What drives the M*-SFR relation turning over at high masses? The role of bulges

TL;DR

This study investigates how bulge growth influences the flattening of the star formation main sequence at high galaxy masses, highlighting the role of central mass density and galaxy structure.

Contribution

It demonstrates that the increasing prevalence of dense, low-sSFR bulges, rather than bulge-to-total ratio alone, drives the turnover in the M*-SFR relation at high masses.

Findings

Central NUV-r color becomes redder in massive galaxies, indicating evolved bulges.

Galaxies with higher Sersic index n tend to have redder central regions, independent of B/T.

The fraction of galaxies with dense bulges increases rapidly above 10^10.2 M_sun, correlating with the MS turnover.

Abstract

It is unclear whether bulge growth is responsible for the flattening of the star formation main sequence (MS) at the high mass end. To investigate the role of bulges in shaping the MS, we compare the NUV$-r$ color between the central ($r<R_{50}$) and outer regions for a sample of 6401 local star-forming galaxies. The NUV$-r$ color is a good specific star formation rate indicator. We find that at $M_{\ast}<10^{10.2}M_{\sun}$, the central NUV$-r$ is on average only $\sim$ 0.25 mag redder than the outer NUV$-r$. Above $M_{\ast}=10^{10.2}M_{\sun}$, the central NUV$-r$ becomes systematically much redder than the outer NUV$-r$ for more massive galaxies, indicating that the central bulge is more evolved at the massive end. When dividing the galaxies according to their S\'ersic index $n$, we find that galaxies with $n$>2.0 tend to be redder in the central NUV$-r$ color than those with $n$<2.0, even at fixed B/T and $M_{\ast}$. This suggests that star formation in bulges is more strongly dependent on $n$ (or central mass density) than on B/T. Finally, we find that the fraction of galaxies with $n$>2.0 rapidly increases with $M_{\ast}$ at $M_{\ast}>10^{10.2}M_{\sun}$, which is consistent with the turning over of the MS at the same transition mass. We conclude that the increasing fraction of low-sSFR dense bulges in $M_{\ast}>10^{10.2}M_{\sun}$ galaxies, rather than increasing B/T, is responsible for the flattened slope of the $M_{\ast}$$-$SFR relation at high masses.