Table 16.
Observed and calculated levels of Fe iii 3d54p
| Name | J | Percentage | AEL | Observed | Calculated | O–C | Lande C. |
|---|---|---|---|---|---|---|---|
| (6S)z7P | 2 | 100 | 82002 | 81854 | 148 | 2.331 | |
| 3 | 99 | 82334 | 82159 | 175 | 1.915 | ||
| 4 | 100 | 82847 | 82626 | 221 | 1.750 | ||
| (6S)z5P | 1 | 98 | 89491 | 89343 | 148 | 2.499 | |
| 2 | 98 | 89335 | 89177 | 158 | 1.835 | ||
| 3 | 98 | 89085 | 88916 | 169 | 1.668 | ||
| (4G)z5G | 2 | 96 | 113584 | 113807 | −223 | 0.341 | |
| 3 | 91 + 5(4G)5G | 113605 | 113832 | −227 | 0.897 | ||
| 1 | 89 + 8(4G)5H | 113635 | 113873 | −238 | 1.130 | ||
| 5 | 88 + 9(4G)5H | 113677 | 113932 | −255 | 1.251 | ||
| 6 | 90 + 7(4G)SH | 113740 | 114020 | −280 | 1.323 | ||
| (4G)z5H | 3 | 94 + 5(4G)5G | 114949 | 114731 | 218 | 0.525 | |
| 4 | 90 + 8(4G)5G | 115111 | 114913 | 198 | 0.923 | ||
| 5 | 90 + 9(4G)5G | 115290 | 115106 | 184 | 1.116 | ||
| 6 | 92 + 7(4G)5G | 115474 | 115295 | 179 | 1.223 | ||
| 7 | 100 | 115642 | 115455 | 187 | 1.286 | ||
| (4G)z5F | 1 | 76 + 12(4P)5D + 6(4D)5F | 116938 | 116890 | 48 | 0.222 | |
| 2 | 57 + 28(4P)5D + 6(4D)SD | 116975 | 116960 | 15 | 1.197 | ||
| 3 | 55 + 22(4P)5D + 9(4D)5F | (a4P)z5D | 116475 | 116467 | 8 | 1.326 | |
| 4 | 81 + 7(4D)5F | (a4G)z5F | 116467 | 116451 | 16 | 1.355 | |
| 5 | 90 + 5(4D)5F | 116317 | 116328 | 11 | 1.397 | ||
| (4P)z5D | 0 | 80 + 16(4D)5D | 116365 | 116485 | −120 | ||
| 1 | 67 + 16(4D)5D + 11(4G)5F | 116380 | 116466 | −86 | 1.279 | ||
| 2 | 46 + 29(4G)5F + 11(4D)5D | 116419 | 116458 | −39 | 1.310 | ||
| 3 | 49 + 32(4G)5F + 10(4D)5D | (a4G)z5F | 117069 | 117110 | 41 | 1.425 | |
| 4 | 75 + 14(4D)5D + 8(4G)5F | (a4P)z5D | 117522 | 117597 | −75 | 1.484 | |
| (4P)z5S | 2 | 92 | 116898 | 117246 | −348 | 1.961 | |
| (4G)z5F | 2 | 90 | 118164 | 118310 | − 146 | 0.671 | |
| 3 | 75 + 10(4P)5P | 118247 | 118433 | −186 | 1.174 | ||
| 4 | 89 | 118350 | 118543 | −193 | 1.242 | ||
| (4G)z3H | 4 | 95 | 118686 | 118562 | 124 | 0.810 | |
| 5 | 97 | 118557 | 118469 | 88 | 1.035 | ||
| 6 | 96 | 118355 | 118310 | 45 | 1.168 | ||
| (4P)y5P | 1 | 78 + 14(4D)5P | 118868 | 118825 | 43 | 2.433 | |
| 2 | 69 + 19(4D)5P | 118722 | 118678 | 44 | 1.801 | ||
