Фильтр Значений

от
до
Длина волны: [Å]  
Энергия: см-1  
Показать автоионизационные состояния:  
Максимальное n:  
Максимальное l:  
Сгруппировать по мультеплетностям:  
Показать запрещенные линии (по мультиплетности):  
Показать запрещенные линии (по четности):  
Группировка уровней: По терму
По числу J
Без группировки
Автоопределение
 
Ширина диаграммы: px  
 
Mo II U[cm-1]0130300 45853.1 46148.1 46614.1 47232 47999.5 48959.7 49040.8 49481 49608.7 49949.5 50192 50302.5 50577.4 50705.5 47208.4 48022.5 48860.6 51372.9 51732.4 52217.3 52843.1 54238.8 54687.6 55215.9 55706.6 57319.6 58140.8 59347.9 60702.2 61134.3 61456.8 62425.5 64750.7 58527 61746.6 62096.1 65444.3 66082.3 57892.1 58196.7 58761 59491.8 59679.8 60924.5 61647.8 62151.7 62917.9 62953.8 63041.5 63207.4 60135.4 60973.1 62728.4 62980.2 64130.2 65074.7 59053.3 59478.3 60227 61116.2 62342.3 62491.8 62551 62937.5 63002.6 63104.6 63392.5 63783.1 59840.7 60992.5 64852.2 65261 65272.8 65694.9 63298.2 63497.5 63903.9 64140 64167.8 64203.1 64326.4 65114.8 65732.2 66087.6 66391.5 66743.7 63876.7 64394.6 65282.6 65424.7 67760.3 68052.5 66373.7 66399.4 66668 66716.3 67712.9 67821.6 68015.9 68179.7 68323.5 68441.7 69049.8 68645.5 68902.8 69729.9 70101.6 72039 72829.6 67391.4 67658.1 70003.8 70670.6 71011.2 71193.5 67888.9 68472.8 68908.6 69047.5 71546.6 71920.2 70713.1 70738 72484.2 73032.3 73546.8 74050.4 71966.3 73219 74146.5 74491.5 75685.7 75700 80400 80420.6 74749.6 74926.2 81527 82556.9 86693.4 87033.6 74858.9 75750 75810.6 75834.4 76584.6 76637.4 76667 77663.9 75800 75819.8 76000 76100 76206.6 76325 83314.9 83874.2 83964.9 84496.5 86500 86566.2 62594.5 63012.2 65831.2 0 15199.3 15330.6 15427.7 15447 15691.2 15699.2 15890.1 16796.1 16946.8 17174.1 17344.1 23832.9 23853.4 23934.4 24137.7 22444.4 22864.4 22980.5 23248.2 24509.3 24836.1 26068.6 26405.6 27410.3 27627 27724.7 27878.9 28950.4 32879.6 33086.3 42169.3 42306.6 44212.2 43300 43200 43100 42992.2 42925.3 41873.7 39913 39243.5 35406 35099.5 41542 41421.3 33895.1 