% Solar Active Region EUV Spectrum from SERTS, Roger J. Thomas & W.M. Neupert % Published in Ap.J.Suppl. 91, 461-482, 1994 (Final Version with corrections) % ---------------------------------------------------------------------------- % Table 4 \begin{planotable}{lclrrrcccr} \tablewidth{38pc} \tablecaption{Solar Active Region Lines by Ion} \tablehead{ & & \multicolumn{2}{r}{\underline{~Wavelength~}} & \multicolumn{2}{c}{\underline{~~~Intensity~~~}} & \multicolumn{2}{c}{\underline{~~~~~~~~Transition~~~~~~~~}} & & \\[.2ex] \colhead{~~Ion~~} & \colhead{logT} & \colhead{$\lambda$} & \colhead{$\sigma_{\lambda}$} & \colhead{$I$} & \colhead{$\sigma_{I}$} & \colhead{Configuration} & \colhead{Terms} & \colhead{IES} & \colhead{TN}} \startdata & & & & & & & & & \nl He II & 4.7 & 237.351 & 5 & 308.0 & 81.0&$1s-5p$ & $^2$S$_{1/2}-^2$P$\de_{3/2}$ &H & 4\nl &&243.032 & 4 & 479.0 & 88.0&$1s-4p$ & $^2$S$_{1/2}-^2$P$\de_{3/2}$ & & 3\nl &&256.323$^b$& 2 & 1580.0 & 185.0&$1s-3p$ & $^2$S$_{1/2}-^2$P$\de_{3/2}$ & & 2\nl &&303.784 & 1 &62200.0&14700.0&$1s-2p$ & $^2$S$_{1/2}-^2$P$\de_{1/2,3/2}$ & & 1\nl & & & & & & & & & \nl C IV & 5.0 & 312.429 & 5 & 14.2 & 7.2&$2s-3p$& $^2$S$_{1/2}-^2$P$\de_{1/2,3/2}$&Li& 5\nl &&384.032 &14 & 8.6 & 3.3&$2p-3d$& $^2$P$\de_{1/2}-^2$D$_{3/2}$& & 6\nl &&384.165 & 7 & 9.5 & 2.5&$2p-3d$& $^2$P$\de_{3/2}-^2$D$_{5/2}$& & 6\nl &&419.718 & 6 & 12.4 & 2.5&$2p-3s$& $^2$P$\de_{3/2}-^2$S$_{1/2}$& & 7\nl & & & & & & & & & \nl O III & 5.0 & 374.051 &14 & 14.4 & 4.4&$2p^2-2p3s$& $^3$P$_{0,2}-^3$P$\de_{1,2}$&C & 5\nl &&374.160 &18 & 4.9 & 3.1&$2p^2-2p3s$& $^3$P$_{1}-^3$P$\de_{1}$& & 5\nl & & & & & & & & & \nl O IV & 5.2 & 238.624 &12 & 108.0 & 66.0&$2p-3d$& $^2$P$\de_{3/2}-^2$D$_{5/2}$&B & 6\nl & & & & & & & & & \nl O V & 5.4 & 215.288$^s$& 4 & 79.4 & 35.0&$2s2p-2s3s$& $^3$P$\de_{2}-^3$S$_{1}$&Be& 7\nl &&248.460 & 6 & 59.7 & 34.0&$2s2p-2s3s$& $^1$P$\de_{1}-^1$S$_{0}$& & 9\nl & & & & & & & & & \nl Ne III & 5.0 & 283.149 & 8 & 27.4 & 13.0&$2p^4-2p^33s$& $^3$P$_{2}-^3$D$\de_{2,3}$&O & 5\nl &&322.696 &11 & 20.3 & 7.9&$2p^4-2p^33s$& $^3$P$_{2}-^5$S$\de_{2}$& &--\nl &&379.306 & 1 & 7.6 & 2.2&$2s^22p^4-2s2p^5$& $^1$D$_{2}-^1$P$\de_{1}$& & 9\nl &&427.843 &12 & 3.9 & 1.8&$2s^22p^4-2s2p^5$& $^1$S$_{0}-^1$P$\de_{1}$& &10\nl & & & & & & & & & \nl Ne IV & 5.2 & 357.889 &13 & 7.8 & 3.9&$2s^22p^3-2s2p^4$& $^2$D$\de_{3/2}-^2$P$_{1/2}$&N &15\nl &&421.592 & 7 & 4.3 & 1.4&$2s^22p^3-2s2p^4$& $^2$P$\de_{3/2}-^2$S$_{1/2}$& &18\nl & & & & & & & & & \nl Ne V & 5.5 & 358.455 & 5 & 15.2 & 3.7&$2s^22p^2-2s2p^3$& $^3$P$_{1}-^3$S$\de_{1}$&C & 6\nl &&359.378 & 3 & 26.3 & 4.3&$2s^22p^2-2s2p^3$& $^3$P$_{2}-^3$S$\de_{1}$& & 6\nl &&416.208 & 3 & 24.2 & 3.4&$2s^22p^2-2s2p^3$& $^1$D$_{2}-^1$D$\de_{2}$& &15\nl & & & & & & & & & \nl Ne VI & 5.6 & 399.837 & 4 & 14.9 & 2.8&$2s^22p-2s2p^2$& $^2$P$\de_{1/2}-^2$P$_{3/2}$&B & 10\nl &&401.139 & 2 & 29.9 & 4.0&$2s^22p-2s2p^2$& $^2$P$\de_{1/2}-^2$P$_{1/2}$& & 10\nl &&401.936 & 1 & 84.6 & 9.8&$2s^22p-2s2p^2$& $^2$P$\de_{3/2}-^2$P$_{3/2}$& & 10\nl &&403.296$^b$& 2 & 45.6 & 5.6&$2s^22p-2s2p^2$& $^2$P$\de_{3/2}-^2$P$_{1/2}$& & 10\nl &&433.161 &10 & 7.5 & 3.0&$2s^22p-2s2p^2$& $^2$P$\de_{1/2}-^2$S$_{1/2}$& & 11\nl &&435.632 & 5 & 9.8 & 2.3&$2s^22p-2s2p^2$& $^2$P$\de_{3/2}-^2$S$_{1/2}$& & 11\nl & & & & & & & & & \nl Na VII & 5.8 & 353.290$^b$& 4 & 10.1 & 3.1&$2s^22p-2s2p^2$& $^2$P$\de_{3/2}-^2$P$_{3/2}$&B & 10\nl & & & & & & & & & \nl Na VIII & 5.9 & 411.164 & 2 & 26.0 & 3.6&$2s^2-2s2p$& $^1$S$_{0}-^1$P$\de_{1}$&Be& 13\nl & & & & & & & & & \nl Mg V & 5.4 & 351.117 & 9 & 13.1 & 4.6&$2s^22p^4-2s2p^5$& $^3$P$_{2}-^3$P$\de_{1}$&O & 6\nl &&353.084 & 8 & 10.4 & 3.8&$2s^22p^4-2s2p^5$& $^3$P$_{2}-^3$P$\de_{2}$& & 6\nl &&353.290$^b$& 4 & 10.1 & 3.1&$2s^22p^4-2s2p^5$& $^3$P$_{1}-^3$P$\de_{1}$& & 6\nl &&354.162 & 8 & 9.0 & 4.6&$2s^22p^4-2s2p^5$& $^3$P$_{0}-^3$P$\de_{1}$& & 6\nl &&355.339 &14 & 11.3 & 6.2&$2s^22p^4-2s2p^5$& $^3$P$_{1}-^3$P$\de_{2}$& & 6\nl &&376.625 &14 & 6.2 & 2.9&$2s2p^5-2p^6$& $^1$P$\de_{1}-^1$S$_{0}$& & --\nl & & & & & & & & & \nl Mg VI & 5.6 & 269.038 & 8 & 37.1 & 17.3&$2s^22p^3-2s2p^4$& $^2$D$\de_{3/2}-^2$P$_{1/2}$&N & 15\nl &&270.401 & 6 & 59.1 & 16.9&$2s^22p^3-2s2p^4$& $^2$D$\de_{5/2}-^2$P$_{3/2}$& & 15\nl &&319.726 & 7 & 7.8 & 4.2&$2s2p^4-2p^5$& $^2$D$_{3/2}-^2$P$\de_{1/2}$& & --\nl &&349.162 & 4 & 55.2 & 8.6&$2s^22p^3-2s2p^4$& $^2$D$\de_{3/2,5/2}-^2$D$_{3/2,5/2}$& & 14\nl &&387.955 &10 & 8.2 & 2.7&$2s^22p^3-2s2p^4$& $^2$P$\de_{3/2}-^2$D$_{5/2}$& & 16\nl &&399.275 & 3 & 9.3 & 1.8&$2s^22p^3-2s2p^4$& $^4$S$\de_{3/2}-^4$P$_{1/2}$& & 6\nl &&400.668 & 3 & 16.2 & 2.5&$2s^22p^3-2s2p^4$& $^4$S$\de_{3/2}-^4$P$_{3/2}$& & 6\nl &&403.296$^b$& 2 & 45.6 & 5.6&$2s^22p^3-2s2p^4$& $^4$S$\de_{3/2}-^4$P$_{5/2}$& & 6\tablebreak & & & & & & & & & \nl Mg VII & 5.8 & 277.045$^b$& 6 & 85.1 & 23.0&$2s^22p^2-2s2p^3$& $^3$P$_{1}-^3$S$\de_{1}$&C & 6\nl &&278.407 & 5 & 114.0 & 24.0&$2s^22p^2-2s2p^3$& $^3$P$_{2}-^3$S$\de_{1}$& & 6\nl &&319.023$^b$& 2 & 76.4 & 11.0&$2s^22p^2-2s2p^3$& $^1$D$_{2}-^1$D$\de_{2}$& & 15\nl &&363.753 & 5 & 11.2 & 3.0&$2s^22p^2-2s2p^3$& $^3$P$_{0}-^3$P$\de_{1}$& & 7\nl &&365.210 & 4 & 23.2 & 4.3&$2s^22p^2-2s2p^3$& $^3$P$_{1}-^3$P$\de_{0,1,2}$& & 7\nl &&367.675 & 1 & 46.2 & 5.6&$2s^22p^2-2s2p^3$& $^3$P$_{2}-^3$P$\de_{1,2}$& & 7\nl &&429.132 & 6 & 10.9 & 2.5&$2s^22p^2-2s2p^3$& $^3$P$_{0}-^3$D$\de_{1}$& & 8\nl &&431.141 &19 & 9.2 & 3.0&$2s^22p^2-2s2p^3$& $^3$P$_{1}-^3$D$\de_{1}$& & 8\nl &&431.288 & 9 & 17.6 & 3.4&$2s^22p^2-2s2p^3$& $^3$P$_{1}-^3$D$\de_{2}$& & 8\nl &&434.917 & 3 & 27.9 & 3.9&$2s^22p^2-2s2p^3$& $^3$P$_{2}-^3$D$\de_{3}$& & 8\nl & & & & & & & & & \nl Mg VIII & 5.9 & 311.778$^b$& 4 & 79.1 & 14.1&$2s^22p-2s2p^2$& $^2$P$\de_{1/2}-^2$P$_{3/2}$&B & 10\nl &&313.736 & 3 & 