Bibcode
Rawlings, Steve; Willott, C. J.; Lacy, Mark; Blundell, Katherine M.
Referencia bibliográfica
Monthly Notices, Volume 309, Issue 4, pp. 1017-1033.
Fecha de publicación:
11
1999
Número de citas
436
Número de citas referidas
396
Descripción
We have used narrow emission-line data from the new 7C Redshift Survey
to investigate correlations between the narrow-line luminosities and the
radio properties of radio galaxies and steep-spectrum quasars. The 7C
Redshift Survey is a low-frequency (151MHz) selected sample with a flux
density limit about 25 times fainter than the 3CRR sample. By combining
these samples, we can for the first time distinguish whether the
correlations present are controlled by 151-MHz radio luminosity
L151 or redshift z. We find unequivocal evidence that the
dominant effect is a strong positive correlation between narrow-line
luminosity LNLR and L151, of the form
LNLR~L1510.79+/-0.04. Correlations of
LNLR with redshift or radio properties, such as linear size
or 151-MHz (rest frame) spectral index, are either much weaker or
absent. We use simple assumptions to estimate the total bulk kinetic
power Q of the jets in FRII radio sources, and confirm the underlying
proportionality between jet power and narrow-line luminosity first
discussed by Rawlings & Saunders. We make the assumption that the
main energy input to the narrow-line region is photoionization by the
quasar accretion disc, and relate Q to the disc luminosity,
Qphot. We find that 0.05<~QQphot<~1, so that
the jet power is within about an order of magnitude of the accretion
disc luminosity. Values of QQphot~1 require the volume
filling factor η of the synchrotron-emitting material to be of the
order of unity, and in addition require one or more of the following:
(i) an important contribution to the energy budget from protons; (ii) a
large reservoir of mildly relativistic electrons; and (iii) a
substantial departure from the minimum-energy condition in the lobe
material. The most powerful radio sources are accreting at rates close
to the Eddington limit of supermassive black holes
(MBH>~109Msolar), whilst lower power
sources are accreting at sub-Eddington rates.