33869.7 33549.3 33525.2 33254.5 33146.3 38053.9 37431.5 30391.3 30213.5 30019.4 29699.3 36741.3 36288.8 29034.2 28989 28883.7 28876.8 34419.3 32124 29022.1 27627.6 26603.6 33601.1 33045.4 27113.8 26739.5 26488.2 26041.2 25341.6 25112.3 24659.2 24372.1 13460.7 12900.3 12417.3 12034.1 11783.4 ~~ 22100 44200 66300 88400 4d45p 5D z6Fo1/2 4d4(5D)5p, j=1/2 z6Fo3/2 4d4(5D)5p, j=3/2 z6Fo5/2 4d4(5D)5p, j=5/2 z6Fo7/2 4d4(5D)5p, j=7/2 z6Fo9/2 4d4(5D)5p, j=9/2 z6Fo11/2 4d4(5D)5p, j=11/2 z6Po3/2 4d4(5D)5p, j=3/2 z6Po7/2 4d4(5D)5p, j=7/2 z6Po5/2 4d4(5D)5p, j=5/2 z6Do1/2 4d4(5D)5p, j=1/2 z6Do3/2 4d4(5D)5p, j=3/2 z6Do7/2 4d4(5D)5p, j=7/2 z6Do5/2 4d4(5D)5p, j=5/2 z6Do9/2 4d4(5D)5p, j=9/2 z4Po1/2 4d4(5D)5p, j=1/2 z4Po3/2 4d4(5D)5p, j=3/2 z4Po5/2 4d4(5D)5p, j=5/2 z4Fo3/2 4d4(5D)5p, j=3/2 z4Fo5/2 4d4(5D)5p, j=5/2 z4Fo7/2 4d4(5D)5p, j=7/2 z4Fo9/2 4d4(5D)5p, j=9/2 z4Do1/2 4d4(5D)5p, j=1/2 z4Do3/2 4d4(5D)5p, j=3/2 z4Do5/2 4d4(5D)5p, j=5/2 z4Do7/2 4d4(5D)5p, j=7/2 a3P y4Do1/2 4d4(a3P)5p, j=1/2 y4Do3/2 4d4(a3P)5p, j=3/2 y4Do5/2 4d4(a3P)5p, j=5/2 y4Do7/2 4d4(a3P)5p, j=7/2 y4Po1/2 4d4(a3P)5p, j=1/2 y4Po3/2 4d4(a3P)5p, j=3/2 y4Po5/2 4d4(a3P)5p, j=5/2 z4So3/2 4d4(a3P)5p, j=3/2 z2So1/2 4d4(a3P)5p, j=1/2 z2Po3/2 4d4(a3P)5p, j=3/2 z2Po1/2 4d4(a3P)5p, j=1/2 y2Do3/2 4d4(a3P)5p, j=3/2 y2Do5/2 4d4(a3P)5p, j=5/2 3H z4Ho7/2 4d4(3H)5p, j=7/2 z4Ho9/2 4d4(3H)5p, j=9/2 z4Ho11/2 4d4(3H)5p, j=11/2 z4Ho13/2 4d4(3H)5p, j=13/2 z4Io9/2 4d4(3H)5p, j=9/2 z4Io11/2 4d4(3H)5p, j=11/2 z4Io13/2 4d4(3H)5p, j=13/2 z4Io15/2 4d4(3H)5p, j=15/2 y4Go7/2 4d4(3H)5p, j=7/2 y4Go9/2 4d4(3H)5p, j=9/2 y4Go5/2 4d4(3H)5p, j=5/2 y4Go11/2 4d4(3H)5p, j=11/2 z2Go7/2 4d4(3H)5p, j=7/2 z2Go9/2 4d4(3H)5p, j=9/2 z2Io11/2 4d4(3H)5p, j=11/2 z2Io13/2 4d4(3H)5p, j=13/2 z2Ho9/2 4d4(3H)5p, j=9/2 z2Ho11/2 4d4(3H)5p, j=11/2 a3F z4Go5/2 4d4(a3F)5p, j=5/2 z4Go7/2 4d4(a3F)5p, j=7/2 z4Go9/2 4d4(a3F)5p, j=9/2 z4Go11/2 4d4(a3F)5p, j=11/2 x4Do5/2 4d4(a3F)5p, j=5/2 x4Do7/2 4d4(a3F)5p, j=7/2 x4Do3/2 4d4(a3F)5p, j=3/2 x4Do1/2 4d4(a3F)5p, j=1/2 y4Fo3/2 4d4(a3F)5p, j=3/2 