80.3 & 12.3&$2s^22p-2s2p^2$& $^2$P$\de_{1/2}-^2$P$_{1/2}$& & 10\nl &&315.024 & 1 & 253.0 & 31.0&$2s^22p-2s2p^2$& $^2$P$\de_{3/2}-^2$P$_{3/2}$& & 10\nl &&317.008 & 6 & 57.5 & 13.1&$2s^22p-2s2p^2$& $^2$P$\de_{3/2}-^2$P$_{1/2}$& & 10\nl &&339.000 & 3 & 53.8 & 8.4&$2s^22p-2s2p^2$& $^2$P$\de_{3/2}-^2$S$_{1/2}$& & 11\nl &&430.445 & 1 & 40.3 & 4.9&$2s^22p-2s2p^2$& $^2$P$\de_{1/2}-^2$D$_{3/2}$& & 12\nl &&436.726 & 1 & 67.5 & 8.0&$2s^22p-2s2p^2$& $^2$P$\de_{3/2}-^2$D$_{5/2}$& & 12\nl & & & & & & & & & \nl Mg IX & 6.0 & 368.063 & 1 & 1070.0 & 122.0&$2s^2-2s2p$& $^1$S$_{0}-^1$P$\de_{1}$&Be& 13\nl &&439.173 & 6 & 9.4 & 2.4&$2s2p-2p^2$& $^3$P$\de_{1}-^3$P$_{2}$& & 14\nl &&441.221 &13 & 7.7 & 2.8&$2s2p-2p^2$& $^3$P$\de_{0}-^3$P$_{1}$& & 14\nl &&443.371 & 9 & 5.6 & 1.9&$2s2p-2p^2$& $^3$P$\de_{1}-^3$P$_{1}$& & 14\nl &&443.956 & 4 & 19.6 & 3.3&$2s2p-2p^2$& $^3$P$\de_{2}-^3$P$_{2}$& & 14\nl &&448.279 & 6 & 4.7 & 1.5&$2s2p-2p^2$& $^3$P$\de_{2}-^3$P$_{1}$& & 14\nl & & & & & & & & & \nl Al VII & 5.8 & 353.741 &10 & 9.9 & 5.2&$2s^22p^3-2s2p^4$& $^4$S$\de_{3/2}-^4$P$_{3/2}$&N & 6\nl & & & & & & & & & \nl Al VIII & 5.9 & 285.449 & 7 & 27.8 & 12.4&$2s^22p^2-2s2p^3$& $^1$D$_{2}-^1$D$\de_{2}$&C & 15\nl & & & & & & & & & \nl Al IX & 6.0 & 282.431 & 8 & 28.4 & 13.2&$2s^22p-2s2p^2$& $^2$P$\de_{1/2}-^2$P$_{1/2}$&B & 10\nl &&300.564 & 6 & 30.6 & 11.3&$2s^22p-2s2p^2$& $^2$P$\de_{1/2}-^2$S$_{1/2}$& & 11\nl &&305.093 & 2 & 17.3 & 7.8&$2s^22p-2s2p^2$& $^2$P$\de_{3/2}-^2$S$_{1/2}$& & 11\nl &&385.023 & 6 & 7.0 & 2.0&$2s^22p-2s2p^2$& $^2$P$\de_{1/2}-^2$D$_{3/2}$& & 12\nl &&392.414 & 4 & 15.3 & 2.7&$2s^22p-2s2p^2$& $^2$P$\de_{3/2}-^2$D$_{5/2}$& & 12\nl & & & & & & & & & \nl Al X & 6.1 & 332.782 & 1 & 159.0 & 19.4&$2s^2-2s2p$& $^1$S$_{0}-^1$P$\de_{1}$&Be& 13\nl & & & & & & & & & \nl Si VII & 5.8 & 275.377 & 8 & 105.0 & 28.0&$2s^22p^4-2s2p^5$& $^3$P$_{2}-^3$P$\de_{2}$&O & 6\nl & & & & & & & & & \nl Si VIII & 5.9 & 276.850 & 5 & 65.6 & 17.7&$2s^22p^3-2s2p^4$& $^2$D$\de_{3/2}-^2$D$_{3/2}$&N & 14\nl &&277.045$^b$& 6 & 85.1 & 23.0&$2s^22p^3-2s2p^4$& $^2$D$\de_{5/2}-^2$D$_{5/2}$& & 14\nl &&314.345 & 4 & 54.1 & 10.3&$2s^22p^3-2s2p^4$& $^4$S$\de_{3/2}-^4$P$_{1/2}$& & 6\nl &&316.220 & 3 & 88.7 & 12.9&$2s^22p^3-2s2p^4$& $^4$S$\de_{3/2}-^4$P$_{3/2}$& & 6\nl &&319.839 & 1 & 113.0 & 13.9&$2s^22p^3-2s2p^4$& $^4$S$\de_{3/2}-^4$P$_{5/2}$& & 6\nl &&338.375 & 9 & 9.6 & 4.0&$2s2p^4-2p^5$& $^2$P$_{3/2}-^2$P$\de_{1/2}$& & --\nl & & & & & & & & & \nl Si IX & 6.0 & 258.095 & 6 & 49.7 & 19.4&$2s^22p^2-2s2p^3$& $^1$D$_{2}-^1$D$\de_{2}$&C & 15\nl &&290.693 & 9 & 33.2 & 15.1&$2s^22p^2-2s2p^3$& $^3$P$_{0}-^3$P$\de_{1}$& & 7\nl &&292.801 & 5 & 70.6 & 16.3&$2s^22p^2-2s2p^3$& $^3$P$_{1}-^3$P$\de_{0,1,2}$& & 7\nl &&296.137 & 4 & 208.0 & 33.0&$2s^22p^2-2s2p^3$& $^3$P$_{2}-^3$P$\de_{1,2}$& & 7\nl &&341.974 & 2 & 29.4 & 4.9&$2s^22p^2-2s2p^3$& $^3$P$_{0}-^3$D$\de_{1}$& & 