Possibility of Month-scale Quasi-periodic Oscillations in the Gamma-ray Light Curve of OP 313
Sandeep Kumar Mondal, Shubham Kishore, Alok C. Gupta, Gwenael Giacinti
TL;DR
This study investigates a potential month-scale quasi-periodic oscillation (QPO) in the gamma-ray light curve of OP 313 using ~16.8 years of Fermi-LAT data. The authors apply Bayesian blocks to identify four major flares and focus on Flare-D, where a periodic signal near $0.012 d^{-1}$ (∼$83$ days) is suggested. Using Weighted Wavelet Z-transform (WWZ), Generalised Lomb-Scargle (GLSP), and REDFIT analyses, they find a tentative QPO with limited cycle sampling and marginal significance, though harmonics and PSD curvature support the possibility. Among several physical scenarios, a curved-jet model provides the most plausible explanation for the modulation, outperforming straight-jet or hotspot/ISCO interpretations. The results motivate continued monitoring to robustly confirm the QPO and refine jet-geometry constraints.
Abstract
In this work, we report evidence suggesting the potential future detection of a month-scale quasi-periodic oscillation (QPO) in the gamma-ray light curve of OP 313. We analysed almost 16.8 years of Fermi-LAT gamma-ray data and applied the Bayesian block method to the monthly-binned light curve. We identified four high-flux states and investigated the possibility of a QPO in the fourth high-flux state (MJD 59482-60832). Using the Weighted Wavelet Z-transform (WWZ) and Lomb-Scargle Periodogram (LSP) methods, we find tentative evidence for a month-scale QPO; however, its detection significance is limited by the small number of observed cycles. With a sufficiently long data set, the QPO may be detected with higher significance in the future. We further explored possible physical origins of this potential QPO and examined several models. We found that a curved-jet model can explain the observed behaviour.
