Interferometric Wavelength Determinations in the Second Spectrum of <sup>136</sup>Xe

Curtis J. Humphreys; Edward Paul

doi:10.1364/JOSA.60.001454

Journal of the Optical Society of America
Vol. 60,
Issue 11,
pp. 1454-1457
(1970)
•https://doi.org/10.1364/JOSA.60.001454

Interferometric Wavelength Determinations in the Second Spectrum of ¹³⁶Xe

Curtis J. Humphreys and Edward Paul

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Curtis J. Humphreys and Edward Paul, "Interferometric Wavelength Determinations in the Second Spectrum of ¹³⁶Xe," J. Opt. Soc. Am. 60, 1454-1457 (1970)

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Abstract

The second spectrum of ¹³⁶Xe has been excited by an especially devised technique so as to yield spectral lines of homogeneity sufficient to achieve interference orders up to several hundred thousand without actually reaching the limit. The pendant reservoir bulb of a microwave-excited electrodeless tube is sprayed with a jet of liquid nitrogen so as to attain a very low but extremely critical pressure condition, monitored by visual spectroscopic observation. Fully verified wavelengths of 108 lines have been established. Patterns of nine additional lines have been measured. The relative values of most of the levels that exhibit inter-combinations within the spectral range of the observations (3800–6500 Å) have been reevaluated on the basis of an unbroken array. These values include 5s²5p⁴(³P) and 5s²5p⁴(¹D) systems.

