To facilitate the analysis of the annoying 25-minute glitches, I am sharing a CSV file containing the omicron glitch triggers observed during the days of the mini-Engineering Run; from 16:00 UTC on Dec 24 to 7:10 UTC on Jan 1, coinciding with the time of the Japan earthquake. Please note that I had to modify the file extension from .csv to .txt, as the former format was not accepted. Feel free to change it back to .csv after downloading.
To narrow down the triggers of interest from the total of omicron recordings during this period, I applied the following criteria: a frequency at peak in [30, 80] Hz, and an SNR > 60. This resulted in the selection of a total of 441 glitch triggers. These criteria are supported by the glitchgram reported in Fig. 1 for the examined period. No cuts were made based on the ITF mode flag. Additionally, considering the fast nature of these glitches, I thought to add also some requirement on the duration and/or the Q of these glitches but this had no impact in practice. Following a preliminary analysis with a histogram depicting the time difference between consecutive glitch triggers, I further made a refinement by excluding glitches occurring closer than 15 minutes to their neighbors. This reduced the number of glitches from 441 to 431. While it is not guaranteed that the result includes all and only the glitches belonging to the 25-minute family, it should serve as a representative sample.
Figure 2 displays a histogram of the difference in GPS time between two consecutive glitches, with dashed lines indicating the median (24 minutes and 21 seconds, with characteristic fluctuations of 2.5-3 minutes) and the 5th and 95th percentile values. The orange curve represents the distribution function estimated using the kernel density method. Notably, Fig. 3 reveals three small clusters at approximately 48, 72, and 96 minutes, supporting the hypothesis that the glitches are "GPS-locked" rather than "lock-locked." Following an unlock, the time for the next glitch aligns with multiples of 25 minutes after the GPS time of the last glitch before the unlock.
Figure 4 resents a scatterplot illustrating the time evolution of the distance between two consecutive glitches, with the orange curve indicating the moving median computed over 10 glitches (approximately 4 hours).
In the next steps, I will explore correlated channels with the time series of the glitches and their time differences.