| 3 | 53 + 22(4D)5P + 14(4G)3F | 118443 | 118385 | 58 | 1.559 | ||
| (4P)z3P | 0 | 76 + 17(4D)3P | 120180 | 120299 | −119 | ||
| 1 | 71 + 18(4D)3P | 119982 | 120089 | −107 | 1.534 | ||
| 2 | 66 + 18(4D)3P + 5(4P)5P | 119698 | 119801 | −103 | 1.528 | ||
| (4D)y5F | 1 | 85 + 11(4G)5F | 120697 | 120731 | −34 | 0.025 | |
| 2 | 84 + 10(4G)5F | 120826 | 120867 | −41 | 1.012 | ||
| 3 | 84 + 8(4G)5F | 121009 | 121055 | −46 | 1.258 | ||
| 4 | 87 + 7(4G)5F | 121242 | 121285 | −43 | 1.353 | ||
| 5 | 92 + 6(4G)5F | 121469 | 121480 | −11 | 1.399 | ||
| (4G)z3G | 3 | 94 | 121920 | 121931 | −11 | 0.751 | |
| 4 | 95 | 121941 | 121986 | −45 | 1.051 | ||
| 5 | 95 | 121950 | 122030 | −80 | 1.201 | ||
| (4D)y5D | 0 | 75 + 19(4P)5D | 123456 | 123106 | 350 | ||
| 1 | 35 + 46(4P)3D + 8(4P)5D | (a4P)z3D | 122843 | 122812 | 31 | 1.044 | |
| 2 | 36 + 46(4P)3D + 7(4P)5D | 122628 | 122571 | 57 | 1.330 | ||
| 3 | 36 + 31(4P)3D + 14(4D)5P | (a4D)y5D | 122830 | 122761 | 69 | 1.459 | |
| 4 | 78 + 16(4P)5D | 122944 | 122552 | 392 | 1.495 | ||
| (4P)z3D | 1 | 41 + 22(4D)5P + 21(4D)5D | (a4D)y5D | 122921 | 123066 | −145 | 1.303 |
| 2 | 40 + 25(4D)5D + 18(4D)5P | 122899 | 122953 | −54 | 1.410 | ||
| 3 | 53 + 29(4D)5D + 5(4P)5D | (a4P)z3D | 122347 | 122310 | 37 | 1.389 | |
| (4D)x5P | 1 | 56 + 20(4D)5D + 12(4P)5P | 123553 | 123473 | 80 | 2.141 | |
| 2 | 55 + 18(4P)5P+ 16(4D)5D | 123697 | 123749 | −52 | 1.728 | ||
| 3 | 45 + 23(4P)5P + 13(4D)5D | 123750 | 123857 | −107 | 1.583 | ||
| (4D)y3D | 1 | 84 + 8(4F)3D | 124955 | 124817 | 138 | 0.515 | |
| 2 | 84 + 7(4F)3D | 124904 | 124747 | 157 | 1.183 | ||
| 3 | 71 + 12(4D)SP | 124854 | 124704 | 150 | 1.380 | ||
| (4D)y3F | 2 | 88 + 6(A2G)3F | 125673 | 125735 | −62 | 0.687 | |
| 3 | 86 + 6(A2G)3F | 125638 | 125714 | −76 | 1.100 | ||
| 4 | 90 + 6(A2G)3F | 125444 | 125510 | −66 | 1.254 | ||
| (4P)z3S | 1 | 95 | 126391 | 126437 | −46 | 1.981 | |
| (4D)y3P | 0 | 77 + 18(4P)3P | 128372 | 128649 | −277 | ||
| 1 | 74 + 19(4P)3P | 128606 | 128904 | −298 | 1.513 | ||
| 2 | 72 + 2l(4P)3P | 128918 | 129237 | −319 | 1.499 | ||
| (2I)z3K | 6 | 83 + 15(2I)3I | (a2I)z3I | 129855 | 129757 | 98 | 0.886 |