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λ, vac. (Å)	σ, vac. (cm⁻¹)	Classification
3812.1189	26232.1303	$({}^{3}P) 5 d {{}^{4}D}_{2 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{4}S}_{1 \frac{1}{2}} °$
3859.6816	25908.8728	$s p^{6} {{}^{2}S}_{0 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{4}D}_{1 \frac{1}{2}} °$
3870.7241	25834.9594	$({}^{3}P) 5 d {{}^{2}P}_{0 \frac{1}{2}} - ({}^{1}D) 6 p {{}^{2}P}_{0 \frac{1}{2}} °$
3944.7025	25350.4541	$({}^{3}P) 6 s {{}^{4}P}_{1 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{4}D}_{0 \frac{1}{2}} °$
4058.6736	24638.5912	$({}^{3}P) 6 p {{}^{4}P}_{2 \frac{1}{2}} ° - ({}^{3}P) 6 d {{}^{4}F}_{3 \frac{1}{2}}$
4101.4769	24381.4612	$({}^{3}P) 5 d {{}^{4}D}_{1 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{4}D}_{0 \frac{1}{2}} °$
4106.1020	24353.9980	$({}^{3}P) 5 d {{}^{2}P}_{1 \frac{1}{2}} - ({}^{1}D) 6 p {{}^{2}P}_{1 \frac{1}{2}} °$
4159.1319	24043.4788	$({}^{3}P) 6 p {{}^{2}S}_{0 \frac{1}{2}} ° - ({}^{3}P) 6 d {{}^{2}P}_{0 \frac{1}{2}}$
4163.3186	24019.3003	$({}^{3}P) 5 d {{}^{2}D}_{1 \frac{1}{2}} - ({}^{1}D) 6 p {{}^{2}D}_{1 \frac{1}{2}} °$
4181.3651	23915.6346	$({}^{3}P) 6 p {{}^{4}P}_{1 \frac{1}{2}} ° - ({}^{3}P) 6 d {{}^{4}D}_{1 \frac{1}{2}}$
4209.7469	23754.3972	$({}^{3}P) 6 p {{}^{4}P}_{1 \frac{1}{2}} ° - ({}^{3}P) 6 d {{}^{4}D}_{2 \frac{1}{2}}$
4210.7256	23748.8759	$({}^{3}P) 6 p {{}^{4}P}_{2 \frac{1}{2}} ° - ({}^{3}P) 6 d {{}^{4}D}_{1 \frac{1}{2}}$
4214.8823	23725.4549	$({}^{3}P) 6 p {{}^{4}D}_{0 \frac{1}{2}} ° - ({}^{3}P) 6 d {{}^{4}P}_{1 \frac{1}{2}}$
4216.8026	23714.6505	$({}^{3}P) 6 s {{}^{4}P}_{2 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{4}D}_{1 \frac{1}{2}} °$
4224.5303	23671.2706	$({}^{3}P) 6 p {{}^{2}P}_{1 \frac{1}{2}} ° - 14_{2 \frac{1}{2}}$
4239.5084	23587.6404	$({}^{3}P) 6 p {{}^{4}P}_{2 \frac{1}{2}} ° - ({}^{3}P) 6 d {{}^{4}D}_{2 \frac{1}{2}}$
4245.5978	23553.8090	$({}^{3}P) 5 d {{}^{2}P}_{1 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{2}F}_{2 \frac{1}{2}} °$
4246.5786	23548.3690	$({}^{3}P) 6 p {{}^{4}P}_{2 \frac{1}{2}} ° - ({}^{3}P) 6 d {{}^{4}D}_{3 \frac{1}{2}}$
4271.0489	23413.4523	$({}^{3}P) 6 s {{}^{4}P}_{0 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{2}P}_{0 \frac{1}{2}} °$
4297.5448	23269.1000	$({}^{3}P) 6 p {{}^{4}P}_{1 \frac{1}{2}} ° - ({}^{3}P) 7 s {{}^{4}P}_{0 \frac{1}{2}}$
4323.0918	23131.5929	$({}^{3}P) 6 s {{}^{4}P}_{0 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{2}D}_{1 \frac{1}{2}} °$
4331.7886	23085.1524	$({}^{3}P) 6 p {{}^{4}D}_{2 \frac{1}{2}} ° - ({}^{3}P) 6 d {{}^{4}F}_{3 \frac{1}{2}}$
4370.3297	22881.5688
4386.2348	22798.5911	$s p^{6} {{}^{2}S}_{0 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{4}P}_{0 \frac{1}{2}} °$
4394.4195	22756.1342	$({}^{3}P) 6 p {{}^{4}S}_{1 \frac{1}{2}} ° - ({}^{3}P) 6 d {{}^{2}D}_{2 \frac{1}{2}}$
4396.8930	22743.3326
4416.0793	22644.5208	$({}^{1}D) 6 s {{}^{2}D}_{2 \frac{1}{2}} - ({}^{1}D) 6 p {{}^{2}D}_{2 \frac{1}{2}} °$
4417.2028	22638.7613	$({}^{3}P) 6 p {{}^{2}D}_{1 \frac{1}{2}} ° - 14_{2 \frac{1}{2}}$
4442.1713	22511.5136	$({}^{3}P) 6 p {{}^{4}S}_{1 \frac{1}{2}} ° - ({}^{3}P) 6 d {{}^{4}P}_{1 \frac{1}{2}}$
4449.2678	22475.6082
4463.3399	22404.7467
4481.9608	22311.6632	$({}^{3}P) 6 p {{}^{4}D}_{1 \frac{1}{2}} ° - ({}^{3}P) 6 d {{}^{4}F}_{2 \frac{1}{2}}$
4487.1976	22285.6243	$({}^{3}P) 5 d {{}^{4}P}_{1 \frac{1}{2}} - ({}^{1}D) 6 p {{}^{2}P}_{1 \frac{1}{2}} °$
4533.7708	22056.6950	$({}^{3}P) 5 d {{}^{2}D}_{2 \frac{1}{2}} - ({}^{1}D) 6 p {{}^{2}F}_{3 \frac{1}{2}} °$
4538.2581	22034.8860	$({}^{3}P) 6 p {{}^{4}P}_{0 \frac{1}{2}} ° - ({}^{3}P) 6 d {{}^{4}D}_{1 \frac{1}{2}}$
4542.0619	22016.4326	$({}^{3}P) 6 p {{}^{2}D}_{1 \frac{1}{2}} ° - ({}^{1}D) 7 s {{}^{2}D}_{2 \frac{1}{2}}$
4546.5014	21994.9343	$({}^{3}P) 6 p {{}^{4}D}_{2 \frac{1}{2}} ° - ({}^{3}P) 6 d {{}^{4}D}_{3 \frac{1}{2}}$
4578.5152	21841.1418	$({}^{3}P) 6 p {{}^{4}D}_{3 \frac{1}{2}} ° - ({}^{3}P) 6 d {{}^{4}D}_{2 \frac{1}{2}}$
4586.7623	21801.8710	$({}^{3}P) 6 p {{}^{4}D}_{3 \frac{1}{2}} ° - ({}^{3}P) 6 d {{}^{4}D}_{3 \frac{1}{2}}$
4604.3194	21718.7365	$({}^{3}P) 6 s {{}^{4}P}_{1 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{4}D}_{1 \frac{1}{2}} °$
4616.7950	21660.0477	$({}^{3}P) 5 d {{}^{2}D}_{2 \frac{1}{2}} - ({}^{1}D) 6 p {{}^{2}P}_{1 \frac{1}{2}} °$
4634.5864	21576.8984	$({}^{3}P) 5 d {{}^{4}F}_{2 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{2}D}_{2 \frac{1}{2}} °$
4653.3193	21490.0361	$({}^{3}P) 6 s {{}^{2}P}_{1 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{2}D}_{1 \frac{1}{2}} °$
4654.3155	21485.4364	$({}^{3}P) 5 d {{}^{4}P}_{1 \frac{1}{2}} - ({}^{1}D) 6 p {{}^{2}F}_{2 \frac{1}{2}} °$
4669.7981	21414.2020	$({}^{1}D) 5 d {{}^{2}D}_{1 \frac{1}{2}} - ({}^{1}D) 6 p {{}^{2}P}_{0 \frac{1}{2}} °$
4675.8542	21386.4666	$({}^{3}P) 5 d {{}^{4}D}_{2 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{4}D}_{1 \frac{1}{2}} °$
4716.3615	21202.7852	$({}^{3}P) 6 p {{}^{2}S}_{0 \frac{1}{2}} ° - ({}^{3}P) 7 s {{}^{2}P}_{1 \frac{1}{2}}$
4732.5348	21130.3253	$({}^{3}P) 6 p {{}^{2}P}_{1 \frac{1}{2}} ° - ({}^{3}P) 6 d {{}^{2}D}_{2 \frac{1}{2}}$
4770.3832	20962.6765	$({}^{3}P) 5 d {{}^{2}D}_{1 \frac{1}{2}} - ({}^{1}D) 6 p {{}^{2}F}_{2 \frac{1}{2}} °$
4774.5514	20944.3760	$({}^{1}S) 5 d {{}^{2}D}_{2 \frac{1}{2}} - 15_{2 \frac{1}{2}} °$
4775.9533	20938.2281
4780.6065	20917.8479	$s p^{6} {{}^{2}S}_{0 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{4}P}_{1 \frac{1}{2}} °$
4789.0990	20880.7543	$({}^{1}D) 5 d {{}^{2}D}_{1 \frac{1}{2}} - ({}^{1}D) 6 p {{}^{2}D}_{2 \frac{1}{2}} °$
4819.3373	20749.7408	$({}^{3}P) 5 d {{}^{4}D}_{1 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{4}D}_{1 \frac{1}{2}} °$
4824.7118	20726.6266	$({}^{3}P) 6 p {{}^{4}P}_{1 \frac{1}{2}} ° - ({}^{3}P) 7 s {{}^{4}P}_{2 \frac{1}{2}}$
4845.6927	20636.8843	$({}^{3}P) 6 s {{}^{4}P}_{2 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{4}D}_{3 \frac{1}{2}} °$
4855.1120	20596.8471	$({}^{1}D) 5 d {{}^{2}D}_{1 \frac{1}{2}} - ({}^{1}D) 6 p {{}^{2}D}_{2 \frac{1}{2}} °$
