g. Liang et
    al. 2004, Bosnjak et al 2004)
  • Ep,i Eiso correlation is often used in GRB
    synthesis simulations as an input or a required
    output

Atteia, AA, 2003
Liang et al. 2004
33
GRB and SN physics with prompt emission X-ray
spectra
34
Extending to X-rays from BATSE
  • major contribution came in the 90s from the
    NASA BATSE experiment (25-2000 keV) onboard CGRO
    (1991-2000)
  • based on NaI scintillator detectors 8 units
    covering a 4p FOV

35
Extending to X-rays to BeppoSAX
  • BeppoSAX
  • NFI (X-ray focusing telescopes, 0.1-10 keV PDS,
    15-200 keV)
  • WFC (2 units, proportional counters coded mask,
    FOV 20x20 each unit, 2-28 keV)
  • GRBM (4 units, CsI scintillators, large FOV, GRB
    triggering, 40-700 keV)
  • WFC and GRBM co-aligned

36
Extending to X-rays and HETE-2
  • HETE-2 extending the sample of X-ray rich GRBs
    and XRFs
  • FREGATE NaI crystal scintillators, 6-400 keV,
    FOV 3 sterad
  • WXM 2 units, gas proportional counters 1-D
    codedmask, 2-25 keV , localization of few arcmin
  • SXC 2 units, CCD 1-D coded mask. 0.5 10
    keV, 30 arcsec
  • accurate localization (few arcmin) and fast
    position dissemination
  • study of prompt emission down to X-rays

37
Extending to X-rays light curves
  • pulse width as a function of energy test of
    SSM
  • spectral lag luminosity relation

Frontera et al., ApJS, 2000
Piro et al./Feroci et al. , AA, 1997/2001
38
Extending to X-rays spectra
  • many GRB spectra are consistent with syncrotron
    shock emission models down to X-rays
  • the extension to few keV allow a better estimate
    of low energy index and of Ep

BATSE (Tavani, ApJ, 1995)
BeppoSAX (Amati et al., 2001)
39
Extending to X-rays deviations from SSM
  • a fraction of GRB time resolved spectra are
    inconsistent with optically thin synchrotron
    emission (i.e. a gt -0.67)

From BATSE data
From BeppoSAX
40
Extending to X-rays deviations from SSM
  • possible explanations quasi-saturated
    comptonization, thermal component, Compton
    drags, synchrotron emission with small pitch
    angle, syncrotron self-absorption )

41
Extending to X-rays thermal component
  • evidences for a thermal component (from
    fireball photosphere ? SN ???)

BATSE
BeppoSAX
42
Extending to X-rays absorption features
  • BeppoSAX detection of a transient absorption
    feature in the first 13 s of GRB990705.

Amati et al., Science, 2000
43
Transient absorption feature in GRB990705 two
possible interpretations
  • K absorption edge of neutral Fe within a shell of
    material around the GRB site, photo-ionized by
    the GRB photons (Amati et al. 2000).
    Consequences
  • i. X-ray redshift (0.860.17) of the burst
    source, which was later confirmed by the optical
    redshift of the GRB host galaxy (Le Floch et al.
    2002)
  • ii. Iron relative abundance A/Asun75,
    typical of supernova explosions.
  • iii. A large mass of Fe, unless Fe is
    clumped and a clump is along the line of sight
    (Boettcher et al. 2001).

Amati et al. 2000
44
  • Absorption line due resonant scattering of GRB
    photons off H-like Fe (transition 1s-2p, Erest
    6.927 keV) (Lazzati et al. 2001).
  • Consequences
  • a) The redshift is still consistent with
    that of the HG
  • b) Fe mass required 0.2 Msun
  • c) Fe relative abundance 10

Lazzati et al. 2001

45
Variable intrinsic absorption in the prompt
emission of GRB980329 and GRB 000528
Frontera et al. 2000
  • Variable NH from 2.5 x 1023 cm-2 to a value
    compatible with 1x1022 cm-2 which was observed
    during the late afterglow phase (Frontera et al.
    2000) (Galactic value1x1021 cm-2 ).
  • The NH time behaviour is explained (Lazzati
    Perna 2001) if the GRB event occurs in overdense
    regions within molecular clouds (Bok globules)
  • Variable NH detected also in GRB000528

Lazzati Perna 2001
46
Extending to X-rays X-Ray Flashes
  • BeppoSAX discovers X-Ray Flashes (XRF) GRBs
    with only X-ray emission
  • distribution of spectral peak energies has a low
    energy tails