| 7 | 76 + 17(2I)3I + 6(2I)1K | 130041 | 130111 | −70 | 1.038 | ||
| 8 | 100 | 130852 | 130705 | 147 | 1.125 | ||
| (2I)z3I | 5 | 82 + 9(2I)1H | 130256 | 130362 | −106 | 0.859 | |
| 6 | 78 + 16(2I)3K | (a2I)z3K | 130757 | 130793 | −36 | 1.003 | |
| 7 | 71 + 21(2I)3K | 131035 | 130791 | 244 | 1.110 | ||
| (A2D)z1D | 2 | 32 + 26(A2F)3F + 24(A2D)3F | 131445 | 131665 | −220 | 0.858 | |
| (2I)z1H | 5 | 69 + 13(2I)3I + 9(A2G)1H | 131711 | 131986 | −275 | 0.982 | |
| (2I)z1K | 7 | 89 + 9(2I)3I | 131992 | 131987 | 5 | 1.013 | |
| (A2D)x3F | 2 | 42 + 26(A2D)’D + 17(A2F)1D | 132105 | 132331 | −226 | 0.832 | |
| 3 | 58 + 25(A2F)3F | 132080 | 132183 | −103 | 1.058 | ||
| 4 | 58 + 22(A2F)3F + 10(A2F)3G | 132785 | 132847 | −62 | 1.198 | ||
| (2I)y3H | 4 | 84 | 132659 | 132797 | −138 | 0.832 | |
| 5 | 86 + 6(2I)1H | 132565 | 132743 | −178 | 1.031 | ||
| 6 | 90 | 132263 | 132442 | −179 | 1.160 | ||
| (A2F)z1G | 4 | 57 + 17(A2F)3G + 10(2F)1G | 134360 | 134247 | 113 | 1.014 | |
| (A2F)y3G | 3 | 53 + 25(A2D)1F + 13(A2F)3F | 134549 | 134476 | 73 | 0.881 | |
| 4 | 54 + 36(A2F)3F + 5(4F)5G | 135554 | 135461 | 93 | 1.127 | ||
| 5 | 55 + 35(4F)5G | (a4F)y5G | 135316 | 135120 | 196 | 1.225 | |
| (A2D)x3P | 0 | 90 + 6(4F)5D) | 135088 | 134978 | 110 | ||
| 1 | 59 + 20(A2D)3D + 11(A2F)3D | 134549 | 134467 | 82 | 1.139 | ||
| 2 | 67 + 25(A2F)3D | 134265 | 134149 | 116 | 1.385 | ||
| (A2D)x3D | 1 | 60 + 22(A2D)3P + 8(4F)5F | 135217 | 135197 | 20 | 0.708 | |
| 2 | 62 + 12(4F)5G + 9(4F)5F | 135279 | 135283 | −4 | 1.040 | ||
| 3 | 32 + 25(A2F)3D + 24(4F)5G | 134976 | 135047 | −71 | 1.182 | ||
| (4F)y5G | 2 | 75 + 10(A2F)3F + 7(A2D)3D | 134938 | 134888 | 50 | 0.477 | |
| 3 | 54 + 27(A2D)3D | 135097 | 134996 | 101 | 1.065 | ||
| 4 | 81 + 8(A2F)1G | 135240 | 135158 | 82 | 1.134 | ||
| 5 | 58 + 39(A2F)3G | (a2F)y3G | 135735 | 135548 | 187 | 1.239 | |
| 6 | 50 + 44(2I)1I | (a2I)z1I | 135582 | 135552 | 30 | 1.176 | |
| (2I)z1I | 6 | 50 + 46(4F)5G | (a4F)y5G | 135739 | 135635 | 104 | 1.159 |
| (A2d)w3D | 1 | 66 + 19(A2D)1P | 136465 | 136194 | 271 | 0.687 | |
| 2 | 36 + 37(4F)5F + 10(A2D)3D | 136794 | 136487 | 307 | 1.097 | ||
| 3 | 65 + 11(A2D)3D | 135706 | 135411 | 295 | 1.264 | ||
