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Do they repeat? Monitoring 36 non-repeating FRBs with FAST
by
Ho, Simon C -C
, Uno, Yuri
, Yu-Wei, Lin
, Chen, Arthur
, Hsu, Tzu-Yin
, Eie, Sujin
, Chibueze, James O
, Hashimoto, Tetsuya
, Goto, Tomotsugu
, Yi Hang Valerie Wong
, Aznam, Murthadza
, Wang, Poya
, Seong Jin Kim
, Wang, Pei
, Hisano, Shinnosuke
in
Fluence
/ Machine learning
/ Radio bursts
/ Radio signals
/ Repetition
/ Signal to noise ratio
/ Statistical analysis
/ Statistical models
2025
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Do they repeat? Monitoring 36 non-repeating FRBs with FAST
by
Ho, Simon C -C
, Uno, Yuri
, Yu-Wei, Lin
, Chen, Arthur
, Hsu, Tzu-Yin
, Eie, Sujin
, Chibueze, James O
, Hashimoto, Tetsuya
, Goto, Tomotsugu
, Yi Hang Valerie Wong
, Aznam, Murthadza
, Wang, Poya
, Seong Jin Kim
, Wang, Pei
, Hisano, Shinnosuke
in
Fluence
/ Machine learning
/ Radio bursts
/ Radio signals
/ Repetition
/ Signal to noise ratio
/ Statistical analysis
/ Statistical models
2025
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Do you wish to request the book?
Do they repeat? Monitoring 36 non-repeating FRBs with FAST
by
Ho, Simon C -C
, Uno, Yuri
, Yu-Wei, Lin
, Chen, Arthur
, Hsu, Tzu-Yin
, Eie, Sujin
, Chibueze, James O
, Hashimoto, Tetsuya
, Goto, Tomotsugu
, Yi Hang Valerie Wong
, Aznam, Murthadza
, Wang, Poya
, Seong Jin Kim
, Wang, Pei
, Hisano, Shinnosuke
in
Fluence
/ Machine learning
/ Radio bursts
/ Radio signals
/ Repetition
/ Signal to noise ratio
/ Statistical analysis
/ Statistical models
2025
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Do they repeat? Monitoring 36 non-repeating FRBs with FAST
Paper
Do they repeat? Monitoring 36 non-repeating FRBs with FAST
2025
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Overview
The origin of fast radio bursts (FRBs), highly energetic, millisecond-duration radio pulses originating from beyond our galaxy, remains unknown. Observationally, FRBs are classified as non-repeating or repeating, however, this classification is complicated by limited observing time and sensitivity constraints, which may result in some repeating FRBs being misidentified as non-repeating. To address this issue, we adopt both empirical and machine-learning techniques from previous studies to identify candidates that may have been misclassified. We conducted follow-up observations of 36 such candidates, each observed for 10 minutes using the Five-hundred-meter Aperture Spherical Telescope (FAST). No radio bursts exceeding a signal-to-noise ratio of 7 were detected, with a typical 7 sigma fluence limit of ~0.013 Jy ms. We constrain the repetition rates of these sources using two statistical models of FRB occurrence. Combining our FAST non-detections with prior observations, we derive upper limits on the repetition rates of ~\\(10^-2.6\\)-\\(10^-0.22\\) hr\\(^-1\\) under a Poisson process, and ~\\(10^-2.3\\)-\\(10^-0.25\\) hr\\(^-1\\) under a Weibull process. This work presents one of the most stringent upper limits on FRB repetition rates to date, based on a sample size five times larger than those used in previous studies.
Publisher
Cornell University Library, arXiv.org
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