| 1 | \section{Introduction} | 
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| 2 |  | 
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| 3 | \subsection{Observation of GRBs} | 
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| 4 |  | 
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| 5 | The support structure and mirrors of the \ma telescope were designed to be exceptionally light in order to | 
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| 6 | react quickly to GRB alerts from satellites. The aim was to turn the telescope toward the burst position | 
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| 7 | within 30\,s~\cite{design,PETRY}, | 
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| 8 | in order to have a fair chance to detect a burst when the prompt $\gamma$--emission is still ongoing. | 
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| 9 | During the commissioning phase, it could be proven that the goal was achieved. | 
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| 10 | The telescope is able to turn $180^\circ$ in azimuth within 20\,s and $90^\circ$ in zenith within 10\,s.\\ | 
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| 11 |  | 
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| 12 | Very high energy (VHE) GRB observations have the potential to constrain the current GRB models | 
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| 13 | on both the prompt and the extended phase of GRB emission~\cite{HARTMANN,MANNHEIM}. | 
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| 14 | Models based on either internal or external shocks predict VHE gamma-ray fluences comparable to, | 
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| 15 | or in certain situations stronger than, the keV-MeV radiation, | 
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| 16 | with durations ranging from shorter than the keV-MeV burst to extended TeV | 
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| 17 | afterglows~\cite{DERMER, PILLA, ZHANG1, RAZZAQUE}. | 
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| 18 |  | 
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| 19 | \par | 
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| 20 |  | 
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| 21 | Many publications foresee that high-energy $\gamma$-rays can come along with the | 
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| 22 | (low-energy) GRB.  Possible causes range from proton-synchrotron emission~\cite{TOTANI} to | 
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| 23 | photon-pion production~\cite{WAXMAN,BOETTCHER} to inverse-Compton scattering | 
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| 24 | in the burst environment~\cite{MESZAROS93,CHIANG,PILLA,ZHANG2,BELOBORODOV}. | 
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| 25 | A long-term high energy (HE) $\gamma$-emission can come from accelerated protons in the | 
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| 26 | forward-shock, as predicted in~\cite{LI}. | 
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| 27 | This model predicts GeV inverse Compton emission even one day after the burst. | 
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| 28 | Even considering pure electron-synchrotron radiation, measurable GeV-emission for a significant | 
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| 29 | fraction of GRBs is predicted~\cite{ZHANG2}.\\ | 
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| 30 |  | 
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| 31 | GeV-emission in GRBs is particularly sensitive to the Lorentz factor and the photon density of the | 
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| 32 | emitting material -- | 
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| 33 | and thus to the distance of the radiating shock from the source -- due to the | 
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| 34 | $\gamma \gamma \rightarrow \textrm{e}^+\textrm{e}^-$ absorption in the emission region. | 
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| 35 | Direct comparison of the prompt GRB flux at $\sim$\,10\,GeV and $\sim$\,100\,keV may | 
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| 36 | allow to determine the magnetic field strength~\cite{ASAF2}. | 
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| 37 |  | 
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| 38 | \par | 
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| 39 |  | 
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| 40 | Several attempts were made in the past to observe GRBs in the GeV range, | 
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| 41 | each indicating some excess over background but without stringent evidence. | 
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| 42 | The only significant detection was performed by \eg, that was able to observe seven GRBs | 
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| 43 | emitting HE photons with energies between 100\,MeV and 18\,GeV~\cite{EGRET, DINGUS1}. | 
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| 44 | The data shows no evidence of a HE cut-off in the GRB spectrum~\cite{DINGUS2}. | 
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| 45 | Recent results indicate that the spectrum of some GRBs contains a very hard, luminous, long-duration component~\cite{GONZALES}. | 
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| 46 | There have been results suggesting gamma rays beyond the GeV range from the TIBET air shower array | 
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| 47 | in coincidence with BATSE bursts~\cite{AMENOMORI}, rapid follow-up observations by the | 
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| 48 | Whipple Air Cherenkov Telescope~\cite{CONNAUGHTON1}, and coincident and monitoring studies by | 
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| 49 | HEGRA-AIROBICC~\cite{PADILLA}, Whipple~\cite{CONNAUGHTON2} and the Milagro prototype Milagrito~\cite{MILAGRO}. | 
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| 50 | The GRAND array has reported some excess of observed muons during seven BATSE bursts~\cite{GRAND}. | 
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| 51 | In this context, especially the publication from the TASC detector on \eg is important~\cite{GONZALES}, | 
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| 52 | finding a HE spectral component presumably due to the ultra-relativistic acceleration of hadrons and | 
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| 53 | producing a spectral index of $-1$ with no cut-off up to the detector energy limit at 200\,MeV.\\ | 
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| 54 |  | 
