Table A.1: Emission lines from elements of Z>30.
Ion $\lambda $(Å) $10^5I/I({\rm H}\beta)$
    This PB
[Se  II] 7592.00 blenda blend
[Se  III] 8854.20 <9 $15.0\pm2.3$
[Br  III] 6131.00 <11 $7.6\pm1.1$
[Br  III] 7385.1 2 <2.5
[Kr  III] 6826.90 44b $41\pm2$
[Kr  IV] 5346.10 148c $187\pm6$
[Kr  IV] 5868.00 231d $255\pm15$
[Kr  IV] 6107.80 5 $6.3\pm1.6$
[Kr  V] 6256.50 18e $15.1\pm1.5$
[Rb  IV] 5759.40 23f $17.4\pm2.6$
[Rb  V] 5080.20 7 <4
[Sr  VI] 4249.30 1 $7\pm5$
[Sr  VI] 5434.40 <6 $8\pm4$
[Sr  V] 4922.20 blend blend
[Zr  VII] 7379.70 <35 blend
[Te  II] 8049.60 blend <1.5
[I  II] 7282.90 blend blend
[Xe III] 5846.70 12g $9.3\pm2$
[Xe  IV] 5709.20 9 $10.6\pm2$
[Xe  IV] 7535.40 14 $15.8\pm0.6$
[Xe  VI] 6408.89 blend $13.2\pm1.6$
[Cs  II] 7219.70 <19 <10
[Cs  VI] 8210.60 <14 $3\pm2$
Ba  II 4554.00 2 7.8:
Ba  II 4934.10 4 <5.6
Ba  II 6141.70 7 7.5
[Ba  IV] 5696.60 8h $7.3\pm2.2$
[Ba  VIII] 4233.60 <3 $5\pm4$
[Pb  II] 7099.80 10 $3.5\pm1.0$
[La  V] 4621.00 <26 blend
a Blended with a strong line.
b Ignore contribution from the C  I $\lambda $6828.11 line.
c Ignore contribution from the C  III$\lambda $5345.80 line.
d Corrected for a $9\%$ contribution from the He  II $\lambda $5869.00 line, assuming He  II $I(\lambda5869.00)/I(\lambda5896.79)=0.58$.
e Corrected for a $28\%$ contribution from the C  II $\lambda $6256.54 line, assuming C  II $I(\lambda6256.54)/I(\lambda6250.74)=0.56$.
f Corrected for a $18\%$ contribution from the He  II $\lambda $5759.44 line, assuming He  II $I(\lambda5759.44)/I(\lambda5762.63)=0.71$.
g Corrected for a $69\%$ contribution from the He  II $\lambda $5847.10 line, assuming He  II $I(\lambda 5847.10)/I(\lambda5857.27)=0.93$.
h Neglect contribution from the C  III $\lambda $5695.9 line.

Source LaTeX | All tables | In the text