8\nl &&344.958 & 4 & 17.3 & 4.2&$2s^22p^2-2s2p^3$& $^3$P$_{1}-^3$D$\de_{1}$& & 8\nl &&345.130 & 3 & 70.9 & 9.9&$2s^22p^2-2s2p^3$& $^3$P$_{1}-^3$D$\de_{2}$& & 8\nl &&349.872 & 1 & 140.0 & 16.3&$2s^22p^2-2s2p^3$& $^3$P$_{2}-^3$D$\de_{2,3}$& & 8\tablebreak & & & & & & & & & \nl Si X & 6.1 & 253.808 & 8 & 207.0 & 55.0&$2s^22p-2s2p^2$& $^2$P$\de_{1/2}-^2$P$_{3/2}$&B & 10\nl &&256.323$^b$& 2 & 1580.0 & 185.0&$2s^22p-2s2p^2$& $^2$P$\de_{1/2}-^2$P$_{1/2}$& & 10\nl &&258.368 & 3 & 377.0 & 58.0&$2s^22p-2s2p^2$& $^2$P$\de_{3/2}-^2$P$_{3/2}$& & 10\nl &&261.049 & 3 & 140.0 & 27.0&$2s^22p-2s2p^2$& $^2$P$\de_{3/2}-^2$P$_{1/2}$& & 10\nl &&271.992 & 4 & 131.0 & 25.0&$2s^22p-2s2p^2$& $^2$P$\de_{1/2}-^2$S$_{1/2}$& & 11\nl &&277.268 & 5 & 114.0 & 25.0&$2s^22p-2s2p^2$& $^2$P$\de_{3/2}-^2$S$_{1/2}$& & 11\nl &&292.251 & 6 & 43.7 & 13.0&$2s2p^2-2p^3$& $^4$P$_{5/2}-^4$S$\de_{3/2}$& & --\nl &&347.406 & 1 & 210.0 & 48.0&$2s^22p-2s2p^2$& $^2$P$\de_{1/2}-^2$D$_{3/2}$& & 12\nl &&356.027 & 1 & 218.0 & 25.0&$2s^22p-2s2p^2$& $^2$P$\de_{3/2}-^2$D$_{3/2,5/2}$& & 12\nl & & & & & & & & & \nl Si XI & 6.2 & 303.324 & 1 & 2930.0 & 330.0&$2s^2-2s2p$& $^1$S$_{0}-^1$P$\de_{1}$&Be& 13\nl &&361.406 & 4 & 23.7 & 4.3&$2s2p-2p^2$& $^3$P$\de_{0}-^3$P$_{1}$& & 14\nl &&365.419 & 3 & 39.8 & 5.9&$2s2p-2p^2$& $^3$P$\de_{2}-^3$P$_{2}$& & 14\nl &&371.499 & 7 & 14.5 & 3.7&$2s2p-2p^2$& $^3$P$\de_{2}-^3$P$_{1}$& & 14\nl & & & & & & & & & \nl S X & 6.1 & 259.495 &12 & 123.0 & 44.0&$2s^22p^3-2s2p^4$& $^4$S$\de_{3/2}-^4$P$_{3/2}$&N & 6\nl &&264.221 & 9 & 96.3 & 32.0&$2s^22p^3-2s2p^4$& $^4$S$\de_{3/2}-^4$P$_{5/2}$& & 6\nl & & & & & & & & & \nl S XI & 6.3 & 186.883$^{sb}$&3&1330.0 & 330.0&$2s^22p^2-2s2p^3$& $^3$P$_{0}-^3$S$\de_{1}$&C & 6\nl &&191.234$^{sb}$&4& 286.0 & 135.0&$2s^22p^2-2s2p^3$& $^3$P$_{2}-^3$S$\de_{1}$& & 6\nl &&239.834 & 7 & 130.0 & 56.0&$2s^22p^2-2s2p^3$& $^3$P$_{0}-^3$P$\de_{1}$& & 7\nl &&246.887 & 6 & 104.0 & 44.0&$2s^22p^2-2s2p^3$& $^3$P$_{2}-^3$P$\de_{2}$& & 7\nl &&281.440 & 6 & 36.3 & 16.0&$2s^22p^2-2s2p^3$& $^3$P$_{0}-^3$D$\de_{1}$& & 8\nl &&285.578 & 8 & 53.4 & 17.8&$2s^22p^2-2s2p^3$& $^3$P$_{1}-^3$D$\de_{1}$& & 8\nl &&285.830 & 4 & 68.4 & 16.5&$2s^22p^2-2s2p^3$& $^3$P$_{1}-^3$D$\de_{2}$& & 8\nl & & & & & & & & & \nl S XII & 6.3 & 288.401 & 2 & 135.0 & 21.0&$2s^22p-2s2p^2$& $^2$P$\de_{1/2}-^2$D$_{3/2}$&B & 12\nl &&299.534 &12 & 47.2 & 18.3&$2s^22p-2s2p^2$& $^2$P$\de_{3/2}-^2$D$_{5/2}$& & 12\nl & & & & & & & & & \nl S XIII & 6.4 & 256.683 & 2 & 527.0 & 70.0&$2s^2-2s2p$& $^1$S$_{0}-^1$P$\de_{1}$&Be& 13\nl & & & & & & & & & \nl S XIV & 6.4 & 417.640 & 1 & 184.0 & 21.0&$2s-2p$& $^2$S$_{1/2}-^2$P$\de_{3/2}$&Li& 12\nl &&445.660 & 1 & 65.5 & 7.7&$2s-2p$& $^2$S$_{1/2}-^2$P$\de_{1/2}$& & 12\nl & & & & & & & & & \nl Ar VIII & 5.6 & 337.238 &10 & 17.5 & 6.4&$3d-4p$& $^2$D$_{5/2}-^2$P$\de_{3/2}$&Na& --\nl &&338.181 &21 & 12.9 & 