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| 55 | To estimate the observability of GRB by \ma, sources of the | 
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| 56 | third and fourth \ba catalogue were studied~\cite{ICRC,NICOLA}. Their spectra were extended to GeV | 
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| 57 | energies with a simple power-law and using the observed high-energy spectral index: the extrapolated fluxes | 
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| 58 | were at last compared with \ma sensitivities. Setting conservative cuts on observation times and significances, | 
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| 59 | and assuming an energy threshold of 15~GeV, a 5\,$\sigma$-signal rate of $0.5-2$ per year | 
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| 60 | was obtained for an assumed observation delay between 15 and 60\,s and a \ba trigger rate | 
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| 61 | ($\sim$\,360/year). As the \sw alert rate is about a factor~2 lower, including even fainter bursts than | 
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| 62 | those observed by \ma, this number still have to be lowered. | 
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| 63 |  | 
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| 64 | Taking into account the local rate of GRBs estimated in~\cite{GUETTA}, late afterglow emission from a | 
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| 65 | few tens of GRBs per year should be observable over the whole sky above our energy threshold. | 
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| 66 | The model of~\cite{ASAF2} predicts delayed GeV-emission that should be significantly detectable by \ma | 
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| 67 | in 100\,s. | 
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| 68 |  | 
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| 69 | \subsection{Observation of XRFs} | 
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| 70 |  | 
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| 71 | While the major energy from the prompt GRBs is emitted in $\gamma$-rays with a peak energy of 200\,keV, | 
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| 72 | X-ray flashes (XRFs) are characterized | 
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| 73 | by peak energies below 50~keV and a dominant X-ray fluence. Because of similar properties, a connection | 
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| 74 | between XRFs and GRBs is suggested. | 
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| 75 | Some theories~\cite{DADO} suggest that XRFs are produced from GRBs observed ''off-axis''. | 
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| 76 | Alternatively, an increase of the baryon load within the fireball itself~\cite{HUANG} or low efficiency | 
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| 77 | shocks~\cite{BARRAUD} could produce XRFs. | 
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| 78 | If there is a connection between XRFs and GRBs, they should originate at rather low redshifts ($z < 0.6$) | 
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| 79 | because otherwise, the XRF energies would not fit into the observed correlation | 
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| 80 | between GRB peak energy and isotropic energy release~\cite{LEVAN}. \\ | 
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| 81 |  | 
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| 82 | Gamma-ray satellites react in the same way to XRFs and GRBs. | 
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| 83 | In case of a detection the coordinates are distributed | 
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| 84 | to other observatories (see section 2.1). Only from later analysis the difference can be established. | 
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| 85 |  | 
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| 86 | \par | 
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| 87 |  | 
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| 88 | We include therefore the observation of XRFs by \ma in this proposal. | 
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| 89 |  | 
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| 90 | \subsection{Observation of SGRs} | 
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| 91 |  | 
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| 92 | Soft Gamma Repeaters (SGRs) are believed to be extremely rare strong magnetic neutron stars that | 
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| 93 | periodically emit $\gamma$-rays. Only four identified SGRs were discovered in the last 20 years: | 
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| 94 | SGR0526-66, SGR1806-20, SGR1900+14, SGR1627-41. | 
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| 95 | GRBs and SGRs can be explained within the same gamma jet model where the jet is observed at different | 
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| 96 | beam-angles and different times~\cite{FARGION}.\\ | 
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| 97 |  | 
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| 98 | The BAT instrument on the SWIFT satellite triggered on an outburst from SGR1806-20 on January $30^{\mathrm{th}}$, 2005. | 
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| 99 | The fluence was about $10^{-5}$\,erg/cm$^2$ in the range between 15 and 350\,keV. | 
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| 100 | This event was five orders of magnitude smaller than the giant flare from this source on the | 
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| 101 | December 27$^{\mathrm{th}}$, 2004~\cite{GCN3002}. | 
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| 102 | MAGIC has enough sensitivity for observing events with fluences bigger than $2.5 \times 10^{-2}\mathrm{erg}\cdot\mathrm{cm}^{-2}\mathrm{s}^{-1}$ at 100\,keV, when a spectral index of $-2.0$ and 100\,s of observation time are assumed. | 
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| 103 | Therefore if an SGR as the giant flare of SGR1806-20 occurs, MAGIC would be able to detect its $\gamma$-ray emission. | 
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| 104 |  | 
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| 105 | %%% Local Variables: | 
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| 106 | %%% mode: latex | 
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| 107 | %%% TeX-master: "GRB_proposal_2005" | 
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| 108 | %%% End: | 
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