4863.8447	20559.8669	$({}^{3}P) 6 p {{}^{4}P}_{2 \frac{1}{2}} ° - ({}^{3}P) 7 s {{}^{4}P}_{2 \frac{1}{2}}$
4877.8523	20500.8257	$({}^{1}D) 6 s {{}^{2}D}_{2 \frac{1}{2}} - ({}^{1}D) 6 p {{}^{4}F}_{3 \frac{1}{2}} °$
4884.8935	20471.2753	$({}^{3}P) 6 s {{}^{3}P}_{0 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{4}S}_{1 \frac{1}{2}} °$
4888.6542	20455.5274	$({}^{3}P) 6 s {{}^{2}P}_{1 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{2}P}_{1 \frac{1}{2}} °$
4891.4534	20443.8214	$({}^{3}P) 6 s {{}^{4}P}_{2 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{4}D}_{2 \frac{1}{2}} °$
4921.0325	20320.9387	$({}^{3}P) 6 s {{}^{2}P}_{0 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{2}P}_{0 \frac{1}{2}} °$
4922.8577	20313.4045	$({}^{3}P) 6 s {{}^{2}P}_{1 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{2}D}_{2 \frac{1}{2}} °$
4974.0902	20104.1790	$({}^{1}D) 6 s {{}^{2}D}_{2 \frac{1}{2}} - ({}^{1}D) 6 p {{}^{2}P}_{1 \frac{1}{2}} °$
4990.2494	20039.0786	$({}^{3}P) 6 s {{}^{2}P}_{0 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{2}D}_{1 \frac{1}{2}} °$
4992.4112	20030.4013	$({}^{1}D) 6 p {{}^{2}P}_{1 \frac{1}{2}} ° - ({}^{1}D) 6 d {{}^{2}D}_{2 \frac{1}{2}}$
5046.3207	19816.4179	$({}^{1}D) 6 s {{}^{2}D}_{1 \frac{1}{2}} - ({}^{1}D) 6 p {{}^{2}P}_{0 \frac{1}{2}} °$
5081.9291	19677.5669	$({}^{3}P) 6 p {{}^{4}D}_{2 \frac{1}{2}} ° - ({}^{3}P) 7 s {{}^{4}P}_{1 \frac{1}{2}}$
5180.2754	19303.9929	$({}^{3}P) 5 d {{}^{2}D}_{2 \frac{1}{2}} - ({}^{1}D) 6 p {{}^{2}F}_{2 \frac{1}{2}} °$
5189.3844	19270.1084	$({}^{3}P) 6 p {{}^{2}D}_{2 \frac{1}{2}} ° - ({}^{3}P) 7 s {{}^{2}P}_{1 \frac{1}{2}}$
5192.8269	19257.3336	$({}^{3}P) 6 s {{}^{4}P}_{0 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{4}D}_{0 \frac{1}{2}} °$
5261.8938	19004.5644	$({}^{3}P) 6 s {{}^{2}P}_{2 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{2}P}_{1 \frac{1}{2}} °$
5263.4177	18999.0621	$({}^{1}D) 6 s {{}^{2}D}_{1 \frac{1}{2}} - ({}^{1}D) 6 p {{}^{2}D}_{1 \frac{1}{2}} °$
5293.6985	18890.3844	$({}^{3}P) 6 s {{}^{4}P}_{2 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{4}P}_{2 \frac{1}{2}} °$
5310.7534	18829.7200	$({}^{3}P) 6 s {{}^{2}P}_{1 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{4}S}_{1 \frac{1}{2}} °$
5315.3694	18813.3678	$({}^{3}P) 6 p {{}^{4}D}_{3 \frac{1}{2}} ° - ({}^{3}P) 7 s {{}^{4}P}_{2 \frac{1}{2}}$
5340.8460	18723.6254	$({}^{3}P) 6 s {{}^{4}P}_{2 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{4}P}_{1 \frac{1}{2}} °$
5369.5750	18623.4478	$({}^{3}P) 5 d {{}^{4}P}_{0 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{2}P}_{0 \frac{1}{2}} °$
5373.9002	18608.4587	$({}^{3}P) 6 s {{}^{4}P}_{1 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{4}P}_{0 \frac{1}{2}} °$
5420.6690	18447.9074	$({}^{3}P) 6 s {{}^{4}P}_{1 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{4}D}_{2 \frac{1}{2}} °$
5440.4797	18380.7321	$({}^{3}P) 6 s {{}^{2}P}_{1 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{2}S}_{0 \frac{1}{2}} °$
5461.8846	18308.6987	$({}^{3}P) 5 d {{}^{4}D}_{2 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{4}D}_{3 \frac{1}{2}} °$
5474.1179	18267.7833	$({}^{3}P) 5 d {{}^{4}D}_{3 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{4}D}_{3 \frac{1}{2}} °$
5532.5890	18074.7205	$({}^{3}P) 5 d {{}^{4}D}_{3 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{4}D}_{2 \frac{1}{2}} °$
5573.8832	17940.8136
5618.3905	17798.6916	$({}^{3}P) 5 d {{}^{2}P}_{1 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{2}D}_{2 \frac{1}{2}} °$
5660.7991	17665.3504	$({}^{3}P) 5 d {{}^{2}P}_{0 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{2}P}_{0 \frac{1}{2}} °$
5669.1075	17639.4608	$({}^{3}P) 5 d {{}^{4}D}_{1 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{4}P}_{0 \frac{1}{2}} °$
5701.1817	17540.2232	$({}^{1}D) 5 d {{}^{2}D}_{1 \frac{1}{2}} - ({}^{1}D) 6 p {{}^{2}F}_{2 \frac{1}{2}} °$
5721.1809	17478.9089	$({}^{3}P) 5 d {{}^{4}D}_{1 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{4}D}_{2 \frac{1}{2}} °$
5728.4794	17456.6395	$({}^{1}D) 5 d {{}^{2}F}_{2 \frac{1}{2}} - ({}^{1}D) 6 p {{}^{2}D}_{2 \frac{1}{2}} °$
5752.5840	17383.4923	$({}^{3}P) 5 d {{}^{2}P}_{0 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{2}D}_{1 \frac{1}{2}} °$
5760.3262	17360.3992	$({}^{1}D) 5 d {{}^{2}D}_{2 \frac{1}{2}} - ({}^{1}D) 6 p {{}^{2}F}_{3 \frac{1}{2}} °$
5777.9828	17307.0781	$({}^{3}P) 5 d {{}^{2}P}_{0 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{2}P}_{1 \frac{1}{2}} °$
5894.9215	16963.7543	$({}^{1}D) 5 d {{}^{2}D}_{2 \frac{1}{2}} - ({}^{1}D) 6 p {{}^{2}P}_{1 \frac{1}{2}} °$
5947.1557	16814.7607	$({}^{3}P) 5 d {{}^{4}D}_{0 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{4}P}_{0 \frac{1}{2}} °$
5972.7793	16742.6243	$({}^{1}D) 6 s {{}^{2}D}_{1 \frac{1}{2}} - ({}^{1}D) 6 p {{}^{2}P}_{1 \frac{1}{2}} °$
5978.1039	16727.7119	$({}^{3}P) 6 s {{}^{4}P}_{1 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{4}P}_{1 \frac{1}{2}} °$
6037.8456	16562.1989	$({}^{3}P) 5 d {{}^{4}D}_{2 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{4}P}_{2 \frac{1}{2}} °$
6052.7980	16521.2848	$({}^{3}P) 5 d {{}^{4}D}_{3 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{4}P}_{2 \frac{1}{2}} °$
6099.2567	16395.4404	$({}^{3}P) 5 d {{}^{4}D}_{2 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{4}P}_{1 \frac{1}{2}} °$
6103.4465	16384.1855	$({}^{3}P) 5 d {{}^{2}D}_{1 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{2}D}_{1 \frac{1}{2}} °$
6272.5658	15942.4393	$({}^{1}D) 6 s {{}^{2}D}_{1 \frac{1}{2}} - ({}^{1}D) 6 p {{}^{2}F}_{2 \frac{1}{2}} °$
6279.2482	15925.4733	$({}^{3}P) 5 d {{}^{4}D}_{1 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{4}P}_{2 \frac{1}{2}} °$
6345.6947	15758.7159	$({}^{3}P) 5 d {{}^{4}D}_{1 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{4}P}_{1 \frac{1}{2}} °$
6399.7474	15625.6167	$({}^{3}P) 6 s {{}^{4}P}_{0 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{4}D}_{1 \frac{1}{2}} °$
6514.7944	15349.6785	$({}^{3}P) 5 d {{}^{2}D}_{1 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{2}P}_{1 \frac{1}{2}} °$

