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Table 3

CI expansions used in the calculation of radiative rates of neutral N.

Expan. size Configurations
CI-A 14 2s22p3, 2s22p2nl (n = 3 → 4, l = 0 → 2), 2s2p4 2s2p3nl (n = 3 → 4, l = 0 → 2)

CI-B 29 CI-A, 2s22p3snl (n = 3 → 4, l = 0 → 2), 2s22p3pnl (n = 3 → 4, l = 0 → 2) 2s22p3dn/ (n = 3 → 4, l = 0 → 2)

CI-C 36 CI-B, 2p5, 2p4nl (n = 3 → 4, l = 0 → 2)

CI-D 51 CI-C, 2s2p23snl (n = 3 → 4, l = 0 → 2), 2s2p23pnl (n = 3 → 4, l = 0 → 2) 2s2p23dnl (n = 3 → 4, l = 0 → 2)

CI-E 74 CI-D, 2p23s23p, 2p23s23d, 2p23s24l (l = 0 → 2), 2p23s3p2, 2p23s3p3d, 2p23s3d2, 2p23s3p4l (l = 0 → 2), 2p23s3d4l (l = 0 → 2), 2p23p3, 2p23p23d, 2p23p24l (l = 0 → 2),

CI-F 126 CI-E, 2s22p25l (l = 0 → 2), 2s22p24f, 2s2p35l (l = 0 → 2), 2s2p3 4f, 2s22p3s5l (l = 0 → 2), 2p44f, 2s22p3s4f, 2s22p3p5l (l = 0 → 2), 2s22p3p4f, 2s22p3d5l (l = 0 → 2), 2s22p3d4f, 2p45l (l = 0 → 2), 2s2p23s5l (l = 0 → 2), 2s2p23s4f, 2s2p23p5l (l = 0 → 2), 2s2p23p4f, 2s2p23d5l (l = 0 → 2), 2s2p23d4f, 2s2p3s2l (n = 3 → 5, l = 0 → 2), 2s2p3s24f, 2s2p3s3p2, 2s2p3s3p3d, 2s2p3s3pnl (n = 4 → 5, l = 0 → 2), 2s2p3s3p4f, 2s2p3s3d2, 2s2p3s3d4f, 2s2p3s3dnl (n = 4 → 5, l = 0 → 2), 2s2p3p3d2, 2s2p3p3dnl (n = 4 → 5, l = 0 → 2), 2s2p3p3d4f, 2s2p3p3, 2s2p3p23d, 2s2p3p2nl (n = 4 → 5, l = 0 → 2), 2s2p3p24f

CI-G 355 CI-D, 2s22p2nl (n = 5 → 6, l = 0 – 2), 2s22p24f, 2s22p25f, 2s2p3nl (n = 5 → 6, l = 0 – 2), 2s2p34f, 2s2p35f, 2p4nl (n = 5 → 6, l = 0 – 2),2s22p3snl (n = 5 → 6, l = 0 – 2), 2p44f, 2p45f, 2s22p3s4f, 2s22p3s5f,2s22p3pnl (n = 5 → 6, l = 0 – 2), 2s22p3p4f, 2s22p3p5f, 2s22p3d4f, 2s22p3dnl (n = 5 → 6, l = 0 → 2), 2s22p3d5f, 2s22p4snl (n = 4 → 6, l = 0 → 2), 2s22p4s4f, 2s22p4s5f,2s22p4p2, 2s22p4p4d, 2s22p4pnl (n = 5 → 6, l = 0 – 2), 2s22p4p4f, 2s22p4d2, 2s22p4d4f, 2s22p4d5f, 2s22p4dnl (n = 5 → 6, l = 0 – 2), 2s22p5s4f, 2s22p5s5f, 2s22p5snl (n = 5 → 6, l = 0 – 2), 2s22p5p6l (l = 0 → 2), 2s22p5p4f, 2s22p5p5f, 2s22p5d5f, 2s22p5p2, 2s22p5p5d, 2s22p5p6l (l = 0 → 2), 2s22p5p5f,2s22p5d2, 2s22p5d6l (l = 0 → 2), 2s22p5d5f, 2s22p6s6l (l = 0 → 2), 2s22p6s5f, 2s22p6p2, 2s22p6p6d, 2s22p6p5f, 2s22p5f2, 2s2p23snl (n = 5 → 6, l = 0 – 2), 2s2p23snl (n = 5 → 6, l = 0 – 2), 2s2p23s4f, 2s2p23s5f, 2s2p23p4f, 2s2p23dnl (n = 5 → 6, l = 0 – 2), 2s2p23d4f, 2s2p23d5f, 2s2p23p5f, 2s2p24snl (n = 4 → 6, l = 0 – 2), 2s2p24s4f, 2s2p24s5f, 2s2p24p2, 2s2p24p4d, 2s2p24p4f, 2s2p24pnl (n = 5 → 6, l = 0 – 2), 2s2p24p5f, 2s2p24d2, 2s2p24d4f, 2s2p24d5f 2s2p24dnl (n = 5 → 6, l = 0 – 2), 2s2p25snl (n = 5 → 6, l = 0 – 2), 2s2p25s4f, 2s2p25s5f, 2s2p25p4f, 2s2p25d4f, 2s2p24f6l (l = 0 – 2), 2s2p24f5f, 2s2p25p2, 2s2p25p5d, 2s2p25p6l (l = 0 – 2), 2s2p25p5f, 2s2p25d2, 2s2p25d6l (l = 0 – 2), 2s2p25d5f, 2s2p26s6l (l = 0 – 2), 2s2p26s5f, 2s2p26p2, 2s2p26d2, 2s2p26d5f, 2p33snl (n = 4 → 6, l = 0 – 2) 2p33s4f, 2p33s5f, 2p33p2, 2p33p3d, 2p33pnl (n = 4 → 6, l = 0 – 2), 2p33p4f, 2p33p5f, 2p33d2, 2p33dnl (n = 4 → 6, l = 0 → 2), 2p34s4f, 2p34s5f, 2p34p2, 2p34p4d, 2p34snl (n = 4 → 6, l = 0 → 2), 2p34pnl (5 = 4 → 6, l = 0 → 2), 2p34p4f, 2p34p5f, 2p34d2, 2p34dnl (5 = 4 → 6, l = 0 → 2), 2p34d4f, 2p34d5f, 2p35snl (5 = 4 → 6, l = 0 – 2), 2p35s4f, 2p35s5f, 2p35p4f, 2p35d4f, 2p34f6l (l = 0 → 2), 2p34f5f, 2p35p2, 2p35p5d, 2p35p6l (l = 0 – 2), 2p35p5f, 2p35d2, 2p35d6l (l = 0 – 2), 2p36d2, 2p36d5f 2p35d5f, 2p36s6l (l = 0 – 2), 2p36s5f, 2p36p2, 2p36p6d, 2p36p5f,

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