Weak Emission Line Quasars in the Context of a Modified Baldwin Effect

TL;DR

This study explores the relationship between emission line strength and accretion rate in quasars, revealing that weak emission lines are not solely due to high Eddington ratios, challenging previous assumptions.

Contribution

It introduces the modified Baldwin effect linking EW(C IV) to Eddington ratio and shows that weak emission line quasars do not always follow this relation, indicating other physical factors are involved.

Findings

EW(C IV) is anti-correlated with Eddington ratio in quasars.

Weak emission line quasars do not always have high Eddington ratios.

Some WLQs deviate significantly from the modified Baldwin effect.

Abstract

We investigate the relationship between the rest-frame equivalent width (EW) of the C IV \lambda1549 broad-emission line, monochromatic luminosity at rest-frame 5100 A, and the Hbeta-based Eddington ratio in a sample of 99 ordinary quasars across the widest possible ranges of redshift (0 < z < 3.5) and bolometric luminosity (10^{44} <~ L <~ 10^{48} erg s^{-1}). We find that EW(C IV) is primarily anti-correlated with the Eddington ratio, a relation we refer to as a modified Baldwin effect (MBE), an extension of the result previously obtained for quasars at z < 0.5. Based on the MBE, weak emission line quasars (WLQs), typically showing EW(C IV) <~ 10 A, are expected to have extremely high Eddington ratios. By selecting all WLQs with archival Hbeta and C IV spectroscopic data, nine sources in total, we find that their Hbeta-based Eddington ratios are typical of ordinary quasars with similar redshifts and luminosities. Four of these WLQs can be accommodated by the MBE, but the other five deviate significantly from this relation, at the >~3 \sigma\ level, by exhibiting C IV lines much weaker than predicted from their Hbeta-based Eddington ratios. Assuming the supermassive black-hole masses in all quasars can be determined reliably using the single-epoch Hbeta-method, our results indicate that EW(C IV) cannot depend solely on the Eddington ratio. We briefly discuss a strategy for further investigation into the roles that basic physical properties play in controlling the relative strengths of broad-emission lines in quasars.