Odd → 5s²5p⁴(³P)6p			${{}^{4}P}_{2 \frac{1}{2}} °$ 111958.7839	${{}^{4}P}_{1 \frac{1}{2}} °$ 111792.0255	${{}^{4}P}_{0 \frac{1}{2}} °$ 113672.7721	${{}^{4}D}_{3 \frac{1}{2}} °$ 113705.2837	${{}^{4}D}_{2 \frac{1}{2}} °$ 113512.2209	${{}^{4}D}_{1 \frac{1}{2}} °$ 116783.0511	${{}^{4}D}_{0 \frac{1}{2}} °$ 120414.7678

Even ↓
5s²5p⁴(³P)6s	${{}^{4}P}_{2 \frac{1}{2}}$	93068.4000	18890.3844^a	18723.6254		20636.8843	20443.8214	23714.6505
5s²5p⁴(³P)6s	${{}^{4}P}_{2 \frac{1}{2}}$	93068.4000	18890.3839	18723.6255		20636.8837	20443.8209	23714.6511
	${{}^{4}P}_{1 \frac{1}{2}}$	95064.3136	⋯	16727.7119	18608.4587		18447.9074	21718.7365	25350.4541
	${{}^{4}P}_{1 \frac{1}{2}}$	95064.3136	16894.7839	16727.7119	18608.4585		18447.9073	21718.7375	25350.4542
	${{}^{4}P}_{0 \frac{1}{2}}$	101157.4342		⋯	⋯			15625.6167	19257.3336
	${{}^{4}P}_{0 \frac{1}{2}}$	101157.4342						15625.6169	19257.3336
5s²5p⁴(³P)5d	${{}^{4}D}_{3 \frac{1}{2}}$	95437.5000	16521.2848			18267.7833	18074.7205
5s²5p⁴(³P)5d	${{}^{4}D}_{3 \frac{1}{2}}$	95437.5000	16521.2839			18267.7837	18074.7209
	${{}^{4}D}_{2 \frac{1}{2}}$	95396.5849	16562.1989	16395.4404		18308.6987	⋯	21386.4666
	${{}^{4}D}_{2 \frac{1}{2}}$	95396.5849	16562.1990	16395.4406		18308.6988		21386.4662
	${{}^{4}D}_{1 \frac{1}{2}}$	96033.3108	15925.4733	15758.7159	17639.4608		17478.9089	20749.7408	⋯
	${{}^{4}D}_{1 \frac{1}{2}}$	96033.3108	15925.4731	15758.7147	17639.4613		17478.9101	20749.7403
5s²5p⁴(³P)6d	${{}^{4}D}_{3 \frac{1}{2}}$	135507.1543	23548.3690			21801.8710	21994.9343
5s²5p⁴(³P)6d	${{}^{4}D}_{3 \frac{1}{2}}$	135507.1543	23548.3704			21801.8706	91994.9334
	${{}^{4}D}_{2 \frac{1}{2}}$	135546.4242	23587.6404	23754.3972		21841.1418	⋯	⋯
	${{}^{4}D}_{2 \frac{1}{2}}$	135546.4242	23587.6403	23754.3987		21841.1405
	${{}^{4}D}_{1 \frac{1}{2}}$	135707.6600	23748.8759	23915.6346	22034.8860		⋯	⋯	⋯
	${{}^{4}D}_{1 \frac{1}{2}}$	135707.6600	23748.8761	23915.6345	22034.8879