| (A2D)z1F | 3 | 31 + 24(A2F)3G + 10(4F)5F | 136200 | 136174 | 26 | 0.994 | |
| (4F)x5F | 1 | 76 + 10(A2D)3D | 136236 | 136305 | −69 | 0.155 | |
| 2 | 38 + 36(A2F)3D + 13(4F)3D | 136118 | 136172 | −54 | 1.103 | ||
| 3 | 65 + 13(4F)5D + 6(A2F)3G | 136009 | 136150 | −141 | 1.229 | ||
| 4 | 74 + 17(4F)5D | 135991 | 136121 | −130 | 1.368 | ||
| 5 | 88 | 136185 | 136310 | −125 | 1.386 | ||
| (A2F)w3F | 2 | 46 + 19(A2D)3F + 10(A2F)3D | 136532 | 136675 | −143 | 0.790 | |
| 3 | 41 + 14(A2D)3F + 14(A2D)1F | 136797 | 136846 | −49 | 1.105 | ||
| 4 | 42 + 28(A2D)3F + 15(A2F)3G | 136613 | 136555 | 58 | 1.194 | ||
| (2H)x3H | 4 | 46 + 44(A2G)3H | (a2G)x3H | 137528 | 137500 | 28 | 0.821 |
| 5 | 43 + 42(A2G)3H + 6(2H)3I | 137764 | 137731 | 33 | 1.035 | ||
| 6 | 46 + 41(A2G)3H + 6(2H)3I | 138264 | 138248 | 16 | 1.154 | ||
| (4F)x5D | 0 | 91 + 6(A2D)3P | 137573 | 137608 | −35 | ||
| 1 | 85 + 6(A2D)3P | 137561 | 137605 | −44 | 1.404 | ||
| 2 | 77 + 9(4F)5F | 137545 | 137610 | −65 | 1.425 | ||
| 3 | 74 + 14(4F)5F | 137423 | 137509 | −86 | 1.443 | ||
| 4 | 75 + 16(4F)5F | 137210 | 137297 | −87 | 1.464 | ||
| (2H)x3G | 3 | 41 + 28(4F)3G + 16(A2F)3G | 138188 | 138313 | −125 | 0.768 | |
| 4 | 43 + 30(4F)3G + 13(A2F)3G | 138103 | 138228 | −125 | 1.051 | ||
| 5 | 47 + 29(4F)3G + 10(A2F)3G | 138055 | 138214 | −159 | 1.141 | ||
| (A2D)z1P | 1 | 71 + 17(A2F)3D | 138692 | 138498 | 194 | 0.905 | |
| (4F)w3G | 3 | 42 + 41(A2G)3G + 7(2H)3G | 139680 | 139539 | 141 | 0.767 | |
| 4 | 42 + 36(A2G)3G + 10(2H)3G | 139625 | 139477 | 148 | 1.044 | ||
| 5 | 43 + 25(A2G)3G + 16(2H)3I | 139461 | 139350 | 113 | 1.141 | ||
| (2H)y3I | 5 | 79 + 8(2H)3H + 7(4F)3G | 139509 | 139410 | 99 | 0.904 | |
| 6 | 87 + 5(2H)3H | 139846 | 139762 | 84 | 1.033 | ||
| 7 | 96 | 140196 | 140165 | 31 | 1.142 | ||
| (A2G)y1G | 4 | 40 + 19(A2F)1G + 17(2H)1G | 139827 | 139749 | 78 | 1.037 | |
| (A2F)y1D | 2 | 56 + 38(A2D)1D | 139764 | 139779 | −15 | 0.991 | |
| (A2F)y1F | 3 | 72 + 8(A2D)1F + 6(A2G)1F | 140453 | 140468 | −15 | 1.001 | |
| (A2G)v3F | 2 | 42 + 31(4F)3F + 13(4F)3D | 140751 | 140998 | −247 | 0.749 | |
| 3 | 42 + 26(4F)3F + 15(4F)3D | 140693 | 140901 | −208 | 1.120 | ||
