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February 8, 2026The Astrophysical Journal0 citationsOpen Access

Fast-cooling Synchrotron Prompt Emission from Internal Shocks in GRB 241030A

VVarunBZBin-Bin ZhangXZXiao-Hong Zhao

Key Points

  • This research aims to understand the prompt emission mechanisms in the gamma-ray burst (GRB) 241030A.
  • Time-resolved spectral analysis using Swift and Fermi data.
  • Isolation of synchrotron origin from prompt emission.
  • Describing light curves and photon index behavior.
  • Episode 1 shows a power law with photon index around -3/2.
  • Episode 2 has two spectral breaks, revealing a low-energy break at approximately 2–3 keV.
  • The observed spectral lag is nearly zero across different energy bands.

Abstract

Abstract We present a time-resolved joint Swift–Fermi spectral study of GRB 241030A ( z = 1.411) that cleanly isolates the synchrotron origin of its prompt emission and favors a matter-dominated internal-shock scenario. The light curve shows two episodes separated by a quiescent gap. Episode 1 (0–45 s) is well described by a single power law with photon index ≃ –3/2, consistent with the fast-cooling synchrotron slope below the peak. Episode 2 (100–200 s) exhibits two robust spectral breaks: a low-energy break at E b ∼ 2–3 keV that remains nearly constant in time, and a spectral peak E p that tracks the flux within pulses but steps down between them. The photon indices below and above E b cluster around −2/3 and −3/2, respectively, as expected for fast-cooling synchrotron emission. The burst displays an unusually small (consistent with zero) spectral lag across Fermi Gamma-ray Burst Monitor bands. At later times (≳230 s), the spectrum softens toward ∼–2.7, as expected when the observing band lies above both ν m and ν c . These behaviors are difficult to reconcile with a globally magnetized outflow with a decaying field, which naturally produces hard-to-soft E p evolution, growing ν c , and appreciable lags. By contrast, internal shocks with a roughly steady effective magnetic field and a time-variable minimum electron Lorentz factor (equivalently, for example, a varying fraction of accelerated electrons) simultaneously account for: (1) the stable E b ; (2) the intensity-tracking yet stepped-down E p ; (3) the canonical −2/3 and −3/2 slopes; and (4) the near-zero lag.

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Cite This Study

Varun et al. (2026) studied this question.

synapsesocial.com/papers/698827570fc35cd7a8845ffbhttps://doi.org/10.3847/1538-4357/ae2eaf
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