A Schmidt-Kennicutt law for star formation in the Milky Way disk
B. Fuchs, H. Jahreiss, C. Flynn

TL;DR
This study reconstructs the Milky Way's star formation history using M dwarfs and demonstrates that a Schmidt-Kennicutt law with an index of about 1.45 describes the relation between star formation rate and gas content over the last 5 billion years.
Contribution
It provides the first empirical evidence that a Schmidt-Kennicutt law applies to the Milky Way disk during the last 5 Gyr, based on a novel backward reconstruction method.
Findings
Star formation rate varies over the last 5 Gyr, not constant.
A Schmidt-Kennicutt law with index ~1.45 fits the data.
Star formation history aligns with independent methods.
Abstract
We use a new method to trace backwards the star formation history of the Milky Way disk, using a sample of M dwarfs in the solar neighbourhood which is representative for the entire solar circle. M stars are used because they show H_alpha emission until a particular age which is a well calibrated function of their absolute magnitudes. This allows us to reconstruct the rate at which disk stars have been born over about half the disk's lifetime. Our star formation rate agrees well with those obtained by using other, independent, methods and seems to rule out a constant star formation rate. The principal result of this study is to show that a relation of the Schmidt-Kennicut type (which relates the star formation rate to the interstellar gas content of galaxy disks) has pertained in the Milky Way disk during the last 5 Gyr. The star formation rate we derive from the M dwarfs and the…
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