Designation		Relative value
$5 s 5 p^{6} {{}^{2}S}_{0 \frac{1}{2}}$		90874.1753
5s²5p⁴(³P)6s	${{}^{4}P}_{2 \frac{1}{2}}$	93068.4000^a
	${{}^{4}P}_{1 \frac{1}{2}}$	95064.3136
	${{}^{4}P}_{0 \frac{1}{2}}$	101157.4342
(³P)6s	${{}^{2}P}_{1 \frac{1}{2}}$	102798.9900
	${{}^{2}P}_{0 \frac{1}{2}}$	104249.9480
5s²5p⁴(¹D)6s	${{}^{2}D}_{2 \frac{1}{2}}$	108007.6516
	${{}^{2}D}_{1 \frac{1}{2}}$	112925.0750
5s²5p⁴(³P)5d	${{}^{4}D}_{3 \frac{1}{2}}$	95437.5000
	${{}^{4}D}_{2 \frac{1}{2}}$	95396.5849
	${{}^{4}D}_{1 \frac{1}{2}}$	96033.3108
(³P)5d	${{}^{4}P}_{1 \frac{1}{2}}$	107382.0762
	${{}^{4}P}_{0 \frac{1}{2}}$	106905.5352
5s²5p⁴(³P)5d	${{}^{2}P}_{1 \frac{1}{2}}$	105313.7039
	${{}^{2}P}_{0 \frac{1}{2}}$	105947.4388
	${{}^{2}D}_{1 \frac{1}{2}}$	107904.8372
	${{}^{2}D}_{2 \frac{1}{2}}$	109563.5205
5s²5p⁴(¹D)5d	${{}^{2}D}_{1 \frac{1}{2}}$	111327.2901
	${{}^{2}D}_{2 \frac{1}{2}}$	112703.9462
5s²5p⁴(³P)7s	${{}^{4}P}_{2 \frac{1}{2}}$	132518.6515
5s²5p⁴(³P)6d	${{}^{4}D}_{3 \frac{1}{2}}$	135507.1543
	${{}^{4}D}_{2 \frac{1}{2}}$	135546.4242
	${{}^{4}D}_{1 \frac{1}{2}}$	135707.6600
5s²5p⁴(³P)6d	${{}^{4}F}_{3 \frac{1}{2}}$	136597.3742

Designation		Relative value
5s²5p⁴(³P)6p	${{}^{4}P}_{2 \frac{1}{2}} °$	111958.7839
	${{}^{4}P}_{1 \frac{1}{2}} °$	111792.0255
	${{}^{4}P}_{0 \frac{1}{2}} °$	113672.7721
(³P)6p	${{}^{4}D}_{3 \frac{1}{2}} °$	113705.2837
	${{}^{4}D}_{2 \frac{1}{2}} °$	113512.2209
	${{}^{4}D}_{1 \frac{1}{2}} °$	116783.0511
	${{}^{4}D}_{0 \frac{1}{2}} °$	120414.7678
(³P)6p	${{}^{4}S}_{1 \frac{1}{2}} °$	121628.7096
(³P)6p	${{}^{2}P}_{1 \frac{1}{2}} °$	123254.5171
	${{}^{2}P}_{0 \frac{1}{2}} °$	124570.8864
5s²5p⁴(³P)6p	${{}^{2}D}_{2 \frac{1}{2}} °$	123112.3955
	${{}^{2}D}_{1 \frac{1}{2}} °$	124289.0268
	${{}^{2}S}_{0 \frac{1}{2}} °$	121179.7221
5s²5p⁴(¹D)6p	${{}^{2}F}_{3 \frac{1}{2}} °$	130064.3461
	${{}^{2}F}_{2 \frac{1}{2}} °$	128867.5134
(¹D)6p	${{}^{2}P}_{1 \frac{1}{2}} °$	129667.6998
	${{}^{2}P}_{0 \frac{1}{2}} °$	132741.4926
5s²5p⁴(¹D)6p	${{}^{2}D}_{2 \frac{1}{2}} °$	132207.0431
	${{}^{2}D}_{1 \frac{1}{2}} °$	131923.1379

