Диаграмма атома Pt ионы I II III IV V VI VII VIII IX X XI

Фильтр Значений

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Длина волны: [Å]  
Энергия: см-1  
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Максимальное n:  
Максимальное l:  
Сгруппировать по мультеплетностям:  
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Показать запрещенные линии (по четности):  
Группировка уровней: По терму
По числу J
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Автоопределение
 
Ширина диаграммы: px  
 
Pt II U[cm-1]0149723 51408.4 53875.5 60907.7 61058.5 61190 61665.5 56587.9 57018.1 62781.7 65351.1 66028 66434.3 63738.8 64757.3 69953.3 71021.1 71314.6 71364.7 64388.6 73026.4 74754.8 65587.1 69235.7 70379 73431.4 75184.9 80197.3 81084 74619.1 78254.8 74745.9 75581.4 76610.1 79092.1 82824 77763.6 84182.6 62820.5 65046.2 67780.4 70181.3 71948.9 73999.9 75365.8 76461.5 79607.5 80858.5 82535.8 86489.8 89607.9 92422 95754.9 98187.5 99209.6 99797.7 100239.7 73761.7 78043 81897.7 83352.3 85826.6 88173.5 93336.1 93482.6 97630.9 98817.9 100903.8 74241.5 77538.3 78452.5 82972.7 87204.4 88110.3 89095.1 100612 100795.9 77519.7 82692.3 85700.3 89863.9 94022.9 79683.4 85775.6 93322.2 83538.5 88589.5 74409.5 78906.5 112723 115309 0 8419.8 104090.7 104410.1 104636.9 104763.5 104930.3 105066.4 105086.8 105388.1 106434.9 109346.3 109508 109527.9 109676.2 110020.9 110146.8 110257.5 111162.7 110408 114127.6 114256.3 114455.1 114539.3 114861.3 115060.8 119057.1 116689 121651.2 65221 77750 60986.8 58491.2 58062 64003.9 54373.5 79860 50564.6 48591 43737.4 46046.4 42031.9 53749.6 41434.1 37877.8 36484 34647.2 24879.5 117493.5 117340.8 113119.6 112433.3 111371.7 110258.2 110158.2 105962.5 105794.5 101517.6 101199.1 96614.4 95803.4 53204 29262 29030.5 32918.6 15791.3 32237 27255.7 23875.6 21717.3 13329.2 23461.5 18097.7 21168.7 16820.9 9356.3 4786.6 29900 59800 89700 119600 5d86p 3F4 (4,1/2)o7/2 5d8(3F4)6p1/2, j=7/2 (4,1/2)o9/2 5d8(3F4)6p1/2, j=9/2 (4,3/2)o9/2 5d8(3F4)6p3/2, j=9/2 (4,3/2)o11/2 5d8(3F4)6p3/2, j=11/2 (4,3/2)o5/2 5d8(3F4)6p3/2, j=5/2 (4,3/2)o7/2 5d8(3F4)6p3/2, j=7/2 3P2 (2,1/2)o3/2 5d8(3P2)6p1/2, j=3/2 (2,1/2)o5/2 5d8(3P2)6p1/2, j=5/2 (2,3/2)o1/2 5d8(3P2)6p3/2, j=1/2 (2,3/2)o5/2 5d8(3P2)6p3/2, j=5/2 (2,3/2)o3/2 5d8(3P2)6p3/2, j=3/2 (2,3/2)o7/2 5d8(3P2)6p3/2, j=7/2 3F3 (3,1/2)o7/2 5d8(3F3)6p1/2, j=7/2 (3,1/2)o5/2 5d8(3F3)6p1/2, j=5/2 (3,3/2)o5/2 5d8(3F3)6p3/2, j=5/2 (3,3/2)o9/2 5d8(3F3)6p3/2, j=9/2 (3,3/2)o7/2 5d8(3F3)6p3/2, j=7/2 (3,3/2)o3/2 5d8(3F3)6p3/2, j=3/2 3F2 (2,1/2)o3/2 5d8(3F2)6p1/2, j=3/2 (2,3/2)o3/2 5d8(3F2)6p3/2, j=3/2 (2,3/2)o1/2 5d8(3F2)6p3/2, j=1/2 3P0 (0,1/2)o1/2 5d8(3P0)6p1/2, j=1/2 3P1 (1,1/2)o3/2 5d8(3P1)6p1/2, j=3/2 (1,3/2)o5/2 5d8(3P1)6p3/2, j=5/2 1G4 (4,1/2)o9/2 5d8(1G4)6p1/2, j=9/2 (4,1/2)o7/2 5d8(1G4)6p1/2, j=7/2 (4,3/2)o7/2 5d8(1G4)6p3/2, j=7/2 (4,3/2)o9/2 5d8(1G4)6p3/2, j=9/2 ?o5/2 5d86p, j=5/2 5d86p, j=5/2 ?o7/2 5d86p, j=7/2 ?o3/2 5d86p, j=3/2 5d86p, j=3/2 5d86p, j=3/2 5d86p, j=3/2 ?o1/2 5d86p, j=1/2 2Go9/2 5d86p, j=9/2 5d7(4F9/2)6s6p(3P00) (9/2,0)o9/2 5d7(4F9/2)6s6p(3P00), j=9/2 5d7(4F9/2)6s6p(1P00) (9/2,1)o11/2 5d7(4F9/2)6s6p(1P00), j=11/2 5d7(4F9/2)6s6p(3P1) (9/2,1)o7/2 5d7(4F9/2)6s6p(3P1), j=7/2 (9/2,1)o9/2 5d7(4F9/2)6s6p(3P1), j=9/2 5d76s6p ?o5/2 5d76s6p, j=5/2 5d76s6p, j=5/2 5d76s6p, j=5/2 5d76s6p, j=5/2 5d76s6p, j=5/2 5d76s6p, j=5/2 5d76s6p, j=5/2 5d76s6p, j=5/2 5d76s6p, j=5/2 5d76s6p, j=5/2 5d76s6p, j=5/2 5d76s6p, j=5/2 5d76s6p, j=5/2 5d76s6p, j=5/2 5d76s6p, j=5/2 ?o7/2 5d76s6p, j=7/2 5d76s6p, j=7/2 5d76s6p, j=7/2 5d76s6p, j=7/2 5d76s6p, j=7/2 5d76s6p, j=7/2 5d76s6p, j=7/2 5d76s6p, j=7/2 5d76s6p, j=7/2 5d76s6p, j=7/2 5d76s6p, j=7/2 ?o3/2 5d76s6p, j=3/2 5d76s6p, j=3/2 5d76s6p, j=3/2 5d76s6p, j=3/2 5d76s6p, j=3/2 5d76s6p, j=3/2 5d76s6p, j=3/2 5d76s6p, j=3/2 5d76s6p, j=3/2 ?o9/2 5d76s6p, j=9/2 5d76s6p, j=9/2 5d76s6p, j=9/2 5d76s6p, j=9/2 5d76s6p, j=9/2 ?o1/2 5d76s6p, j=1/2 ?o11/2 5d76s6p, j=11/2 5d76s6p, j=11/2 6Go11/2 5d76s6p, j=11/2 6Po7/2 5d76s6p, j=7/2 5d7(4F9/2)6s6p(3P2) (9/2,2)o11/2 5d7(4F9/2)6s6p(3P2), j=11/2 (9/2,2)o9/2 5d7(4F9/2)6s6p(3P2), j=9/2 ? ?o9/2 (?), j=9/2 ?o7/2 (?), j=7/2 5d8nd 2D5/2 5d9, j=5/2 2D3/2 5d9, j=3/2 3F4 (4,3/2)7/2 5d8(3F4)6d3/2, j=7/2 (4,3/2)11/2 5d8(3F4)6d3/2, j=11/2 (4,3/2)9/2 5d8(3F4)6d3/2, j=9/2 (4,5/2)13/2 5d8(3F4)6d5/2, j=13/2 (4,5/2)3/2 5d8(3F4)6d5/2, j=3/2 (4,5/2)11/2 5d8(3F4)6d5/2, j=11/2 (4,5/2)7/2 5d8(3F4)6d5/2, j=7/2 (4,5/2)9/2 5d8(3F4)6d5/2, j=9/2 (4,5/2)5/2 5d8(3F4)6d5/2, j=5/2 3P2 (2,3/2)3/2 5d8(3P2)6d3/2, j=3/2 (2,3/2)1/2 5d8(3P2)6d3/2, j=1/2 (2,3/2)5/2 5d8(3P2)6d3/2, j=5/2 (2,3/2)7/2 5d8(3P2)6d3/2, j=7/2 (2,5/2)1/2 5d8(3P2)6d5/2, j=1/2 (2,5/2)7/2 5d8(3P2)6d5/2, j=7/2 (2,5/2)9/2 5d8(3P2)6d5/2, j=9/2 (2,5/2)5/2 5d8(3P2)6d5/2, j=5/2 3F2 (2,5/2)3/2 5d8(3F2)6d5/2, j=3/2 3F3 (3,3/2)9/2 5d8(3F3)6d3/2, j=9/2 (3,3/2)7/2 5d8(3F3)6d3/2, j=7/2 (3,3/2)5/2 5d8(3F3)6d3/2, j=5/2 (3,5/2)11/2 5d8(3F3)6d5/2, j=11/2 (3,5/2)9/2 5d8(3F3)6d5/2, j=9/2 (3,5/2)5/2 5d8(3F3)6d5/2, j=5/2 ? ?5/2 (?), j=5/2 5d76sns ?9/2 5d76s7s, j=9/2 5d76s7s, j=9/2 2D3/2 5d76s2, j=3/2 5d76s2, j=3/2 2P5/2 5d76s2, j=5/2 2H5/2 5d76s2, j=5/2 2F5/2 