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March 5, 2026The Astrophysical Journal0 citationsOpen Access

The Progenitor of the S147 Supernova Remnant

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ECElvira Cruz-CruzCKChristopher S. Kochanek

Key Points

  • To identify the progenitor characteristics of the S147 supernova remnant and its local stellar population.
  • Selected local stars using Gaia DR3 parallaxes and photometry
  • Modeled luminous stars within a 100 pc radius cylinder
  • Estimated masses of single and binary stars
  • Analyzed the Gaia color-magnitude diagram with PARSEC v2.0 isochrones
  • Identified HD 37424 and HD 37367 as the most luminous single stars with masses of 13.51 and 14.30 M ⊙, respectively
  • Determined binary systems with primary masses of 20.9 and 16.7 M ⊙
  • Estimated progenitor mass range of 21.5–41.1 M ⊙ for the S147 supernova

Abstract

Abstract The supernova remnant (SNR) S147 contains the pulsar PSR J0538+2817 and a likely unbound binary companion, HD 37424. It is the only good Galactic candidate for a binary unbound by a core-collapse supernova. Using Gaia DR3 parallaxes and photometry, we select the stars local to SNR S147 ( ϖ S 147 = 0.7 3 − 0.05 + 0.04 mas ) in a cylinder with a projected radius of 100 pc and a parallax range of 0.614 < ϖ < 0.787 mas (a length of ≃360 pc). We individually model the most luminous of these stars. The two most luminous single stars are the unbound binary companion, HD 37424, and HD 37367, with estimated masses of (13.51 ± 0.05) M ⊙ and (14.30 ± 0.09) M ⊙ , respectively. The two most luminous binary systems are the spectroscopic binary HD 37366 and the eclipsing binary ET Tau, which have primary masses of (20.9 ± 0.12) and (16.7 ± 0.09) M ⊙ , respectively. We model the Gaia color–magnitude diagram of this local stellar population using both single stars and a model consisting of noninteracting binaries using solar metallicity PARSEC v2.0 isochrones. For both models, the estimated age distributions of the 439 M G < 0 mag stars favor a high-mass progenitor of 21.5–41.1 M ⊙ for the supernova.

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Cite This Study

Cruz-Cruz et al. (2026) studied this question.

synapsesocial.com/papers/69a91cbed6127c7a504bfb79https://doi.org/10.3847/1538-4357/ae42c2
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