6.9&$3d-4p$& $^2$D$_{3/2}-^2$P$\de_{1/2}$& & --\nl & & & & & & & & & \nl Ar XV & 6.5 & 221.138$^s$& 4 & 64.7 & 31.0&$2s^2-2s2p$& $^1$S$_{0}-^1$P$\de_{1}$&Be& 13\nl & & & & & & & & & \nl Ar XVI & 6.6 & 353.963 & 9 & 7.7 & 3.7&$2s-2p$& $^2$S$_{1/2}-^2$P$\de_{3/2}$&Li& 12\nl &&389.075$^b$& 3 & 12.8 & 2.2&$2s-2p$& $^2$S$_{1/2}-^2$P$\de_{1/2}$& & 12\nl & & & & & & & & & \nl K XVI & 6.6 & 206.267$^s$& 3 & 123.0 & 57.0&$2s^2-2s2p$& $^1$S$_{0}-^1$P$\de_{1}$&Be& 13\nl & & & & & & & & & \nl Ca VII & 5.7 & 342.390 &13 & 13.2 & 5.9&$3p^2-3p3d$& $^3$P$_{2}-^3$D$\de_{3}$&Si& 3\nl &&414.679 & 8 & 2.8 & 1.3&$3s^23p^2-3s3p^3$& $^3$P$_{2}-^3$S$\de_{1}$& & 1\nl & & & & & & & & & \nl Ca VIII & 5.8 & 436.089 & 8 & 4.6 & 1.7&$3s^23p-3s3p^2$& $^2$P$\de_{3/2}-^2$P$_{3/2}$&Al& 1\nl & & & & & & & & & \nl Ca XVII & 6.7 & 371.035 & 4 & 6.1 & 1.9&$2s^2-2s2p$& $^1$S$_{0}-^3$P$\de_{1}$&Be& 15\nl & & & & & & & & & \nl Ca XVIII & 6.8 & 302.167 & 3 & 25.3 & 10.0&$2s-2p$& $^2$S$_{1/2}-^2$P$\de_{3/2}$&Li& 12\nl &&344.772 & 8 & 13.6 & 4.8&$2s-2p$& $^2$S$_{1/2}-^2$P$\de_{1/2}$& & 12\nl & & & & & & & & & \nl Ti XI & 6.0 & 386.150 & 9 & 9.3 & 2.7&$3s^2-3s3p$& $^1$S$_{0}-^1$P$\de_{1}$&Mg& 9\tablebreak & & & & & & & & & \nl Cr XII & 6.1 & 305.842 &10 & 49.6 & 17.3&$3s^23p-3s3p^2$& $^2$P$\de_{3/2}-^2$P$_{3/2}$&Al& 1\nl &&332.049 &10 & 14.0 & 5.8&$3s3p^2-3p^3$& $^4$P$_{5/2}-^4$S$\de_{3/2}$& & --\nl &&392.996 &12 & 5.8 & 2.3&$3s^23p-3s3p^2$& $^2$P$\de_{1/2}-^2$D$_{3/2}$& & 15\nl & & & & & & & & & \nl Cr XIII & 6.2 & 328.259 & 3 & 91.0 & 12.9&$3s^2-3s3p$& $^1$S$_{0}-^1$P$\de_{1}$&Mg& 9\nl &&368.163$^b$& 6 & 128.0 & 24.0&$3s3p-3p^2$& $^3$P$\de_{2}-^3$P$_{1}$& & 10\nl & & & & & & & & & \nl Cr XIV & 6.2 & 300.248 &11 & 39.7 & 16.1&$3p-3d$& $^2$P$\de_{3/2}-^2$D$_{5/2}$&Na& 11\nl &&389.854 & 1 & 77.3 & 8.8&$3s-3p$& $^2$S$_{1/2}-^2$P$\de_{3/2}$& & 12\nl &&412.039 & 2 & 30.4 & 4.0&$3s-3p$& $^2$S$_{1/2}-^2$P$\de_{1/2}$& & 12\nl & & & & & & & & & \nl Mn XIV & 6.3 & 304.874$^b$& 3 & 206.0 & 29.0&$3s^2-3s3p$& $^1$S$_{0}-^1$P$\de_{1}$&Mg& 9\nl & & & & & & & & & \nl Mn XV & 6.3 & 360.963 & 5 & 78.7 & 10.9&$3s-3p$& $^2$S$_{1/2}-^2$P$\de_{3/2}$&Na& 12\nl &&384.745$^b$& 3 & 26.9 & 3.8&$3s-3p$& $^2$S$_{1/2}-^2$P$\de_{1/2}$& & 12\nl & & & & & & & & & \nl Fe IX & 5.8 & 171.061$^s$& 3 & 1510.0 & 470.0&$3p^6-3p^53d$& $^1$S$_{0}-^1$P$\de_{1}$&Ar& 4\nl &&217.102$^s$& 4 & 70.5 & 34.0&$3p^6-3p^53d$& $^1$S$_{0}-^3$D$\de_{1}$& & 5\nl &&241.747 & 8 & 195.0 & 70.0&$3p^6-3p^53d$& $^1$S$_{0}-^3$P$\de_{2}$& & 6\nl &&244.916 & 5 & 162.0 & 48.0&$3p^6-3p^53d$& $^1$S$_{0}-^3$P$\de_{1}$& & 6\nl & & & & & & & & & \nl Fe X & 6.0 & 174.517$^{sb}$&4& 764.0 & 360.0&$3p^5-3p^43d$& $^2$P$\de_{3/2}-^2$D$_{5/2}$&Cl& 4\nl &&257.257 & 5 & 132.0 & 34.0&$3p^5-3p^43d$& $^2$P$\de_{3/2}-^4$D$_{5/2}$& & --\nl &&345.735 & 2 & 75.8 & 9.7&$3s^23p^5-3s3p^6$& $^2$P$\de_{3/2}-^2$S$_{1/2}$& & 8\nl &&365.565 & 3 & 43.0 & 6.0&$3s^23p^5-3s3p^6$& $^2$P$\de_{1/2}-^2$S$_{1/2}$& & 8\nl & & & & & & & & & \nl Fe XI & 6.1 & 188.209$^s$& 3 & 1140.0 & 270.0&$3p^4-3p^33d$& $^3$P$_{2}-^3$P$\de_{2}$&S & 7\nl &&308.575 & 4 & 84.4 & 15.9&$3s^23p^4-3s3p^5$& $^1$D$_{2}-^1$P$\de_{1}$& & --\nl &&341.114 & 2 & 37.3 & 5.7&$3s^23p^4-3s3p^5$& $^3$P$_{2}-^3$P$\de_{1}$& & 8\nl &&349.035$^b$& 8 & 7.2 & 3.4&$3s^23p^4-3s3p^5$& $^3$P$_{1}-^3$P$\de_{0}$& & 8\nl &&352.672 & 1 & 130.0 & 15.3&$3s^23p^4-3s3p^5$& $^3$P$_{2}-^3$P$\de_{2}$& & 8\nl &&356.530 & 8 & 15.0 & 4.9&$3s^23p^4-3s3p^5$& $^3$P$_{1}-^3$P$\de_{1}$& & 8\nl &&358.667 & 2 & 72.6 & 9.4&$3s^23p^4-3s3p^5$& $^3$P$_{0}-^3$P$\de_{1}$& & 8\nl &&369.163 & 2 & 37.9 & 5.2&$3s^23p^4-3s3p^5$& $^3$P$_{1}-^3$P$\de_{2}$& & 8\nl & & & & & & & & & \nl Fe XII & 6.1 & 186.883$^{sb}$&3&1330.0 & 330.0&$3p^3-3p^23d$& $^2$D$\de_{5/2}-^2$F$_{7/2}$&P & 3\nl &&192.373$^{sb}$&1&2370.0 & 340.0&$3p^3-3p^23d$& $^4$S$\de_{3/2}-^4$P$_{1/2}$& & 4\nl &&193.511$^s$& 2 & 1280.0 & 230.0&$3p^3-3p^23d$& $^4$S$\de_{3/2}-^4$P$_{3/2}$& & 4\nl &&195.115$^s$& 2 & 1220.0 & 210.0&$3p^3-3p^23d$& $^4$S$\de_{3/2}-^4$P$_{5/2}$& & 4\nl &&200.408$^s$& 3 & 365.0 & 96.0&$3p^3-3p^23d$& $^2$P$\de_{3/2}-^2$S$_{1/2}$& & --\nl &&201.121$^{sb}$&2& 394.0 & 137.0&$3p^3-3p^23d$& $^2$P$\de_{3/2}-^2$P$_{3/2}$& & --\nl &&219.428$^s$& 8 & 136.0 & 60.0&$3p^3-3p^23d$& $^2$D$\de_{5/2}-^2$P$_{3/2}$& & 3\nl &&291.007 & 3 & 109.0 & 19.4&$3s^23p^3-3s3p^4$& $^2$D$\de_{5/2}-^2$P$_{3/2}$& & --\nl &&335.043 &12 & 13.0 & 6.2&$3s^23p^3-3s3p^4$& $^2$D$\de_{3/2}-^2$D$_{3/2}$& & --\nl &&338.273 & 2 & 76.6 & 10.3&$3s^23p^3-3s3p^4$& $^2$D$\de_{5/2}-^2$D$_{5/2}$& & --\nl &&346.857 & 2 & 66.9 & 8.6&$3s^23p^3-3s3p^4$& $^4$S$\de_{3/2}-^4$P$_{1/2}$& & --\nl &&352.106 & 1 & 144.0 & 17.0&$3s^23p^3-3s3p^4$& $^4$S$\de_{3/2}-^4$P$_{3/2}$& & --\nl &&364.468 & 1 & 233.0 & 26.0&$3s^23p^3-3s3p^4$& $^4$S$\de_{3/2}-^4$P$_{5/2}$& & --\nl &&382.854 & 5 & 7.1 & 2.1&$3s^23p^3-3s3p^4$& $^2$P$\de_{3/2}-^2$D$_{5/2}$& & --\tablebreak & & & & & & & & & \nl Fe XIII & 6.2 & 191.234$^{sb}$&4& 286.0 & 135.0&$3p^2-3p3d$& $^1$D$_{2}-^1$P$\de_{1}$&Si& --\nl &&201.121$^{sb}$&2& 394.0 & 137.0&$3p^2-3p3d$& $^3$P$_{1}-^3$D$\de_{1}$& & 3\nl &&202.043$^s$& 2 & 646.0 & 109.0&$3p^2-3p3d$& $^3$P$_{0}-^3$P$\de_{1}$& & 4\nl &&203.824$^s$& 2 & 1060.0 & 158.0&$3p^2-3p3d$& $^3$P$_{2}-^3$D$\de_{2,3}$& & 3\nl &&204.251$^s$& 2 & 141.0 & 41.0&$3p^2-3p3d$& $^3$P$_{1}-^1$D$\de_{2}$& & --\nl &&204.952$^s$& 4 & 348.0 & 93.0&$3p^2-3p3d$& $^3$P$_{2}-^3$D$\de_{1}$& & 3\nl &&209.615$^s$& 6 & 93.7 & 51.0&$3p^2-3p3d$& $^3$P$_{1}-^3$P$\de_{2}$& & 4\nl &&213.774$^s$& 2 & 58.3 & 28.0&$3p^2-3p3d$& $^3$P$_{2}-^3$P$\de_{2}$& & 4\nl &&221.830$^s$& 5 & 152.0 & 47.0&$3p^2-3p3d$& $^1$D$_{2}-^1$D$\de_{2}$& & 2\nl &&240.723 & 9 & 148.0 & 61.0&$3s^23p^2-3s3p^3$& $^3$P$_{0}-^3$S$\de_{1}$& & 1\nl &&246.195 & 6 & 