1. On the efficiency of the Ultra Steep Spectrum technique in finding high-<F>z</F> radiogalaxies
- Author
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Pedani, M.
- Subjects
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SPECTRUM analysis , *RADIO sources (Astronomy) , *GALAXIES , *ASTRONOMICAL mathematics - Abstract
In the last three decades, the Ultra Steep Spectrum technique has been exploited by many groups since it was demonstrated that radio sources with very steep spectra (
α<−1.0 ;S ∝ να ) are good tracers of high-z radio galaxies (HzRGs;z>2 ). Though more than150 HzRGs have been discovered up to now with this technique, little is known about its real effectiveness, as most of the ongoing searches still have incomplete follow-up programs. By selecting a new appropriate sample of USS sources from the MRC survey, the true searching efficiency of the USS technique has been quantitatively demonstrated for the first time in this paper. Moreover, it was compared with that of an optical search of HzRGs based on a simple cut of the galaxies r-band magnitude distribution. When no bias other than the radio-spectrum steepness is applied, the USS technique may be up to four times more efficient in selecting HzRGs with respect to an optical search. Nevertheless, when the search is limited to objects fainter than the POSS-II plates (r∼21 ), the USS technique is still2.5 times more efficient (∊USS=0.52 vs.∊OPT=0.19 ). For an optical search to reach a comparable efficiency it is necessary to select objects fainter thanr=23 , but this implies that about half of the HzRGs are lost because of the imposed magnitude bias. The advantage of the USS technique is that a∼0.5 search efficiency is already reached at the POSS-II plates limit, where all the optical identification work is done without telescopes. However, this technique has the drawback that up to40% of the HzRGs of the sample are lost simply because of the applied spectral index bias. Interestingly, the introduction of a strong angular-size bias such asθ<15″ can double the searching efficiency irrespectively of the adopted technique, but only in the case that no optical bias has been introduced first. [Copyright &y& Elsevier]- Published
- 2003
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