An analysis of the Type Ia SN 2024gy and a comparison of different host extinction estimation techniques

Astronomy & Astrophysics EDP Sciences 712 (2026) a173

Authors:

Jacco H Terwel, Kate Maguire, Cillian O’Donnell, Miika Pursiainen, Alba Casasbuenas, Julie Thiim Gadeberg, Ben Godson, Luke Harvey, Benjamin Nobre Hauptmann, Niilo Koivisto, Chang Liu, Shravya Shenoy, Samuel Grund Sørensen, María Alejandra Díaz Teodori, Astrid Guldberg Theil, Mikael Turkki, Alaa Alburai, Joe Anderson, Thomas de Boer, Tomás Müller Bravo, Umut Burgaz, Kenneth C Chambers, Ting-Wan Chen, João Duarte, Lluis Galbany, Mariusz Gromadzki, Cosimo Inserra, Joel Johansson, Young-Lo Kim, Thomas Lowe, Eugene Magnier, Rita P Santos, Jesper Sollerman, Richard Wainscoat, David R Young, Tracy X Chen, Matthew J Graham, Mansi M Kasliwal, Frank J Masci, Josiah N Purdum, Ines Belkhodja

Abstract:

Type Ia supernovae (SNe Ia) are well-known standardisable candles, and are one of the main ways to measure the distance to their host galaxies. However, extinction due to interstellar dust causes objects to appear fainter and redder. Correcting for this requires estimating the amount of intervening material and how the extinction changes as a function of wavelength. We present and analyse optical and near-infrared data of the well-observed SN 2024gy and use these to compare different extinction estimation techniques, making use of photometric, spectroscopic, and polarimetric data. SN 2024gy is a normal SN Ia with high velocity (HV) components in Si  II λ 6355 (phase < −10 days) and a particularly strong HV feature in the Ca  II near-infrared triplet (up to peak). Modelling SN 2024gy with TARDIS shows better matches with a double-detonation scenario compared to a delayed-detonation scenario due to a better match to the Ca  II HV component. A measurement of the stable Ni/Fe ratio, however, favours a delayed-detonation scenario. Host extinction estimates range from E ( B − V ) host = 0.12 ± 0.02 mag (narrow interstellar absorption lines) to E ( B − V ) host = 0.24 ± 0.06 mag (Lira law) with a mean of E ( B − V ) host = 0.22 ± 0.04 mag, assuming R V = 3.1. The spread between different methods highlights the challenge of accurately estimating the amount of extinction light suffers before being observed.

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