When drawing a large number of source waveforms it can be useful to define a distribution of desired signal powers.
This is normally measured using the root-sum-squared strain (hrss).
A number of hrss distributions are built-in to Minke.
minke.distribution.
burst_dist
(minimum, maximum, size=1)[source]¶Generate an hrss drawn from the distance distribution [ r + 50/r ] used for Burst allsky mock data challenges.
The lowest hrss to be produced.
The largest hrss to be produced.
The number of draws to produce. Defaults to 1.
Equally, you’ll need to define a sky location for your waveforms. There are a number of ways to do this, and some are supported out-of-the-box by Minke.
minke.distribution.
uniform_sky
(number=1)[source]¶Get a set of (RA, declination, polarization) drawn from an isotropic distribution over the whole sky.
The number of random sky locations and polarisations to be produced.
Randomly drawn right ascensions.
Randomly drawn declinations.
Randomly drawn polarisations.