The 1.28 GHz MeerKAT DEEP2 Image. (arXiv:1912.06212v1 [astro-ph.GA])
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We present the confusion-limited 1.28 GHz MeerKAT DEEP2 image covering one
$approx 68’$ FWHM primary beam area with $7.6”$ FWHM resolution and $0.55 pm
0.01$ $mu$Jy/beam rms noise. Its J2000 center position $alpha=04^h 13^m
26.4^s$, $delta=-80^circ 00′ 00”$ was selected to minimize artifacts caused
by bright sources. We introduce the new 64-element MeerKAT array and describe
commissioning observations to measure the primary beam attenuation pattern,
estimate telescope pointing errors, and pinpoint $(u,v)$ coordinate errors
caused by offsets in frequency or time. We constructed a 1.4 GHz differential
source count by combining a power-law count fit to the DEEP2 confusion $P(D)$
distribution from $0.25$ to $10$ $mu$Jy with counts of individual DEEP2
sources between $10$ $mu$Jy and $2.5$ mJy. Most sources fainter than $S sim
100$ $mu$Jy are distant star-forming galaxies obeying the FIR/radio
correlation, and sources stronger than $0.25$ $mu$Jy account for $sim93%$ of
the radio background produced by star-forming galaxies. For the first time, the
DEEP2 source count has reached the depth needed to reveal the majority of the
star formation history of the universe. A pure luminosity evolution of the 1.4
GHz local luminosity function consistent with the Madau & Dickinson (2014)
model for the evolution of star-forming galaxies based on UV and infrared data
underpredicts our 1.4 GHz source count in the range $-5 lesssim
log[S(mathrm{Jy})] lesssim -4$.

We present the confusion-limited 1.28 GHz MeerKAT DEEP2 image covering one
$approx 68’$ FWHM primary beam area with $7.6”$ FWHM resolution and $0.55 pm
0.01$ $mu$Jy/beam rms noise. Its J2000 center position $alpha=04^h 13^m
26.4^s$, $delta=-80^circ 00′ 00”$ was selected to minimize artifacts caused
by bright sources. We introduce the new 64-element MeerKAT array and describe
commissioning observations to measure the primary beam attenuation pattern,
estimate telescope pointing errors, and pinpoint $(u,v)$ coordinate errors
caused by offsets in frequency or time. We constructed a 1.4 GHz differential
source count by combining a power-law count fit to the DEEP2 confusion $P(D)$
distribution from $0.25$ to $10$ $mu$Jy with counts of individual DEEP2
sources between $10$ $mu$Jy and $2.5$ mJy. Most sources fainter than $S sim
100$ $mu$Jy are distant star-forming galaxies obeying the FIR/radio
correlation, and sources stronger than $0.25$ $mu$Jy account for $sim93%$ of
the radio background produced by star-forming galaxies. For the first time, the
DEEP2 source count has reached the depth needed to reveal the majority of the
star formation history of the universe. A pure luminosity evolution of the 1.4
GHz local luminosity function consistent with the Madau & Dickinson (2014)
model for the evolution of star-forming galaxies based on UV and infrared data
underpredicts our 1.4 GHz source count in the range $-5 lesssim
log[S(mathrm{Jy})] lesssim -4$.

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