Gamma-Ray Bursts Energy problem and beaming * Mergers versus collapsars GRB host galaxies and locations within galaxy Supernova connection Fireball model.

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Presentation transcript:

Gamma-Ray Bursts Energy problem and beaming * Mergers versus collapsars GRB host galaxies and locations within galaxy Supernova connection Fireball model * Swift Afterglows of short bursts

Energy Problem GRB required a total energy, if isotropic, of 3.4  erg = 1.9 M  c 2. GRB energy source is almost certainly gravitational – need few M  collapsed into region not more than 100 km across. Energy density U =  T 4 /c  T ~ K kT ~ 100 MeV This is high enough to produce e+e- pairs.

Fireball Consider pure energy confined within a sphere, describe with E, R, T (Goodman 1986) Radius of sphere R = (3E/11  T 4 ) 1/3 Optical depth from center to edge Edge of sphere (photosphere) will expand at a speed close to c as long as kT > m e c 2 If baryons are added, most energy goes into accelerating baryons to  ~ E/Mc 2

Fireball Optical depth from center to edge for burst which varies over time scale  t with a sepctrum such that a fraction f p of the photon pairs can pair produce. Very high optical depth is inconsistent with non- thermal spectrum at high energies

Relativistic outflow In a relativistic outflow, the observed photon energy is a factor  (= Lorentz factor of bulk motion) higher than the photon energy in the rest frame. For a spectrum with an energy index  this reduces the number of photon pairs above the electron-positron threshold by  –2  Also the size of the emitting area can be larger by a factor  2 Need  ~ 100 to solve the problem.

Evidence for Jet Afterglow of GRB shows a break

Observer Beaming Because of relativistic motion, radiation is beamed with an opening angle ~ 1/  Therefore, observer can see only a limited piece of an expanding shell

R Area visible to an observer =  (R  ) 2 At Late time: At Early time: R Area visible to an observer =  (R/  ) 2  = jet angle 

Monochromatic Jet Break

Jet Breaks Jet opening angle is related to time at which break in light curve occurs Beaming fraction is determined by jet opening angle = 1 – cos    2 /2 Energy required is reduced by a factor  2 /2

Frail et al Jet Energy

Burst Models Collapsing WDs Stars Accreting on AGN White Holes Cosmic Strings Black Hole Accretion Disks I) Binary Mergers II) Collapsing Stars

Mergers Binaries must evolve before merger and binaries have non-zero speeds due to kicks in compact object formation. Thus, GRBs can occur in outskirts of or even far from host galaxy.

Massive Star Collapse  Beamed Explosion, accompanying supernova-like explosion, GRBs should be associated with young, massive stars.

Holland 2001 Host Galaxies Hosts are similar to star-forming galaxies at similar redshifts. High star formation rates.

Location of GRB within Host

Distribution Follows Stellar Distribution The environments of GRBs show higher gas densities, higher metallicities, and higher dust content than random locations in host galaxies. Suggests that GRBs occur in star forming regions. Location of GRB within Host

GRB Locations GRB hosts are star-forming galaxies GRBs trace the stellar distribution (in distance from galaxy center) GRBs occur in dense environments (probably star forming regions) Suggests collapsar model over merger model

Supernova connection SN 1998bw was found in the 8’ error circle of GRB in observations made 2.5 days after the burst. A slowly decaying X-ray source was subsequently found in the same galaxy (z = ) and identified with the GRB. However, the GRB was very underluminous and the SN was very usual with parculiar line emission (no H, no He, no Si at 615 nm. Radio emission a few days after GRB indicated relativistic outflow with energy ~ 3  erg. Thought to be oddball GRB and SN.

GRB and SN 2003dh Clear spectroscopic signature of a SN, broad emission lines, found after decay of afterglow of GRB “Smoking gun” linking GRBs and SNe.

SN 2003dh versus SN 1998bw

SN Bumps

GRB - Supernova Only a tiny fraction of SN are observed to be GRBs

GRB = SN 2006aj

Fireball Model Initial event accelerates baryons in bulk Later on, internal shocks re-accelerate particles produce GRB Even later, external shocks produce afterglow

GRB reached 9 th magnitude for a few moments! First optical GRB afterglow detected simultaneously

Internal-External Shock Model Afterglow 3 External Shocks Internal Shocks GRB ISM Central Engine

3. Baryonic mass content of the jet ~ 2x x10 -6 M o Burst (as Jet) Properties Baryon mass is ~ M  Jet opening angle means that we observe only one of each 1000 GRBs in the Universe, most are pointed away. The means that GRB rate is about 1% of SN rate.

Swift BAT – CZT detector with 5200 cm 2 area sensitive in keV band. Coded aperture imaging of 1.4 steradian field with 4 arcmin resolution suing pixels. After detecting a burst, Swift autonomously repoints bringing the burst into view of the XRT and UVOT, often within 90 seconds. XRT – focusing X-ray telescope in keV band, 2.5 arcsecond source location accuracy. UVOT – focusing UV/optical telescope.

Swift Results Launched in Detects about 100 bursts/year More afterglow detections than all previous satellites combined GRB with redshift of z = 6.29 Average redshift = 2.7 compared to pre-Swift = 1.2 Expect 40 GRB with z > 5 and 4 with z > 8.

Afterglow of short GRB GRB b associated with elliptical galaxy. HETE-II GRB also associated with elliptical.