λ, vac. (Å)	σ, vac. (cm⁻¹)	Classification
3812.1189	26232.1303	$({}^{3}P) 5 d {{}^{4}D}_{2 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{4}S}_{1 \frac{1}{2}} °$
3859.6816	25908.8728	$s p^{6} {{}^{2}S}_{0 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{4}D}_{1 \frac{1}{2}} °$
3870.7241	25834.9594	$({}^{3}P) 5 d {{}^{2}P}_{0 \frac{1}{2}} - ({}^{1}D) 6 p {{}^{2}P}_{0 \frac{1}{2}} °$
3944.7025	25350.4541	$({}^{3}P) 6 s {{}^{4}P}_{1 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{4}D}_{0 \frac{1}{2}} °$
4058.6736	24638.5912	$({}^{3}P) 6 p {{}^{4}P}_{2 \frac{1}{2}} ° - ({}^{3}P) 6 d {{}^{4}F}_{3 \frac{1}{2}}$
4101.4769	24381.4612	$({}^{3}P) 5 d {{}^{4}D}_{1 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{4}D}_{0 \frac{1}{2}} °$
4106.1020	24353.9980	$({}^{3}P) 5 d {{}^{2}P}_{1 \frac{1}{2}} - ({}^{1}D) 6 p {{}^{2}P}_{1 \frac{1}{2}} °$
4159.1319	24043.4788	$({}^{3}P) 6 p {{}^{2}S}_{0 \frac{1}{2}} ° - ({}^{3}P) 6 d {{}^{2}P}_{0 \frac{1}{2}}$
4163.3186	24019.3003	$({}^{3}P) 5 d {{}^{2}D}_{1 \frac{1}{2}} - ({}^{1}D) 6 p {{}^{2}D}_{1 \frac{1}{2}} °$
4181.3651	23915.6346	$({}^{3}P) 6 p {{}^{4}P}_{1 \frac{1}{2}} ° - ({}^{3}P) 6 d {{}^{4}D}_{1 \frac{1}{2}}$
4209.7469	23754.3972	$({}^{3}P) 6 p {{}^{4}P}_{1 \frac{1}{2}} ° - ({}^{3}P) 6 d {{}^{4}D}_{2 \frac{1}{2}}$
4210.7256	23748.8759	$({}^{3}P) 6 p {{}^{4}P}_{2 \frac{1}{2}} ° - ({}^{3}P) 6 d {{}^{4}D}_{1 \frac{1}{2}}$
4214.8823	23725.4549	$({}^{3}P) 6 p {{}^{4}D}_{0 \frac{1}{2}} ° - ({}^{3}P) 6 d {{}^{4}P}_{1 \frac{1}{2}}$
4216.8026	23714.6505	$({}^{3}P) 6 s {{}^{4}P}_{2 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{4}D}_{1 \frac{1}{2}} °$
4224.5303	23671.2706	$({}^{3}P) 6 p {{}^{2}P}_{1 \frac{1}{2}} ° - 14_{2 \frac{1}{2}}$
4239.5084	23587.6404	$({}^{3}P) 6 p {{}^{4}P}_{2 \frac{1}{2}} ° - ({}^{3}P) 6 d {{}^{4}D}_{2 \frac{1}{2}}$
4245.5978	23553.8090	$({}^{3}P) 5 d {{}^{2}P}_{1 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{2}F}_{2 \frac{1}{2}} °$
4246.5786	23548.3690	$({}^{3}P) 6 p {{}^{4}P}_{2 \frac{1}{2}} ° - ({}^{3}P) 6 d {{}^{4}D}_{3 \frac{1}{2}}$
4271.0489	23413.4523	$({}^{3}P) 6 s {{}^{4}P}_{0 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{2}P}_{0 \frac{1}{2}} °$
4297.5448	23269.1000	$({}^{3}P) 6 p {{}^{4}P}_{1 \frac{1}{2}} ° - ({}^{3}P) 7 s {{}^{4}P}_{0 \frac{1}{2}}$
4323.0918	23131.5929	$({}^{3}P) 6 s {{}^{4}P}_{0 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{2}D}_{1 \frac{1}{2}} °$
4331.7886	23085.1524	$({}^{3}P) 6 p {{}^{4}D}_{2 \frac{1}{2}} ° - ({}^{3}P) 6 d {{}^{4}F}_{3 \frac{1}{2}}$
4370.3297	22881.5688
4386.2348	22798.5911	$s p^{6} {{}^{2}S}_{0 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{4}P}_{0 \frac{1}{2}} °$
4394.4195	22756.1342	$({}^{3}P) 6 p {{}^{4}S}_{1 \frac{1}{2}} ° - ({}^{3}P) 6 d {{}^{2}D}_{2 \frac{1}{2}}$
4396.8930	22743.3326
4416.0793	22644.5208	$({}^{1}D) 6 s {{}^{2}D}_{2 \frac{1}{2}} - ({}^{1}D) 6 p {{}^{2}D}_{2 \frac{1}{2}} °$
4417.2028	22638.7613	$({}^{3}P) 6 p {{}^{2}D}_{1 \frac{1}{2}} ° - 14_{2 \frac{1}{2}}$
4442.1713	22511.5136	$({}^{3}P) 6 p {{}^{4}S}_{1 \frac{1}{2}} ° - ({}^{3}P) 6 d {{}^{4}P}_{1 \frac{1}{2}}$
4449.2678	22475.6082
4463.3399	22404.7467
4481.9608	22311.6632	$({}^{3}P) 6 p {{}^{4}D}_{1 \frac{1}{2}} ° - ({}^{3}P) 6 d {{}^{4}F}_{2 \frac{1}{2}}$
4487.1976	22285.6243	$({}^{3}P) 5 d {{}^{4}P}_{1 \frac{1}{2}} - ({}^{1}D) 6 p {{}^{2}P}_{1 \frac{1}{2}} °$
4533.7708	22056.6950	$({}^{3}P) 5 d {{}^{2}D}_{2 \frac{1}{2}} - ({}^{1}D) 6 p {{}^{2}F}_{3 \frac{1}{2}} °$
4538.2581	22034.8860	$({}^{3}P) 6 p {{}^{4}P}_{0 \frac{1}{2}} ° - ({}^{3}P) 6 d {{}^{4}D}_{1 \frac{1}{2}}$
4542.0619	22016.4326	$({}^{3}P) 6 p {{}^{2}D}_{1 \frac{1}{2}} ° - ({}^{1}D) 7 s {{}^{2}D}_{2 \frac{1}{2}}$
4546.5014	21994.9343	$({}^{3}P) 6 p {{}^{4}D}_{2 \frac{1}{2}} ° - ({}^{3}P) 6 d {{}^{4}D}_{3 \frac{1}{2}}$
4578.5152	21841.1418	$({}^{3}P) 6 p {{}^{4}D}_{3 \frac{1}{2}} ° - ({}^{3}P) 6 d {{}^{4}D}_{2 \frac{1}{2}}$
4586.7623	21801.8710	$({}^{3}P) 6 p {{}^{4}D}_{3 \frac{1}{2}} ° - ({}^{3}P) 6 d {{}^{4}D}_{3 \frac{1}{2}}$
