An Accurate Cluster Selection Function for the J-PAS Narrow-Band wide-field survey

TL;DR

J-PAS will be the first wide-field survey with high redshift resolution to detect galaxy clusters with high completeness and purity, providing a large, accurately calibrated cluster sample up to redshift 0.8.

Contribution

This paper introduces a new cluster selection function for J-PAS, demonstrating its effectiveness in detecting galaxy clusters with high completeness and purity using realistic mock catalogues.

Findings

Minimum halo mass for >80% completeness and purity is ~5×10^13 M_sun up to z~0.7.

The M*_CL-halo mass relation shows no redshift evolution with a scatter of ~0.14 dex.

J-PAS can detect clusters up to z~0.85 with mass calibration accuracy comparable to X-ray data.

Abstract

The impending Javalambre Physics of the accelerating universe Astrophysical Survey (J-PAS) will be the first wide-field survey of $\gtrsim$ 8500 deg$^2$ to reach the `stage IV' category. Because of the redshift resolution afforded by 54 narrow-band filters, J-PAS is particularly suitable for cluster detection in the range z$<$1. The photometric redshift dispersion is estimated to be only $\sim 0.003$ with few outliers $\lesssim$ 4\% for galaxies brighter than $i\sim23$ AB, because of the sensitivity of narrow band imaging to absorption and emission lines. Here we evaluate the cluster selection function for J-PAS using N-body+semi-analytical realistic mock catalogues. We optimally detect clusters from this simulation with the Bayesian Cluster Finder, and we assess the completeness and purity of cluster detection against the mock data. The minimum halo mass threshold we find for detections of galaxy clusters and groups with both $>$80\% completeness and purity is $M_h \sim 5 \times 10^{13}M_{\odot}$ up to $z\sim 0.7$. We also model the optical observable, $M^*_{\rm CL}$-halo mass relation, finding a non-evolution with redshift and main scatter of $\sigma_{M^*_{\rm CL} | M_{\rm h}}\sim 0.14 \,dex$ down to a factor two lower in mass than other planned broad-band stage IV surveys, at least. For the $M_{\rm h} \sim 1 \times 10^{14}M_{\odot}$ Planck mass limit, J-PAS will arrive up to $z\sim 0.85$ with a $\sigma_{M^*_{\rm CL} | M_{\rm h}}\sim 0.12 \, dex$. Therefore J-PAS will provide the largest sample of clusters and groups up to $z\sim 0.8$ with a mass calibration accuracy comparable to X-ray data.