5d76s2, j=5/2 5d76s2, j=5/2 2D5/2 5d76s2, j=5/2 5d76s2, j=5/2 2G7/2 5d76s2, j=7/2 2H11/2 5d76s2, j=11/2 2G9/2 5d76s2, j=9/2 4P1/2 5d76s2, j=1/2 4P3/2 5d76s2, j=3/2 5d76s2, j=3/2 4P5/2 5d76s2, j=5/2 4F3/2 5d76s2, j=3/2 4F5/2 5d76s2, j=5/2 4F7/2 5d76s2, j=7/2 4F9/2 5d76s2, j=9/2 5d8ns 1G4 (4,1/2)7/2 5d8(1G4)7s1/2, j=7/2 (4,1/2)9/2 5d8(1G4)7s1/2, j=9/2 3P1 (1,1/2)1/2 5d8(3P1)7s1/2, j=1/2 (1,1/2)3/2 5d8(3P1)7s1/2, j=3/2 3P0 (0,1/2)1/2 5d8(3P0)7s1/2, j=1/2 3F2 (2,1/2)3/2 5d8(3F2)7s1/2, j=3/2 (2,1/2)5/2 5d8(3F2)7s1/2, j=5/2 3F3 (3,1/2)5/2 5d8(3F3)7s1/2, j=5/2 (3,1/2)7/2 5d8(3F3)7s1/2, j=7/2 3P2 (2,1/2)3/2 5d8(3P2)7s1/2, j=3/2 (2,1/2)5/2 5d8(3P2)7s1/2, j=5/2 3F4 (4,1/2)7/2 5d8(3F4)7s1/2, j=7/2 (4,1/2)9/2 5d8(3F4)7s1/2, j=9/2 1S 2S1/2 5d8(1S)6s, j=1/2 1G 2G9/2 5d8(1G)6s, j=9/2 2G7/2 5d8(1G)6s, j=7/2 1D 2D5/2 5d8(1D)6s, j=5/2 2D3/2 5d8(1D)6s, j=3/2 5d8(1D)6s, j=3/2 3P 2P1/2 5d8(3P)6s, j=1/2 4P3/2 5d8(3P)6s, j=3/2 4P1/2 5d8(3P)6s, j=1/2 4P5/2 5d8(3P)6s, j=5/2 3F 2F5/2 5d8(3F)6s, j=5/2 2F7/2 5d8(3F)6s, j=7/2 4F3/2 5d8(3F)6s, j=3/2 4F5/2 5d8(3F)6s, j=5/2 4F7/2 5d8(3F)6s, j=7/2 4F9/2 5d8(3F)6s, j=9/2 11873.48 1346.96 1351.35 1340.14 1355.72 1337.87 1330.05 1389.88 1505.25 1514.51 1429.53 1402.24 1323.08 1369.37 1305.31 1530.2 1753.83 1767.16 1568.9 1621.65 1281.35 1166.86 1553.07 4065.7 4023.82 4046.46 4061.66 4034.19 4105.46 5223.12 13392.87 4514.14 5199.23 4288.39 4148.28 4223.68 2842.41 2822.09 2788.73 2799.77 2877.28 2743.29 2875.63 2864.84 2860.48 2668.7 2513.89 2499.21 2498.68 2524.73 1032.72 2719.52 2715.81 2890.37 2740.29 3059.73 3749.73 3708.47 3675.52 3761.16 3779.19 2486.98 21877.47 3842.96 3548.52 3417.8 3040.89 3030.99 2958.25 3117.81 3197.72 3345.26 3199.51 2928.44 2528.73 1939.81 1929.24 1805.02 1775.02 2377.28 2384.32 2398.64 2400.27 2390.68 2240.9 1911.71 1105.69 1112.93 2294.01 2262.72 2246.52 2245.52 1082.53 2433.31 3447.76 2149.7 3535.89 2169.56 3001.17 2144.25 3408.24 3144.09 3551.36 3056.06 2165.96 2150.24 2157.27 3159.07 2142.51 1159.03 1162.15 1777.09 1883.06 1140.65 1138.39 1040.4 1063.48 1077.08 3970.05 3770.96 3700.15 2997.62 3629.17 3577.2 2041.58 2036.47 3768.41 3766.43 1944.46 3571.99 2899.65 2608.04 2578.39 2572.61 2568.57 2616.75 2625.33 2689.38 2679.13 2410.33 2634.89 2417.74 2420.82 2467.59 2450.44 2445.34 2443.09 2482.04 2434.46 2424.87 2429.35 2497.91 2492.53 2692.23 2710.91 2371.62 2822.49 2386.5 2814.01 2866.9 2335.19 2958.5 2288.21 2442.63 2310.96 2813.34 2798.19 2726.41 2402.36 2717.62 2405.73 2763.22 2774.78 2794.21 2396.69 2788.62 2979.17 Pt II U[eV]018.6 3.7 7.4 11.1 14.8