160.0 & 48.0&$3s^23p^2-3s3p^3$& $^3$P$_{1}-^3$S$\de_{1}$& & 1\nl &&251.943 & 2 & 364.0 & 55.0&$3s^23p^2-3s3p^3$& $^3$P$_{2}-^3$S$\de_{1}$& & 1\nl &&256.430$^b$&14 & 133.0 & 51.0&$3s^23p^2-3s3p^3$& $^1$D$_{2}-^1$P$\de_{1}$& & --\nl &&311.555 & 6 & 40.8 & 10.9&$3s^23p^2-3s3p^3$& $^3$P$_{1}-^3$P$\de_{2}$& & --\nl &&312.174 & 2 & 85.9 & 12.3&$3s^23p^2-3s3p^3$& $^3$P$_{1}-^3$P$\de_{1}$& & --\nl &&318.120 & 3 & 96.0 & 13.9&$3s^23p^2-3s3p^3$& $^1$D$_{2}-^1$D$\de_{2}$& & --\nl &&320.800 & 2 & 172.0 & 22.0&$3s^23p^2-3s3p^3$& $^3$P$_{2}-^3$P$\de_{2}$& & --\nl &&321.463 & 5 & 32.9 & 7.4&$3s^23p^2-3s3p^3$& $^3$P$_{2}-^3$P$\de_{1}$& & --\nl &&348.182 & 1 & 128.0 & 15.3&$3s^23p^2-3s3p^3$& $^3$P$_{0}-^3$D$\de_{1}$& & 11\nl &&359.644 & 1 & 147.0 & 16.9&$3s^23p^2-3s3p^3$& $^3$P$_{1}-^3$D$\de_{2}$& & 11\nl &&359.830 & 4 & 22.4 & 4.4&$3s^23p^2-3s3p^3$& $^3$P$_{1}-^3$D$\de_{1}$& & 11\nl &&368.163$^b$& 6 & 128.0 & 24.0&$3s^23p^2-3s3p^3$& $^3$P$_{2}-^3$D$\de_{3}$& & 11\nl &&412.997 & 7 & 6.9 & 1.8&$3s^23p^2-3s3p^3$& $^1$D$_{2}-^3$D$\de_{3}$& & --\nl & & & & & & & & & \nl Fe XIV & 6.3 & 211.315$^s$& 1 & 1020.0 & 136.0&$3p-3d$& $^2$P$\de_{1/2}-^2$D$_{3/2}$&Al& 4\nl &&219.117$^s$& 1 & 412.0 & 63.0&$3p-3d$& $^2$P$\de_{3/2}-^2$D$_{5/2}$& & 4\nl &&220.072$^s$& 2 & 253.0 & 49.0&$3p-3d$& $^2$P$\de_{3/2}-^2$D$_{3/2}$& & 4\nl &&252.201 &10 & 190.0 & 59.0&$3s^23p-3s3p^2$& $^2$P$\de_{1/2}-^2$P$_{3/2}$& & 1\nl &&257.395 & 3 & 187.0 & 36.0&$3s^23p-3s3p^2$& $^2$P$\de_{1/2}-^2$P$_{1/2}$& & 1\nl &&264.783 & 1 & 1040.0 & 124.0&$3s^23p-3s3p^2$& $^2$P$\de_{3/2}-^2$P$_{3/2}$& & 1\nl &&270.522 & 2 & 489.0 & 64.0&$3s^23p-3s3p^2$& $^2$P$\de_{3/2}-^2$P$_{1/2}$& & 1\nl &&274.209 & 1 & 1030.0 & 120.0&$3s^23p-3s3p^2$& $^2$P$\de_{1/2}-^2$S$_{1/2}$& & --\nl &&289.171 &10 & 74.3 & 23.0&$3s^23p-3s3p^2$& $^2$P$\de_{3/2}-^2$S$_{1/2}$& & --\nl &&334.171 & 1 & 642.0 & 73.0&$3s^23p-3s3p^2$& $^2$P$\de_{1/2}-^2$D$_{3/2}$& & 15\nl &&353.833 & 1 & 291.0 & 33.0&$3s^23p-3s3p^2$& $^2$P$\de_{3/2}-^2$D$_{5/2}$& & 15\nl &&356.649 & 8 & 18.0 & 5.8&$3s^23p-3s3p^2$& $^2$P$\de_{3/2}-^2$D$_{3/2}$& & 15\nl &&429.540 & 4 & 3.1 & 1.0&$3s^23p-3s3p^2$& $^2$P$\de_{1/2}-^4$P$_{3/2}$& & --\nl &&444.241 & 7 & 11.9 & 2.7&$3s^23p-3s3p^2$& $^2$P$\de_{1/2}-^4$P$_{1/2}$& & --\nl &&447.343 & 2 & 34.3 & 4.2&$3s^23p-3s3p^2$& $^2$P$\de_{3/2}-^4$P$_{5/2}$& & --\nl & & & & & & & & & \nl Fe XV & 6.3 & 243.780 & 4 & 545.0 & 92.0&$3s3p-3s3d$& $^1$P$\de_{1}-^1$D$_{2}$&Mg& 8\nl &&256.912 & 7 & 50.1 & 28.0& ? & ? & & --\nl &&284.158 & 1 & 7560.0 & 850.0&$3s^2-3s3p$& $^1$S$_{0}-^1$P$\de_{1}$& & 9\nl &&292.392 &11 & 55.8 & 20.0&$3s3p-3p^2$& $^3$P$\de_{1}-^3$P$_{2}$& & 10\nl &&304.874$^b$& 3 & 206.0 & 29.0&$3s3p-3p^2$& $^3$P$\de_{2}-^3$P$_{2}$& & 10\nl &&312.554$^b$& 2 & 66.2 & 14.1&$3s3p-3p^2$& $^3$P$\de_{1}-^1$D$_{2}$& & --\nl &&321.782 & 5 & 35.4 & 7.9&$3s3p-3p^2$& $^3$P$\de_{2}-^3$P$_{1}$& & 