y4Fo7/2 4d4(a3F)5p, j=7/2 y4Fo5/2 4d4(a3F)5p, j=5/2 y4Fo9/2 4d4(a3F)5p, j=9/2 z2Do3/2 4d4(a3F)5p, j=3/2 z2Do5/2 4d4(a3F)5p, j=5/2 y2Go7/2 4d4(a3F)5p, j=7/2 y2Fo7/2 4d4(a3F)5p, j=7/2 y2Fo5/2 4d4(a3F)5p, j=5/2 y2Go9/2 4d4(a3F)5p, j=9/2 3G y4Ho7/2 4d4(3G)5p, j=7/2 y4Ho9/2 4d4(3G)5p, j=9/2 x4Fo3/2 4d4(3G)5p, j=3/2 y4Ho11/2 4d4(3G)5p, j=11/2 x4Fo5/2 4d4(3G)5p, j=5/2 x4Fo7/2 4d4(3G)5p, j=7/2 x4Fo9/2 4d4(3G)5p, j=9/2 y4Ho13/2 4d4(3G)5p, j=13/2 x4Go5/2 4d4(3G)5p, j=5/2 x4Go7/2 4d4(3G)5p, j=7/2 x4Go9/2 4d4(3G)5p, j=9/2 x4Go11/2 4d4(3G)5p, j=11/2 z2Fo7/2 4d4(3G)5p, j=7/2 z2Fo5/2 4d4(3G)5p, j=5/2 y2Ho9/2 4d4(3G)5p, j=9/2 y2Ho11/2 4d4(3G)5p, j=11/2 x2Go7/2 4d4(3G)5p, j=7/2 x2Go9/2 4d4(3G)5p, j=9/2 3D w4Do1/2 4d4(3D)5p, j=1/2 w4Do3/2 4d4(3D)5p, j=3/2 w4Do5/2 4d4(3D)5p, j=5/2 w4Do7/2 4d4(3D)5p, j=7/2 x4Po5/2 4d4(3D)5p, j=5/2 w4Fo3/2 4d4(3D)5p, j=3/2 w4Fo5/2 4d4(3D)5p, j=5/2 w4Fo7/2 4d4(3D)5p, j=7/2 w4Fo9/2 4d4(3D)5p, j=9/2 x4Po3/2 4d4(3D)5p, j=3/2 x4Po1/2 4d4(3D)5p, j=1/2 y2Po1/2 4d4(3D)5p, j=1/2 y2Po3/2 4d4(3D)5p, j=3/2 w2Fo5/2 4d4(3D)5p, j=5/2 w2Fo7/2 4d4(3D)5p, j=7/2 w2Do3/2 4d4(3D)5p, j=3/2 w2Do5/2 4d4(3D)5p, j=5/2 a1G x2Fo7/2 4d4(a1G)5p, j=7/2 x2Fo5/2 4d4(a1G)5p, j=5/2 x2Ho9/2 4d4(a1G)5p, j=9/2 x2Ho11/2 4d4(a1G)5p, j=11/2 w2Go9/2 4d4(a1G)5p, j=9/2 w2Go7/2 4d4(a1G)5p, j=7/2 1I z2Ko13/2 4d4(1I)5p, j=13/2 y2Io11/2 4d4(1I)5p, j=11/2 y2Io13/2 4d4(1I)5p, j=13/2 z2Ko15/2 4d4(1I)5p, j=15/2 w2Ho11/2 4d4(1I)5p, j=11/2 w2Ho9/2 4d4(1I)5p, j=9/2 a1D x2Do5/2 4d4(a1D)5p, j=5/2 x2Do3/2 4d4(a1D)5p, j=3/2 v2Fo5/2 4d4(a1D)5p, j=5/2 v2Fo7/2 4d4(a1D)5p, j=7/2 w2Po1/2 4d4(a1D)5p, j=1/2 w2Po3/2 4d4(a1D)5p, j=3/2 a1S x2Po1/2 4d4(a1S)5p, j=1/2 x2Po3/2 4d4(a1S)5p, j=3/2 1F u2Fo5/2 4d4(1F)5p, j=5/2 u2Fo7/2 4d4(1F)5p, j=7/2 v2Go9/2 4d4(1F)5p, j=9/2 v2Go7/2 4d4(1F)5p, j=7/2 u2Do3/2 4d4(1F)5p, j=3/2 u2Do5/2 4d4(1F)5p, j=5/2 b3F t2Fo7/2 4d4(b3F)5p, j=7/2 t2Fo5/2 4d4(b3F)5p, j=5/2 u2Go7/2 4d4(b3F)5p, j=7/2 u2Go9/2 4d4(b3F)5p, j=9/2 t2Do5/2 4d4(b3F)5p, j=5/2 t2Do3/2 4d4(b3F)5p, j=3/2 w4Go5/2 4d4(b3F)5p, j=5/2 