Evolution of bar-induced dark gaps in galaxy discs: evidence of strong bar-driven effects already at z > 2

arXiv:2609.03022 · astro-ph.GA · Submitted 2026-09-02 · Read on arXiv

astro-ph.GA

Submitted: 2026-09-02

Updated: 2026-09-02

Comments: 12 pages, 13 figures (including appendices), accepted for publication in MNRAS

License: http://creativecommons.org/licenses/by/4.0/

The gist: The properties of stellar bars play a crucial role in determining the bar-driven secular evolution in disc galaxies.

Terminology

Abstract

The properties of stellar bars play a crucial role in determining the bar-driven secular evolution in disc galaxies. However, a systematic observational study of the evolution of several bar properties (such as strength and length) across cosmic time is largely missing. In this paper, using a sample of 625 barred galaxies, taken from SDSS, HST COSMOS, and JWST CEERS surveys, we systematically investigate the evolution of bar properties over redshifts (0.02 z < 3) by making a novel usage of dark gap (preferential light deficit along the bar minor axis) properties as a proxy for bar properties. We show that the dark gap strength (Δμ max) exhibits a weak evolution, increasing from higher redshifts (z about 2.5) and slightly declining towards lower redshifts (z < 0.05). Conversely, the extent of dark gaps (R DG, R dark; normalised by bar length) decreases moderately from z at least 1.4 and remains constant thereafter. Our results suggest that bar formation and the initial rapid growth phase occur before z about 3, followed by mild growth towards lower redshifts. We also find R dark to be a better proxy (as compared to R DG) for estimating bar length, supporting earlier theoretical studies. Furthermore, the Δμ max shows a weak but statistically significant correlation with bar-to-total light ratio (Bar/T) and bar ellipticity (ε bar). Studies of the redshift evolution of bar properties over such an extensive redshift range as done here are instrumental in constraining the bar-driven evolution at early cosmic times.

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