The Star Formation Rate Distribution Function of the Local Universe
M. S. Bothwell (1), R. C. Kennicutt (1), B. D. Johnson (1), Y. Wu (2),, J. C. Lee (3), D. Dale (4), C. Engelbracht (5), D. Calzetti (6), E. Skillman, (7) ((1) IoA Cambridge, (2) Caltech, (3) Carnegie, (4) Wyoming, (5) Arizona,, (6) UMass, (7) Minnesota)

TL;DR
This paper derives the local universe's star formation rate distribution function using IR and UV data, revealing its Schechter form, a faint-end slope of -1.51, and quantifying the contributions of starbursts, LIRGs, and ULIRGs to the total star formation.
Contribution
It provides the first constraints on the faint-end slope of the SFR distribution function at low luminosities (~10^6 L_sun) using extensive IR and UV surveys.
Findings
The SFR distribution function follows a Schechter form.
Faint-end slope of the SFR function is -1.51 ± 0.08.
Total SFR volume density at z ~ 0 is 0.025 ± 0.0016 M_sun/yr/Mpc^-3.
Abstract
We present total infrared (IR) and ultraviolet (UV) luminosity functions derived from large representative samples of galaxies at z ~ 0, selected at IR and UV wavelengths from the IRAS IIFSCz catalogue, and the GALEX AIS respectively. We augment these with deep Spitzer and GALEX imaging of galaxies in the 11 Mpc Local Volume Legacy Survey (LVL), allowing us to extend these luminosity functions to lower luminosities (~10^6 L_sun), and providing good constraints on the slope of the luminosity function at the extreme faint end for the first time. Using conventional star formation prescriptions, we generate from our data the SFR distribution function for the local Universe. We find that it has a Schechter form, that the faint-end slope has a constant value (to the limits of our data) of {\alpha} = -1.51 \pm 0.08, and the 'characteristic' SFR is 9.2 M_sun/yr. We also show the distribution…
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