Amati et al. Science, 2000
47
Extending to X-rays X.Ray Flashes
  • normal GRBs, XRRs and XRFs are found to be in
    the ratio 111
  • recent XRF redshift estimates z in the 0.1 1
    range
  • GRBs, XRRs and XRFs form a continuum in the Ep
    fluence plane evidence of a common origin
  • most likely explanation inefficient internal
    shocks due to low contrast of DG between
    colliding shells with respect to fireball bulk G

48
Extending to X-rays Swift
  • Swift NASA mission dedicated to GRB studies
    launched 20 Nov. 2004 USA / Italy / UK consortium
  • main goals afterglow onset, connection
    prompt-afterglow, substantially increase of
    conunterparts detection at all wavelengths (and
    thus of redshift estimates)
  • payload BAT (CZTcoded mask, 15-350 keV, wide
    FOV, arcmin ang. res.), XRT (X-ray optics, 0.3-10
    keV, arcsec ang.res.), UVOT (sub-arcsec ang.res.
    mag 24 in 1000 s)
  • spacecraft automatic slew to target source in
    1 - 2 min.

49
Extending to X-rays Swift
  • new features seen by Swift in X-ray afterglow
    light curves initial very steep decay, early
    breaks, flaresmay occurr all together or only
    some of them

-3
( 1 min t hours )
-0.7
105 106 s
- 1.3
-2
102 103 s
104 105 s
50
Extending to X-rays Swift
  • initial steep decay in some cases matches end
    of prompt emission continuation of prompt
    emission ?
  • in other cases inconsistent with prompt
    emission mini break due to patchy shell, IC
    up-scatter of the reverse shock sinchrotron
    emission ?
  • may also be due to missed flare

51
Extending to X-rays Swift
  • flat decay probably refreshed shocks, due
    either to
  • Long duration ejection (t tflat )
  • Short ejection (t t?), but with range of ?

52
Extending to X-rays Swift
  • Flares could be due to
  • Refreshed shocks
  • IC from reverse shock
  • External density bumps
  • Continued ctrl. engine activity late internal
    shocks
  • in some cases, missed part of a flare can
    explain early steep decay

53
Some requirements for the Wide Field Imager
54
Requirements energy band and sensitivity of main
GRB instruments
55
(No Transcript)
56
Requirements spectral-energy corr.
  • due to the broad and smooth roll-over that
    characterizes GRBs spectra, the estimate of Ep
    can be significantly affected by detectors
    energy band (data truncation effect) and
    sensitivity as a function of energy
  • indeed, in several cases, for simultaneously
    detected events, BATSE (25-2000 keV), BeppoSAX
    (2-700 keV), HETE-2 (2-400 keV), Swift/BAT
    (15-350 keV) and Konus-Wind (15-5000 keV) provide
    significantly different values of Ep !
  • if the energy band is not large enough, a fit
    with the Band function does not allow to
    constrain all the parameters and often a cut-off
    power-law is adopted (e.g. for HETE-2 and
    Swift/BAT)
  • if the energy band is narrow, a fit with a
    power-law is usually acceptable (e.g. about 80
    of BAT spectra )

57
Requirements X-ray spectroscopy, XRFs, flares, SN
  • BATSE missed most XRFs, intensively studied by
    BeppoSAX and HETE-2
  • X-ray transient absorption features detectable
    only when etending energy band down to a few keV
  • photospheric emission observable only at few keV
  • new phenomenology (flares, steep decay,
    counter-break, early break) could be discovered
    by Swift only because it pointed in few tens of
    second with XRT (0-1-10 keV)
  • high sensitivity X-ray observations of prompt
    emission allowed Swift also to detect SN shock
    break-out in GRB060218/SN2006aj (very recent
    Campana et al. 2006, Nature)

58
Requirements conclusions
  • for spectral-energy correlations (cosmology
    GRB physics idenification of different classes
    of GRBs) an energy band from a few keV to at
    least 500-600 keV is required moderate energy
    resolution (e.g. that of a NaI, CsI or BGO
    scintillator) is enough
  • for X-ray spectroscopy (features, photosphere,
    SN, XRFs, flares) an energy band down to 1-2 keV
    is required, with good energy resolution (e.g.
    that of a CdTe or CZT detector, 5-10 at 6 keV)
  • sensitivity is more important in the X-ray
    domain (low S/N ) than in the hard X-ray domain
    (high S/N)
  • e.g. a sophisticated X-ray camera (e.g. CZT
    coded mask operating in the 1 - 2keV to 150 keV
    plus a simple and smaller soft gamma detector
    (e.g. a scintillator operating in 50 -1000 keV)
    fast (e.g. 100 s) pointing with X-ray telescope.

59
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