v4Fo3/2 4d4(b3F)5p, j=3/2 v4Fo5/2 4d4(b3F)5p, j=5/2 w4Go7/2 4d4(b3F)5p, j=7/2 w4Go9/2 4d4(b3F)5p, j=9/2 v4Fo9/2 4d4(b3F)5p, j=9/2 v4Fo7/2 4d4(b3F)5p, j=7/2 w4Go11/2 4d4(b3F)5p, j=11/2 b3P v2Do3/2 4d4(b3P)5p, j=3/2 v2Do5/2 4d4(b3P)5p, j=5/2 4Do1/2 4d4(b3P)5p, j=1/2 4Do3/2 4d4(b3P)5p, j=3/2 4Do5/2 4d4(b3P)5p, j=5/2 4Do7/2 4d4(b3P)5p, j=7/2 b1G t2Go9/2 4d4(b1G)5p, j=9/2 t2Go7/2 4d4(b1G)5p, j=7/2 v2Ho9/2 4d4(b1G)5p, j=9/2 v2Ho11/2 4d4(b1G)5p, j=11/2 s2Fo5/2 4d4(b1G)5p, j=5/2 s2Fo7/2 4d4(b1G)5p, j=7/2 ? ?o5/2 (?), j=5/2 ?o7/2 (?), j=7/2 (?), j=7/2 4d5 a6S5/2 4d5, j=5/2 a4G5/2 4d5, j=5/2 a4G7/2 4d5, j=7/2 a4G9/2 4d5, j=9/2 a4G11/2 4d5, j=11/2 a4P5/2 4d5, j=5/2 a4P3/2 4d5, j=3/2 a4P1/2 4d5, j=1/2 a4D1/2 4d5, j=1/2 a4D7/2 4d5, j=7/2 a4D3/2 4d5, j=3/2 a4D5/2 4d5, j=5/2 a4F9/2 4d5, j=9/2 a4F7/2 4d5, j=7/2 a4F5/2 4d5, j=5/2 a4F3/2 4d5, j=3/2 a2D5/2 4d5, j=5/2 a2D3/2 4d5, j=3/2 a2I11/2 4d5, j=11/2 a2I13/2 4d5, j=13/2 a2F7/2 4d5, j=7/2 a2F5/2 4d5, j=5/2 a2G9/2 4d5, j=9/2 a2G7/2 4d5, j=7/2 b2F7/2 4d5, j=7/2 a2H11/2 4d5, j=11/2 a2H9/2 4d5, j=9/2 b2F5/2 4d5, j=5/2 a2S1/2 4d5, j=1/2 b2D5/2 4d5, j=5/2 b2D3/2 4d5, j=3/2 d2G7/2 4d5, j=7/2 d2G9/2 4d5, j=9/2 4d45s b3F c4F9/2 4d4(b3F)5s, j=9/2 c4F7/2 4d4(b3F)5s, j=7/2 c4F5/2 4d4(b3F)5s, j=5/2 c4F3/2 4d4(b3F)5s, j=3/2 1F d2F7/2 4d4(1F)5s, j=7/2 d2F5/2 4d4(1F)5s, j=5/2 a1S b2S1/2 4d4(a1S)5s, j=1/2 a1D c2D5/2 4d4(a1D)5s, j=5/2 c2D3/2 4d4(a1D)5s, j=3/2 1I b2I11/2 4d4(1I)5s, j=11/2 b2I13/2 4d4(1I)5s, j=13/2 3D d2D3/2 4d4(3D)5s, j=3/2 d2D5/2 4d4(3D)5s, j=5/2 c4D1/2 4d4(3D)5s, j=1/2 c4D5/2 4d4(3D)5s, j=5/2 c4D7/2 4d4(3D)5s, j=7/2 c4D3/2 4d4(3D)5s, j=3/2 a1G b2G9/2 4d4(a1G)5s, j=9/2 b2G7/2 4d4(a1G)5s, j=7/2 3G c2G9/2 4d4(3G)5s, j=9/2 c2G7/2 4d4(3G)5s, j=7/2 b4G11/2 4d4(3G)5s, j=11/2 b4G9/2 4d4(3G)5s, j=9/2 b4G7/2 4d4(3G)5s, j=7/2 b4G5/2 4d4(3G)5s, j=5/2 a3F c2F7/2 4d4(a3F)5s, j=7/2 c2F5/2 4d4(a3F)5s, j=5/2 b4F9/2 4d4(a3F)5s, j=9/2 b4F7/2 4d4(a3F)5s, j=7/2 b4F3/2 4d4(a3F)5s, j=3/2 b4F5/2 4d4(a3F)5s, j=5/2 a3P a2P3/2 4d4(a3P)5s, j=3/2 a2P1/2 