4604.3194	21718.7365	$({}^{3}P) 6 s {{}^{4}P}_{1 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{4}D}_{1 \frac{1}{2}} °$
4616.7950	21660.0477	$({}^{3}P) 5 d {{}^{2}D}_{2 \frac{1}{2}} - ({}^{1}D) 6 p {{}^{2}P}_{1 \frac{1}{2}} °$
4634.5864	21576.8984	$({}^{3}P) 5 d {{}^{4}F}_{2 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{2}D}_{2 \frac{1}{2}} °$
4653.3193	21490.0361	$({}^{3}P) 6 s {{}^{2}P}_{1 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{2}D}_{1 \frac{1}{2}} °$
4654.3155	21485.4364	$({}^{3}P) 5 d {{}^{4}P}_{1 \frac{1}{2}} - ({}^{1}D) 6 p {{}^{2}F}_{2 \frac{1}{2}} °$
4669.7981	21414.2020	$({}^{1}D) 5 d {{}^{2}D}_{1 \frac{1}{2}} - ({}^{1}D) 6 p {{}^{2}P}_{0 \frac{1}{2}} °$
4675.8542	21386.4666	$({}^{3}P) 5 d {{}^{4}D}_{2 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{4}D}_{1 \frac{1}{2}} °$
4716.3615	21202.7852	$({}^{3}P) 6 p {{}^{2}S}_{0 \frac{1}{2}} ° - ({}^{3}P) 7 s {{}^{2}P}_{1 \frac{1}{2}}$
4732.5348	21130.3253	$({}^{3}P) 6 p {{}^{2}P}_{1 \frac{1}{2}} ° - ({}^{3}P) 6 d {{}^{2}D}_{2 \frac{1}{2}}$
4770.3832	20962.6765	$({}^{3}P) 5 d {{}^{2}D}_{1 \frac{1}{2}} - ({}^{1}D) 6 p {{}^{2}F}_{2 \frac{1}{2}} °$
4774.5514	20944.3760	$({}^{1}S) 5 d {{}^{2}D}_{2 \frac{1}{2}} - 15_{2 \frac{1}{2}} °$
4775.9533	20938.2281
4780.6065	20917.8479	$s p^{6} {{}^{2}S}_{0 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{4}P}_{1 \frac{1}{2}} °$
4789.0990	20880.7543	$({}^{1}D) 5 d {{}^{2}D}_{1 \frac{1}{2}} - ({}^{1}D) 6 p {{}^{2}D}_{2 \frac{1}{2}} °$
4819.3373	20749.7408	$({}^{3}P) 5 d {{}^{4}D}_{1 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{4}D}_{1 \frac{1}{2}} °$
4824.7118	20726.6266	$({}^{3}P) 6 p {{}^{4}P}_{1 \frac{1}{2}} ° - ({}^{3}P) 7 s {{}^{4}P}_{2 \frac{1}{2}}$
4845.6927	20636.8843	$({}^{3}P) 6 s {{}^{4}P}_{2 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{4}D}_{3 \frac{1}{2}} °$
4855.1120	20596.8471	$({}^{1}D) 5 d {{}^{2}D}_{1 \frac{1}{2}} - ({}^{1}D) 6 p {{}^{2}D}_{2 \frac{1}{2}} °$
4863.8447	20559.8669	$({}^{3}P) 6 p {{}^{4}P}_{2 \frac{1}{2}} ° - ({}^{3}P) 7 s {{}^{4}P}_{2 \frac{1}{2}}$
4877.8523	20500.8257	$({}^{1}D) 6 s {{}^{2}D}_{2 \frac{1}{2}} - ({}^{1}D) 6 p {{}^{4}F}_{3 \frac{1}{2}} °$
4884.8935	20471.2753	$({}^{3}P) 6 s {{}^{3}P}_{0 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{4}S}_{1 \frac{1}{2}} °$
4888.6542	20455.5274	$({}^{3}P) 6 s {{}^{2}P}_{1 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{2}P}_{1 \frac{1}{2}} °$
4891.4534	20443.8214	$({}^{3}P) 6 s {{}^{4}P}_{2 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{4}D}_{2 \frac{1}{2}} °$
4921.0325	20320.9387	$({}^{3}P) 6 s {{}^{2}P}_{0 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{2}P}_{0 \frac{1}{2}} °$
4922.8577	20313.4045	$({}^{3}P) 6 s {{}^{2}P}_{1 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{2}D}_{2 \frac{1}{2}} °$
4974.0902	20104.1790	$({}^{1}D) 6 s {{}^{2}D}_{2 \frac{1}{2}} - ({}^{1}D) 6 p {{}^{2}P}_{1 \frac{1}{2}} °$
4990.2494	20039.0786	$({}^{3}P) 6 s {{}^{2}P}_{0 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{2}D}_{1 \frac{1}{2}} °$
4992.4112	20030.4013	$({}^{1}D) 6 p {{}^{2}P}_{1 \frac{1}{2}} ° - ({}^{1}D) 6 d {{}^{2}D}_{2 \frac{1}{2}}$
5046.3207	19816.4179	$({}^{1}D) 6 s {{}^{2}D}_{1 \frac{1}{2}} - ({}^{1}D) 6 p {{}^{2}P}_{0 \frac{1}{2}} °$
5081.9291	19677.5669	$({}^{3}P) 6 p {{}^{4}D}_{2 \frac{1}{2}} ° - ({}^{3}P) 7 s {{}^{4}P}_{1 \frac{1}{2}}$
5180.2754	19303.9929	$({}^{3}P) 5 d {{}^{2}D}_{2 \frac{1}{2}} - ({}^{1}D) 6 p {{}^{2}F}_{2 \frac{1}{2}} °$
5189.3844	19270.1084	$({}^{3}P) 6 p {{}^{2}D}_{2 \frac{1}{2}} ° - ({}^{3}P) 7 s {{}^{2}P}_{1 \frac{1}{2}}$
5192.8269	19257.3336	$({}^{3}P) 6 s {{}^{4}P}_{0 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{4}D}_{0 \frac{1}{2}} °$
5261.8938	19004.5644	$({}^{3}P) 6 s {{}^{2}P}_{2 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{2}P}_{1 \frac{1}{2}} °$
5263.4177	18999.0621	$({}^{1}D) 6 s {{}^{2}D}_{1 \frac{1}{2}} - ({}^{1}D) 6 p {{}^{2}D}_{1 \frac{1}{2}} °$
5293.6985	18890.3844	$({}^{3}P) 6 s {{}^{4}P}_{2 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{4}P}_{2 \frac{1}{2}} °$
