Short bursts -- an observational perspectivegrb07/Presentations/Klose.pdf · Sylvio Klose,...

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1 Sylvio Klose, Thüringer Landessternwarte Tautenburg, Germany Short bursts -- an observational perspective

Transcript of Short bursts -- an observational perspectivegrb07/Presentations/Klose.pdf · Sylvio Klose,...

  • 1Sylvio Klose, Thüringer Landessternwarte Tautenburg, Germany

    Short bursts -- an observational perspective

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    4 mag

    +/- 2 mag

    Kann & Klose (2007)

    short afterglows: the typical light curve

    long vs. shortafterglows:typically dm >~ 4 mag

    • be fast• go deep

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    • dust and gas

    • the outflow geometry

    • extra light

    Outline of the talk

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    Challenge 1

    the GRB environment(dust & gas)

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    (A) long bursts

    Kann, Klose, & Zeh (2006)

    • inspired by GRB 970828 (Groot et al. 1998)• starting with Ramaprakash et al. (1998)

    I. Photometry: GRB host extinctions*** ***

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    (A) long bursts

    Kann, Klose, & Zeh (2006)GRB 970828: Djorgovski et al. (2001)

    pre-Swift era

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    Fox et al. (2005)

    GRB 050709

    GRB 050709GRB 060121

    (B) short bursts

    de Ugarte Postigo et al. (2006);Berger et al. (2006)

    4.6?

    Multi-color data from short burst afterglows

    mostly very bad sampled

    1

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    (B) short bursts

    • GRB 050709: A_V = (0.67 +/- 0.19) mag (Ferrero et al. 2007a)• GRB 060121: A_V = (0.5 +/- 0.2 ) mag (de Ugarte Postigo et al. 2006)

    GRB host extinctions

    current situation: not satisfactory

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    ANDICAM

    GROND

    in perspective: multi-color imaging

    2 channels

    7 channels

    Gamma-Ray Burst Optical Near-Infrared Detector

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    5 m

    in

    30 m

    in

    1 m

    in

    (A) long bursts II. Spectroscopy: early spectra*** ***

    060607A, VLT, 8 min

    060418, VLT, 10 min

    061121, Keck, 14 min

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    (B) short bursts Early spectra from short burst afterglows?

    (no spectra at all)

    current situation: not satisfactory

    1 m

    in

    5 m

    in

    30 m

    in

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    Calar Alto 3.5-m, PMAS/PPak

    (B) short bursts Observing with Integral Field Units

    in perspective:

    GRB 060605

    Ferrero, Savaglio et al. (2007b)

    star

    star

    star

    ag

    74“ x 64“

    3D cube

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    Challenge 2

    afterglow geometry, jets

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    (A) long bursts I. Photometry

    • starting with GRB 990123 (Castro-Tirado et al. 1999)• and later GRB 990510

    • first summarized by Frail et al. (2001)• Panaitescu & Kumar (2001)• Bloom et al. (2003)• and others

    *** ***

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    (A) long bursts Light curve breaks in long burst afterglows

    Castro-Tirado et al. (1999) Stanek et al. (1999)

    GRB 990123

    R band

    B,V,R,I bands

    GRB 990510

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    Zeh, Klose, & Kann (2006)

    (A) long bursts Light curve breaks in long burst afterglows

    pre-Swift era

    Klose et al. (2004)

    GRB 030226

    UBVRIJHK bands

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    long bursts

    short bursts

    Watson et al. (2006)

    α = 1

    see also Livio & Waxman (2000); Rosswog & Ramirez-Ruiz (2003); Janka et al. (2006)

    (B) short bursts

    0512

    21A

    , 061

    006,

    061

    210

    ????4 mag

    Light curve breaks in short burst afterglows

    Berger (2007)

    in perspective:

    current situation: not satisfactory

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    GRB 990123: Hjorth et al. (1999)GRB 990510: Covino et al. (1999); Wijers et al. 1999GRB 990712: Rol et al. (2000)

    GRB 020813: Gorosabel et al. (2004); Lazzati et al. (2004)GRB 021004: Rol et al. (2004)

    GRB 030226: Klose et al. (2004)GRB 030329: Greiner et al. (2003)

    GRB 060218: Gorosabel et al. (2006)

    list is incomplete

    Polarisation data for long burst afterglows

    (A) long bursts II. Polarimetry*** ***

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    Lazzati et al. (2004)Gorosabel et al. (2004)

    GRB 020813

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    Greiner et al. (2003)R = 15.0t = 2040 secdP= 0.09 %

    R = 20.6t = 9600 secdP= 0.48 %

    VLT 8.2-m

    GRB 030329

    (A) long bursts The best sampled polarimetric light curve

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    (B) short bursts

    R (t=0.01 days) = 19.5R (t=1 day) = 24.5R (t=10 days) = 27.0

    Polarimetric data from short burst afterglows?

    in perspective:

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    Challenge 3

    extra light, SNe

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    I. Mini-supernovae (Li & Paczynski 1998)

    z = 0.1β = 1/3

    1

    2

    3

    4

    5

    6

    f = E_rad / Mc**2M = ejected mass

    (B) short bursts *** ***

    (1)(2)

    (3)(4)

    (5)(6)

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    Short bursts, afterglows and upper limits

    D.A. Kann

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    GRB 050509B (no detected afterglow)

    Observational constraints on the LP model

    day 20

    see also Hjorth et al. (2005)

    (B) short bursts

    in perspective:

    day 1

    current situation: strong constraints

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    II. SN 1998bw light

    Zeh, Klose, & Hartmann (2004)

    (A) long bursts

    • starting with GRB 980326 (Bloom et al. 1998)• inspired by GRB 980425/ SN 1998bw (Galama et al., Kulkarni et al. 1998)

    *** ***

  • 28Ferrero et al. (2006), incl. data fromRichardson, Branch, & Baron (2006)

    The GRB-SNe luminosity distribution(A) long bursts

    extinction corrected

    SN 1991D SN 1992ar

    SN 1987K

    GRB 991208

    SN 1998bw

    GRB 060218(SN 2006aj)

    GRB 000911H_0 =71Ω _m = 0.27Ω_Λ = 0.73

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    Kann & Klose (2007)

    k = 0.0060

    k = 0.0015

    k = 0.60

    k = 0.29

    (B) short bursts Constraints on SN 1998bw light

    k < 0.001 ?

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    SN 1998bw peak magnitude (z)

    k=0.001

    k=1.0

    VLT/FORS1, R-band, exposure times (seconds), S/N = 10

    (B) short bursts What are the chances to detect SN light?

    in perspective:

    current situation: deep limits

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    Summary

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    10 yearsGRB afterglows 1997 - 2007

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    „How can I get so much observing time?“

    Challenge 4

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    Short burst afterglows, an optical perspective

    • obtaining multicolor imaging data (UBVRIJHK) is surely possible

    • getting (early-time) spectra is possible

    • setting constraints on extra light down to deep flux limits is possible; but the perspectives for detecting something are an open question

    • detecting / constraining a light curve break in the optical bands might be hard

    • obtaining a polarimetric light curve might be impossible at all

    z, gas

    dust

    jets

    mor

    e an

    d m

    ore

    diffi

    cult

    SNe

    Anyway, we will try.