4d4(a3P)5s, j=1/2 b4P5/2 4d4(a3P)5s, j=5/2 b4P3/2 4d4(a3P)5s, j=3/2 b4P1/2 4d4(a3P)5s, j=1/2 3H b2H11/2 4d4(3H)5s, j=11/2 b2H9/2 4d4(3H)5s, j=9/2 a4H13/2 4d4(3H)5s, j=13/2 a4H11/2 4d4(3H)5s, j=11/2 a4H9/2 4d4(3H)5s, j=9/2 a4H7/2 4d4(3H)5s, j=7/2 5D b4D7/2 4d4(5D)5s, j=7/2 b4D5/2 4d4(5D)5s, j=5/2 b4D3/2 4d4(5D)5s, j=3/2 b4D1/2 4d4(5D)5s, j=1/2 a6D9/2 4d4(5D)5s, j=9/2 a6D7/2 4d4(5D)5s, j=7/2 a6D5/2 4d4(5D)5s, j=5/2 a6D3/2 4d4(5D)5s, j=3/2 a6D1/2 4d4(5D)5s, j=1/2 2756.07 3744.37 1992.35 2081.68 2045.98 2020.3 2015.11 2038.44 4244.72 4243.1 4119.63 4279.01 4122.34 4853.63 4363.63 4832.81 4742.61 4433.5 4377.76 2965.27 2971.91 2975.4 2992.84 2964.96 2972.61 2956.9 2947.28 2993.52 2955.84 2956.06 2960.24 2963.79 3097.69 3111.64 2946.69 3122 3127.81 3138.48 3136.47 3092.07 3087.62 3027.77 3007.8 3060.78 3065.04 3077.66 3004.46 2930.06 2897.63 2894.45 2900.8 2903.07 2909.12 2907.12 2892.81 2891.28 2872.88 2871.51 2879.05 2888.15 2890.99 2911.92 2913.81 2935.2 2934.3 2938.3 2940.1 2944.82 2941.22 2930.77 2930.5 2923.39 2918.83 2924.32 2927.54 3138.72 2945.95 3186.38 3590.13 3559.71 3606.9 3623.69 3684.22 3635.14 3547.94 3545.99 3435.38 3395.36 3446.08 3501.94 3534.69 3524.59 3688.31 3692.64 3871.89 3861.29 3915.42 3925.83 3968.65 3941.48 3762.11 3755.54 3719.78 3702.55 3742.34 3746.43 3748.11 3380.21 3379.76 2868.32 3183.41 3187.59 3192.1 3201.5 3195.85 3178 3175.05 3155.64 3152.82 3158.93 3172.03 3172.74 3240.71 3250.74 3320.9 3313.62 3321.19 3329.21 3347.27 3346.4 3297.68 3292.31 3267.63 3258.68 3271.66 3287.2 3290.7 3144.63 2863.2 2539.44 2538.46 2532.31 2542.67 2543.61 2556.75 2555.42 2530.34 2527.14 2498.28 2496.24 2500.44 2502.84 2515.08 2511.8 2558.88 2562.08 2593.7 2591.77 2597.38 2602.8 2605.93 2605.08 2588.78 2585.95 2566.26 2564.34 2571.45 2574.42 2578.36 2576.56 2484.75 2482.57 2332.12 2306.97 2304.25 2341.59 2355.42 2389.2 2366.09 2269.69 2108.02 2089.52 2002.12 2092.5 2093.11 2104.29 2100.84 2403.61 2404.66 2466.68 2461.81 2466.97 2468.78 2477.57 2470.04 2440.28 2435.96