2012MNRAS.423.2498D


Query : 2012MNRAS.423.2498D

2012MNRAS.423.2498D - Mon. Not. R. Astron. Soc., 423, 2498-2502 (2012/July-1)

The relationship between beam power and radio power for classical double radio sources.

DALY R.A., SPRINKLE T.B., O'DEA C.P., KHARB P. and BAUM S.A.

Abstract (from CDS):

Beam power is a fundamental parameter that describes, in part, the state of a supermassive black hole system. Determining the beam powers of powerful classical double radio sources requires substantial observing time, so it would be useful to determine the relationship between beam power and radio power so that radio power could be used as a proxy for beam power. A sample of 31 powerful classical double radio sources with previously determined beam and radio powers is studied; the sources have redshifts between about 0.056 and 1.8. It is found that the relationship between beam power, Lj, and radio power, P, is well described by log L_j_ ≈ 0.84(±0.14)log P+ 2.15(±0.07), where both L_j_ and P are in units of 1044 erg/s. This indicates that beam power is converted to radio power with an efficiency of about 0.7 per cent. The ratio of beam power to radio power is studied as a function of redshift; there is no significant evidence for redshift evolution of this ratio over the redshift range studied. The relationship is consistent with empirical results obtained by Cavagnolo et al. for radio sources in gas-rich environments, which are primarily Fanaroff–Riley type I sources, and with the theoretical predictions of Willott et al.

Abstract Copyright: 2012 The Authors Monthly Notices of the Royal Astronomical Society2012 RAS

Journal keyword(s): black hole physics - galaxies: active

Simbad objects: 31

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Number of rows : 31
N Identifier Otype ICRS (J2000)
RA
ICRS (J2000)
DEC
Mag U Mag B Mag V Mag R Mag I Sp type #ref
1850 - 2026
#notes
1 3C 6.1 BLL 00 16 31.12832880 +79 16 50.1722040   22       ~ 129 1
2 3C 34.0 rG 01 10 18.665 +31 47 20.48   21       ~ 177 2
3 3C 41.0 rG 01 26 44.388 +33 13 11.22   21       ~ 172 1
4 3C 44 rG 01 31 21.618 +06 23 43.24   21       ~ 66 1
5 3C 54.0 rG 01 55 30.164 +43 45 55.44   22.0       ~ 91 1
6 3C 55.0 rG 01 57 10.730 +28 51 39.85   20.8       ~ 156 1
7 3C 68.2 rG 02 34 23.855 +31 34 17.48   24       ~ 139 1
8 3C 114 rG 04 20 22.104 +17 53 54.82   22       ~ 72 2
9 3C 142.1 rG 05 31 29.427 +06 30 25.58   21       ~ 83 1
10 3C 169.1 rG 06 51 15.356 +45 09 26.21   20.5       ~ 63 1
11 3C 172 rG 07 02 08.30458800 +25 13 53.5192680   20.5       ~ 121 1
12 3C 194.0 QSO 08 10 03.3449360136 +42 28 03.220633740   24       ~ 106 1
13 3C 239 rG 10 11 45.639 +46 28 20.45   22.5       ~ 158 1
14 3C 244.1 QSO 10 33 33.9860997312 +58 14 35.611906344   19.0 19.0     ~ 191 1
15 3C 247 QSO 10 58 58.34046 +43 01 21.1619   21.5       ~ 160 1
16 3C 265.0 Sy1 11 45 28.95577 +31 33 47.2434   20.0       ~ 250 1
17 3C 267 rG 11 49 56.526 +12 47 18.95   22.5       ~ 158 2
18 3C 268.1 rG 12 00 20.53 +73 00 45.7   22       ~ 149 1
19 7C 125441.29+473632.00 SyG 12 56 57.485 +47 20 20.23   22.0       ~ 285 1
20 3C 289 QSO 13 45 26.699 +49 46 31.39   23       ~ 161 1
21 3C 322 rG 15 35 01.197 +55 36 48.83   23       ~ 126 1
22 3C 324.0 Sy1 15 49 49.170 +21 25 39.50   21.5       ~ 312 1
23 7C 154914.09+625020.00 QSO 15 49 59.206 +62 41 18.31   21.92 20.70     ~ 147 2
24 NAME 3C 330G2 Sy2 16 09 34.92456720 +65 56 37.8351240   20.33       ~ 280 1
25 3C 337 QSO 16 28 53.870 +44 19 03.52   20.0       ~ 148 1
26 3C 356 QSO 17 24 20.232 +50 57 14.47   21.5 21.5     ~ 225 1
27 MCG+07-41-003 Bla 19 59 28.35656837 +40 44 02.0972325   16.22 15.10     ~ 2537 2
28 3C 427.1 rG 21 04 06.87480 +76 33 10.2231   23.3 21.1     ~ 157 1
29 3C 437 rG 21 47 25.107 +15 20 37.51   23       ~ 128 2
30 3C 441 rG 22 06 04.917 +29 29 20.01   21.0       ~ 198 3
31 3C 469.1 rG 23 55 22.89 +79 55 21.0   22.5       ~ 85 2

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