Documentation of iact-estimator#

CI Documentation Status

iact-estimator is a Python3 package which allows to evaluate the ability of an IACT telescope system to detect a gamma-ray source.

It started from legacy scripts used by the MAGIC telescopes collaboration to aid users in the development of their observation proposals.

About#

The output is an estimate of what kind of signal can be observed by the telescope system given a spectral shape. The signal significances of each spectral point are computed according to Eq. 17 definition from [2].

The currently available performance data shipped with the package is:

  • MAGIC low zenith angle (0 to 30 degrees) in the range 40GeV-16TeV from [1],

  • MAGIC mid zenith angle (30 to 45 degrees) in the range 40GeV-16TeV from [1].

Current caveats#

  • the tool is operating on estimated energy doing simple comparisons with differential in estimated energy rates seen for the Crab Nebula; for softer sources the differences in energy migration will result in different performance than the ones produced by this tool

  • the treatment of extended sources is very approximate, only the increase in background is taken into account (without energy dependence of Point Spread Function); for extended sources with extension >~ 0.4 deg the dependence on the offset from the centre of the camera will further worsen the performance w.r.t. one produced by this tool

  • significances are given for each differential energy bin separately, but to detect a source one normally applies a cut that keeps a broad range of energies inside resulting in better integral sensitivity than differential one; also, optimization of cuts for a broad energy range usually results in somewhat better sensitivity than what one can get by simply integrating the used here signal in differential energy bins; as a very crude approximation for detection capability we calculate here also a sum of significances of all the points in Spectral Energy Distribution divided by the sqrt of the number of those points

References#

Indices and tables#