English

The highly magnetic Wolf-Rayet binary HD 45166 resolved with VLTI/GRAVITY

Solar and Stellar Astrophysics 2025-03-26 v1 Instrumentation and Methods for Astrophysics

Abstract

HD 45166 was recently reported to be a long-period binary comprising a B7V star and a highly magnetic (B=43.0±0.5\langle B \rangle = 43.0\pm0.5\,kG) hot Wolf-Rayet-like component, dubbed as a quasi Wolf-Rayet (qWR) star in literature. While originally proposed to be a short-period binary, long-term spectroscopic monitoring suggested a 22.5 yr orbital period. With a derived dynamical mass of 2.03±0.44M2.03\pm0.44\,M_\odot, the qWR component is the most strongly magnetized non-degenerate object ever detected and a potential magnetar progenitor. However, the long period renders the spectroscopic orbital solution and dynamical mass estimates uncertain, casting doubts on whether the qWR component is massive enough to undergo core-collapse. Here, we spatially resolve the HD 45166 binary using newly acquired interferometric data obtained with the GRAVITY instrument of the Very Large Telescope Interferometer. Due to the calibrator star being a binary as well, we implement a new approach for visibility calibration and test it thoroughly using archival GRAVITY data. The newly calibrated HD 45166 data reveal the unmistakable presence of a companion to the qWR component with an angular separation of 10.9±0.110.9\pm0.1 mas (which translates to a projected physical separation of 10.8±0.410.8\pm0.4 au), consistent with the long-period orbit. We obtain a model-independent qWR mass MqWR=1.960.54+0.74MM_{\rm qWR} = 1.96^{+0.74}_{-0.54}\,M_\odot using interferometric and spectroscopic data together. This observation robustly confirms that HD 45166 is truly a long-period binary, and provides an anchor point for accurate mass determination of the qWR component with further observations.

Keywords

Cite

@article{arxiv.2503.00981,
  title  = {The highly magnetic Wolf-Rayet binary HD 45166 resolved with VLTI/GRAVITY},
  author = {K. Deshmukh and T. Shenar and A. Mérand and H. Sana and P. Marchant and G. A. Wade and J. Bodensteiner and A. -N. Chené and A. J. Frost and A. Gilkis and N. Langer and L. Oskinova},
  journal= {arXiv preprint arXiv:2503.00981},
  year   = {2025}
}

Comments

Accepted in A&A

R2 v1 2026-06-28T22:03:47.287Z