| 4 | 45 + 26(4F)3F + 9(A2G)1G | 141003 | 141195 | −192 | 1.205 | ||
| (2H)y1I | 6 | 88 + 5(2H)3H | 141540 | 141442 | 98 | 1.013 | |
| (4F)v3D | 1 | 84 + 6(4D)3D | 141469 | 141576 | −107 | 0.512 | |
| 2 | 68 + 8(A2G)3F + 6(4D)3D | 141399 | 141571 | −172 | 1.081 | ||
| 3 | 64 + 7(A2G)3F + 7(4D)3D | 141467 | 141663 | −196 | 1.278 | ||
| (4F)u3F | 2 | 48 + 24(A2G)3F + 22(A2F)3F | 142535 | 142682 | −147 | 0.679 | |
| 3 | 50 + 24(A2G)3F + 20(A2F)3F | 142313 | 142460 | −147 | 1.080 | ||
| 4 | 50 + 25(A2G)3F + 21(A2F)3F | 142047 | 142197 | −150 | 1.246 | ||
| (A2G)w3H | 4 | 45 + 47(2H)3H | (a2H)w3H | 142856 | 142754 | 102 | 0.819 |
| 5 | 46 + 38(2H)3H + 9(A2G)3G | 142908 | 142783 | 125 | 1.052 | ||
| 6 | 50 + 40(2H)3H + 7(2H)1I | 143321 | 143253 | 68 | 1.155 | ||
| (A2G)v3G | 3 | 43 + 24(A2F)3G + 18(4F)3G | 144117 | 143854 | 263 | 0.766 | |
| 4 | 42 + 23(A2F)3G + 14(4F)3G | 144086 | 143844 | 242 | 1.048 | ||
| 5 | 40 + 20(A2F)3G + 12(2H)3G | 143884 | 143657 | 227 | 1.172 | ||
| (B2F)x1G | 4 | 35 + 30(A2F)3F + 14(A2G)1G | (b2F)t3F | 144332 | 144445 | −113 | 1.090 |
| (A2G)y1H | 5 | 66 + 18(2H)1H + 12(2I)1H | 144587 | 144462 | 125 | 1.005 | |
| (B2F)t3F | 2 | 66 + 19(A2G)3F + 7(4F)3F | 144502 | 144598 | −96 | 0.694 | |
| 3 | 73 + 11 (A2G)3F + 6(4F)3F | 144571 | 144697 | −126 | 1.076 | ||
| 4 | 48 + 20(B2F)1G + 8(2H)1G | (a2H)x1G | 144968 | 145120 | −152 | 1.156 | |
| (2H)x1H | 5 | 70 + 23(A2G)1H | 144843 | 144729 | 114 | 1.007 | |
| (A2G)x1F | 3 | 76 + 5(B2F)1F + 5(B2D)1F | 145039 | 145227 | −188 | 1.006 | |
| (B2F)x1D | 2 | 82 + 7(B2F)3F + 7(B2D)1D | 145618 | 145658 | −40 | 0.979 | |
| (B2F)u3G | 3 4 5 |
55 + 36(2H)3G + 6(A2G)3G 59 + 32(2H)3G + 6(A2G)3G 66 + 28(2H)3G + 5(A2G)3G |
146891 147161 147406 |
146938 147217 147490 |
−47 −56 −84 |
0.759 1.052 1.200 |
|
| (B2F)u3D | 1 2 3 |
90 89 86 + 7(4F)3D |
147556 147615 147636 |
147602 147700 147761 |
−46 −85 −125 |
0.533 1.171 1.326 |
|
| (2S)w3P | 0 1 2 |
85 + 12(B2D)1P 82 + 13(B2D)3P 82 + 14(B2D)1P |
148655 148915 149526 |
148596 148854 149441 |
59 61 85 |
1.466 1.492 |
|
| (2H)w1G | 4 | 34 + 44(B2F)1G+ 21(A2G)1G | (b2F)w1G | 149013 | 149063 | −50 | 1.001 |
| (B2F)w1F | 3 | 93 | 150655 | 150566 | 89 | 1.005 | |
