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Quantifying the effect of field variance on the H\(\alpha\) luminosity function with the New Numerical Galaxy Catalogue (\(\nu^2\)GC)
We construct a model of H\(\alpha\) emitters (HAEs) based on a semi-analytic galaxy formation model, the New Numerical Galaxy Catalog (\(\nu^2\)GC). In this paper, we report our estimate for the field variance of the HAE distribution. By calculating the H\(\alpha\) luminosity from the star-formation...
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Published in: | arXiv.org 2020-04 |
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Main Authors: | , , , , , , , , , , , |
Format: | Article |
Language: | English |
Subjects: | |
Online Access: | Get full text |
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Summary: | We construct a model of H\(\alpha\) emitters (HAEs) based on a semi-analytic galaxy formation model, the New Numerical Galaxy Catalog (\(\nu^2\)GC). In this paper, we report our estimate for the field variance of the HAE distribution. By calculating the H\(\alpha\) luminosity from the star-formation rate of galaxies, our model well reproduces the observed H\(\alpha\) luminosity function (LF) at \(z=0.4\). The large volume of the \(\nu^2\)GC makes it possible to examine the spatial distribution of HAEs over a region of (411.8 Mpc)\(^3\) in the comoving scale. The surface number density of \(z=0.4\) HAEs with \(L_{\rm H\alpha} \geq 10^{40}\) erg s\(^{-1}\) is 308.9 deg\(^{-2}\). We have confirmed that the HAE is a useful tracer for the large-scale structure of the Universe because of their significant overdensity (\(>\) 5\(\sigma\)) at clusters and the filamentary structures. The H\(\alpha\) LFs within a survey area of \(\sim\)2 deg\(^2\) (typical for previous observational studies) show a significant field variance up to \(\sim\)1 dex. Based on our model, one can estimate the variance on the H\(\alpha\) LFs within given survey areas. |
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ISSN: | 2331-8422 |
DOI: | 10.48550/arxiv.2004.00815 |