5310.7534	18829.7200	$({}^{3}P) 6 s {{}^{2}P}_{1 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{4}S}_{1 \frac{1}{2}} °$
5315.3694	18813.3678	$({}^{3}P) 6 p {{}^{4}D}_{3 \frac{1}{2}} ° - ({}^{3}P) 7 s {{}^{4}P}_{2 \frac{1}{2}}$
5340.8460	18723.6254	$({}^{3}P) 6 s {{}^{4}P}_{2 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{4}P}_{1 \frac{1}{2}} °$
5369.5750	18623.4478	$({}^{3}P) 5 d {{}^{4}P}_{0 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{2}P}_{0 \frac{1}{2}} °$
5373.9002	18608.4587	$({}^{3}P) 6 s {{}^{4}P}_{1 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{4}P}_{0 \frac{1}{2}} °$
5420.6690	18447.9074	$({}^{3}P) 6 s {{}^{4}P}_{1 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{4}D}_{2 \frac{1}{2}} °$
5440.4797	18380.7321	$({}^{3}P) 6 s {{}^{2}P}_{1 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{2}S}_{0 \frac{1}{2}} °$
5461.8846	18308.6987	$({}^{3}P) 5 d {{}^{4}D}_{2 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{4}D}_{3 \frac{1}{2}} °$
5474.1179	18267.7833	$({}^{3}P) 5 d {{}^{4}D}_{3 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{4}D}_{3 \frac{1}{2}} °$
5532.5890	18074.7205	$({}^{3}P) 5 d {{}^{4}D}_{3 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{4}D}_{2 \frac{1}{2}} °$
5573.8832	17940.8136
5618.3905	17798.6916	$({}^{3}P) 5 d {{}^{2}P}_{1 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{2}D}_{2 \frac{1}{2}} °$
5660.7991	17665.3504	$({}^{3}P) 5 d {{}^{2}P}_{0 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{2}P}_{0 \frac{1}{2}} °$
5669.1075	17639.4608	$({}^{3}P) 5 d {{}^{4}D}_{1 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{4}P}_{0 \frac{1}{2}} °$
5701.1817	17540.2232	$({}^{1}D) 5 d {{}^{2}D}_{1 \frac{1}{2}} - ({}^{1}D) 6 p {{}^{2}F}_{2 \frac{1}{2}} °$
5721.1809	17478.9089	$({}^{3}P) 5 d {{}^{4}D}_{1 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{4}D}_{2 \frac{1}{2}} °$
5728.4794	17456.6395	$({}^{1}D) 5 d {{}^{2}F}_{2 \frac{1}{2}} - ({}^{1}D) 6 p {{}^{2}D}_{2 \frac{1}{2}} °$
5752.5840	17383.4923	$({}^{3}P) 5 d {{}^{2}P}_{0 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{2}D}_{1 \frac{1}{2}} °$
5760.3262	17360.3992	$({}^{1}D) 5 d {{}^{2}D}_{2 \frac{1}{2}} - ({}^{1}D) 6 p {{}^{2}F}_{3 \frac{1}{2}} °$
5777.9828	17307.0781	$({}^{3}P) 5 d {{}^{2}P}_{0 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{2}P}_{1 \frac{1}{2}} °$
5894.9215	16963.7543	$({}^{1}D) 5 d {{}^{2}D}_{2 \frac{1}{2}} - ({}^{1}D) 6 p {{}^{2}P}_{1 \frac{1}{2}} °$
5947.1557	16814.7607	$({}^{3}P) 5 d {{}^{4}D}_{0 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{4}P}_{0 \frac{1}{2}} °$
5972.7793	16742.6243	$({}^{1}D) 6 s {{}^{2}D}_{1 \frac{1}{2}} - ({}^{1}D) 6 p {{}^{2}P}_{1 \frac{1}{2}} °$
5978.1039	16727.7119	$({}^{3}P) 6 s {{}^{4}P}_{1 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{4}P}_{1 \frac{1}{2}} °$
6037.8456	16562.1989	$({}^{3}P) 5 d {{}^{4}D}_{2 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{4}P}_{2 \frac{1}{2}} °$
6052.7980	16521.2848	$({}^{3}P) 5 d {{}^{4}D}_{3 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{4}P}_{2 \frac{1}{2}} °$
6099.2567	16395.4404	$({}^{3}P) 5 d {{}^{4}D}_{2 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{4}P}_{1 \frac{1}{2}} °$
6103.4465	16384.1855	$({}^{3}P) 5 d {{}^{2}D}_{1 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{2}D}_{1 \frac{1}{2}} °$
6272.5658	15942.4393	$({}^{1}D) 6 s {{}^{2}D}_{1 \frac{1}{2}} - ({}^{1}D) 6 p {{}^{2}F}_{2 \frac{1}{2}} °$
6279.2482	15925.4733	$({}^{3}P) 5 d {{}^{4}D}_{1 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{4}P}_{2 \frac{1}{2}} °$
6345.6947	15758.7159	$({}^{3}P) 5 d {{}^{4}D}_{1 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{4}P}_{1 \frac{1}{2}} °$
6399.7474	15625.6167	$({}^{3}P) 6 s {{}^{4}P}_{0 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{4}D}_{1 \frac{1}{2}} °$
6514.7944	15349.6785	$({}^{3}P) 5 d {{}^{2}D}_{1 \frac{1}{2}} - ({}^{3}P) 6 p {{}^{2}P}_{1 \frac{1}{2}} °$

Abstract

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Tables (4)

Journal of the Optical Society of America