Table 6: Oscillator strengths for transitions in Ra II.

$\lambda (\AA)^a$		 Inta $E_{\rm l}$ ( cm-1) $J_{\rm l}$ $E_{\rm u}$ ( cm-1) $J_{\rm u}$ $\log~gf$

2708.96		 100 12 084.38 (e) 3/2 48 987.98 (o) 5/2 0.24
2813.76 150 13 743.11 (e) 5/2 49 272.31 (o) 7/2 0.38
3649.55 500 21 351.20 (o) 1/2 48 744.04 (e) 3/2 0.30
3814.42 1000 0.00 (e) 1/2 26 208.86 (o) 3/2 0.19
4340.64 500 26 208.86 (o) 3/2 49 240.48 (e) 5/2 0.48
4436.27 100 26 208.86 (o) 3/2 48 744.04 (e) 3/2 -0.48
4533.11 150 21 351.20 (o) 1/2 43 405.01 (e) 1/2 -0.23
4682.28 500 0.00 (e) 1/2 21 351.20 (o) 1/2 -0.20
5813.63 100 26 208.86 (o) 3/2 43 405.01 (e) 1/2 -0.04
8019.70 250 13 743.11 (e) 5/2 26 208.86 (o) 3/2 -0.12
a From Sansonetti & Martin (2005)
(see also http://physics.nist.gov/PhysRevData/Handbook/Tables/radiumtable2.htm)

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