| (2S)y1P | 1 | 78 + 19(B2D)1P | 151637 | 151652 | −15 | 1.004 | |
| (B2D)s3F | 2 3 4 |
75 + 18(B2D)3D 61 + 27(B2D)3D + 6(B2D)1F 94 |
157684 157982 158563 |
157737 157940 158559 |
−53 42 4 |
0.765 1.149 1.249 |
|
| (B2D)t3D | 1 2 3 |
95 76 + 18(B2D)3F 67 + 29(B2D)3F |
158257 158417 158729 |
157919 158123 158447 |
338 294 282 |
0.520 1.080 1.256 |
|
| (B2F)v1G | 3 | 82 + 12(B2G)1F | 159493 | 159453 | 40 | 1.010 | |
| (B2D)v3P | 0 1 2 |
87 + 13(2S)3P 82 + 13(2S)3P 81 + 14(2S)3P |
160038 | 160319 160307 160291 |
−253 | 1.468 1.483 |
|
| (B2D)1P | 1 | 80 + 15(2S)1P | 161258 | 1.010 | |||
| (B2D)w1D | 2 | 92 + 6(B2F)1D | 16285? | 161749 | 336 | 1.003 | |
| (B2G)v3H | 4 5 6 |
93 + 5(B2G)3G 90 + 6(B2G)3G 98 |
165719 165940 166187? |
165640 165834 166287 |
79 106 −100 |
0.814 1.043 1.167 |
|
| (B2G)r3F | 2 3 4 |
93 + 5(C2D)3F 50 + 46(B2G)2G 81 + 11(B2G)3F |
167002 166498 166222 |
167059 166531 166268 |
−57 −33 −46 |
0.667 0.928 1.220 |
|
| (B2G)t3G | 3 4 5 |
53 + 44(B2G)3F 85 + 11(B2G)3F 91 + 7(B2G)3H |
167085 167207 167299 |
167065 167154 167242 |
20 53 57 |
0.907 1.064 1.185 |
|
| (B2G)w1H | 5 | 95 | 168780 | 168674 | 106 | 1.006 | |
| (B2G)v1G | 4 | 96 | 169278? | 169202 | 76 | 1.003 | |
| (B2G)u1F | 3 | 87 + 12(C2D)1F | 170311? | 170439 | −128 | 0.998 | |
| (2P)3P | 0 1 2 |
77 + 22(C2D)3P 76 + 23(C2D)3P 76 + 24(C2D)3P |
178674 178823 179241 |
1.502 1.497 |
|||
| (2P)1S | 0 | 99 | 181398 | ||||
| (2P)3D | 1 2 3 |
93 66 + 22(2P)1D + 5(C2D)1D 92 + 7(C2D)3D |
182519 182490 183099 |
0.504 1.121 1.333 |
|||
| (2P)1D | 2 | 57 + 26(2P)3D + 14(C2D)1D | 183519 | 1.047 | |||
| (2P)3S | 1 | 98 | 184869 | 1.979 | |||
| (2P)1P | 1 | 78 + 19(C2D)1P | 185970 | 1.013 | |||
| (C2D)3F | 2 3 4 |
91 + 5(B2G)3F 89 + 5(C2D)3D 96 |
191071 191235 191700 |
0.690 1.096 1.250 |
|||
| (C2D)3F | 1 2 3 |
94 89 + 6(2P)3D 89 + 7(2P)3D |
192255 192579 192934 |
0.505 1.147 1.318 |
|||
| (C2D)1D | 2 | 69 + 16(2P)1D + 11(C2D)3P | 193395 | 1.067 | |||
| (C2D)1F | 3 | 94 | 194617 | 1.003 | |||
| (C2D)3P | 0 1 2 |
77 + 22(2P)3P 77 + 23(2P)3P 66 + 20(2P)3P + 12(C2D)1D |
194973 194703 194332 |
1.498 1.430 |
|||
| (C2D)1P | 1 | 81 + 18(2P)1P | 198959 | 0.999 |