10\nl &&327.030 & 3 & 87.5 & 12.5&$3s3p-3p^2$& $^3$P$\de_{2}-^1$D$_{2}$& & --\nl &&372.758 &10 & 16.2 & 4.2&$3s3d-3p3d$& $^3$D$_{3}-^3$F$\de_{4}$& & --\nl &&417.245 & 1 & 339.0 & 38.0&$3s^2-3s3p$& $^1$S$_{0}-^3$P$\de_{1}$& & 11\nl & & & & & & & & & \nl Fe XVI & 6.4 & 251.067 & 4 & 445.0 & 77.0&$3p-3d$& $^2$P$\de_{1/2}-^2$D$_{3/2}$&Na& 11\nl &&262.978 & 1 & 654.0 & 81.0&$3p-3d$& $^2$P$\de_{3/2}-^2$D$_{5/2}$& & 11\nl &&265.018 & 5 & 26.1 & 14.8&$3p-3d$& $^2$P$\de_{3/2}-^2$D$_{3/2}$& & 11\nl &&335.401 & 1 &10400.0 &1650.0&$3s-3p$& $^2$S$_{1/2}-^2$P$\de_{3/2}$& & 12\nl &&360.754 & 1 & 4320.0 & 690.0&$3s-3p$& $^2$S$_{1/2}-^2$P$\de_{1/2}$& & 12\tablebreak & & & & & & & & & \nl Fe XVII & 6.6 & 254.892 & 9 & 53.7 & 26.0&$2p^53s-2p^53p$& $^1$P$\de_{1}-^1$S$_{0}$&Ne& --\nl &&347.814 & 4 & 14.4 & 3.8&$2p^53s-2p^53p$& $^1$P$\de_{1}-^3$P$_{2}$& & --\nl &&350.477 & 5 & 21.1 & 4.9&$2p^53s-2p^53p$& $^3$P$\de_{2}-^3$D$_{3}$& & --\nl &&358.247 & 6 & 7.0 & 3.1&$2p^53s-2p^53p$& $^3$P$\de_{1}-^3$D$_{1}$& & --\nl &&389.075$^b$& 3 & 12.8 & 2.2&$2p^53s-2p^53p$& $^3$P$\de_{1}-^3$D$_{2}$& & --\nl &&409.705 & 6 & 6.7 & 2.0&$2p^53s-2p^53p$& $^3$P$\de_{2}-^3$S$_{1}$& & --\nl & & & & & & & & & \nl Co XVII & 6.4 & 312.554$^b$& 2 & 66.2 & 14.1&$3s-3p$& $^2$S$_{1/2}-^2$P$\de_{3/2}$&Na& 12\nl &&339.540 & 6 & 9.3 & 4.7&$3s-3p$& $^2$S$_{1/2}-^2$P$\de_{1/2}$& & 12\nl & & & & & & & & & \nl Ni XIV & 6.4 & 302.288 & 2 & 77.0 & 18.7&$3s^23p^3-3s3p^4$& $^4$S$\de_{3/2}-^4$P$_{3/2}$&P & --\nl &&316.597 & 4 & 9.9 & 4.6&$3s^23p^3-3s3p^4$& $^4$S$\de_{3/2}-^4$P$_{5/2}$& & --\nl & & & & & & & & & \nl Ni XV & 6.4 & 298.118 &14 & 41.3 & 16.2&$3s^23p^2-3s3p^3$& $^3$P$_{0}-^3$D$\de_{1}$&Si& 11\nl &&311.778$^b$& 4 & 79.1 & 14.1&$3s^23p^2-3s3p^3$& $^3$P$_{1}-^3$D$\de_{2}$& & 11\nl &&319.023$^b$& 2 & 76.4 & 11.0&$3s^23p^2-3s3p^3$& $^3$P$_{2}-^3$D$\de_{3}$& & 11\nl & & & & & & & & & \nl Ni XVI & 6.4 & 239.488 &15 & 174.0 & 87.0&$3s^23p-3s3p^2$& $^2$P$\de_{1/2}-^2$S$_{1/2}$&Al& --\nl & & & & & & & & & \nl Ni XVII & 6.4 & 249.178 & 3 & 534.0 & 85.0&$3s^2-3s3p$& $^1$S$_{0}-^1$P$\de_{1}$&Mg& 9\nl &&366.800 & 3 & 21.0 & 3.7&$3s^2-3s3p$& $^1$S$_{0}-^3$P$\de_{1}$& & 11\nl & & & & & & & & & \nl Ni XVIII & 6.5 & 236.335 &11 & 248.0 & 106.0&$3p-3d$& $^2$P$\de_{3/2}-^2$D$_{3/2}$&Na& 11\nl &&291.988 & 1 & 357.0 & 43.0&$3s-3p$& $^2$S$_{1/2}-^2$P$\de_{3/2}$& & 12\nl &&320.558 & 2 & 152.0 & 19.3&$3s-3p$& $^2$S$_{1/2}-^2$P$\de_{1/2}$& & 12\nl & & & & & & & & & \nl Zn XX & 6.6 & 256.430$^b$&14 & 133.0 & 51.0&$3s-3p$& $^2$S$_{1/2}-^2$P$\de_{3/2}$&Na& 12\nl &&288.163 & 5 & 59.1 & 15.8&$3s-3p$& $^2$S$_{1/2}-^2$P$\de_{1/2}$& & 12\nl \tablecomments{``IES'' is Isoelectronic Sequence;~~``TN'' is Transition Number.\\ Wavelengths in \AA\ ($\sigma_{\lambda}$ in m\AA);~~Intensities in ergs~cm$^{-2}$s$^{-1}$sr$^{-1}$.~~~~$^s$Second-order line;~~$^b$Blend.} \end{planotable}