Диаграмма атома Bi ионы I II III IV V VI VII VIII IX

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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По числу J
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Автоопределение
 
Ширина диаграммы: px  
 
Bi I U[cm-1]058765 32588.2 41125 49997.8 53468.6 42940.5 50594.6 53708.4 55393.6 55393.6 53893.8 56275.8 62870.9 54570.6 55565.8 56088.3 63200.6 63733.8 66524.9 66992.1 68365.5 51790.4 54302.1 55672.3 56491.1 57023.7 51793.2 54305 55670.5 56493.3 57026.7 33164.8 21660.9 15437.5 11419 0 65765 64935 62057.7 62288.4 62908.4 68337.3 68393 54359.5 55705.1 56516.5 57042.8 54359.5 55705.1 56516.5 57042.8 81516 81343.1 68086 67117 63855.3 69197.7 71549.4 72833.7 73609.5 74115.9 74463.9 74714.1 74898.7 75041.7 75151.4 75238.6 49460.9 64020.8 69125.8 71510.3 72834.3 47373.5 52255.7 54560.6 55824.5 56590.5 57076.4 57200 57693.7 57872 58012.3 58121.8 64023 69120 71499 45915.9 61126 61133 65612 65616 67826.8 69201.2 69912.1 60817 48489.9 63858 68967 44865.1 60812.1 65482.2 65483 67826.8 67832 69128.9 69912.1 70413 70500 71008.4 61800 62744 61654 70928.6 72458.5 73370.6 73954 74351.5 74634.5 74838.2 74993.8 75117.5 75211.5 75283.8 75348.3 61496 68048 58274.5 64568.3 67327.1 57768.6 64272.5 67250.6 57607.8 64236.9 67213.7 70931 72463 57076.4 64124.6 67186.7 56570.1 64087.8 67118.5 58377.6 57607 64238 67216 68764 68766.2 69674.7 70257.1 72463 73376 57075.2 58273.6 64122 64575 68725.4 69739.7 56569.5 56896.2 56934.2 57767.8 64275 67328 68704.8 69644.7 44816.8 51158.5 53977.1 55474.7 56359.5 56932.9 57344.4 57604.3 57809.5 57963.5 58084 58184.8 58258.2 58322.2 58371.8 43912.4 51019.1 53878.8 55425.3 56330 56893.6 57324.7 57589.7 75790 ~~ ~~ 16200 31910 40810 49710 6s26p2ns 3P0 4Po1/2 6s26p2(3P0)7s, j=1/2 6s26p2np 3P0 2Po1/2 6s26p2(3P0)7p, j=1/2 6s26p2(3P0)8p, j=1/2 6s26p2(3P0)9p, j=1/2 2Po3/2 6s26p2(3P0)7p, j=3/2 6s26p2(3P0)8p, j=3/2 6s26p2(3P0)9p, j=3/2 6s26p2(3P0)10p, j=3/2 6s26p2(3P0)10p, j=3/2 3P1 2Po1/2 6s26p2(3P1)7p', j=1/2 6s26p2(3P1)7p', j=1/2 6s26p2(3P1)8p', j=1/2 2Do3/2 6s26p2(3P1)7p', j=3/2 2Do5/2 6s26p2(3P1)7p', j=5/2 2Po3/2 6s26p2(3P1)7p', j=3/2 6s26p2(3P1)8p', j=3/2 ?o1/2 6s26p2(3P1)8p', j=1/2 6s26p2(3P1)9p', j=1/2 6s26p2(3P1)9p', j=1/2 6s26p2(3P1)10p', j=1/2 6s26p2nf 3P0 2Fo5/2 6s26p2(3P0)5f, j=5/2 6s26p2(3P0)6f, j=5/2 6s26p2(3P0)7f, j=5/2 6s26p2(3P0)8f, j=5/2 6s26p2(3P0)9f, j=5/2 2Fo7/2 6s26p2(3P0)5f, j=7/2 6s26p2(3P0)6f, j=7/2 6s26p2(3P0)7f, j=7/2 6s26p2(3P0)8f, j=7/2 6s26p2(3P0)9f, j=7/2 6s26p3 2Po3/2 6s26p3, j=3/2 2Po1/2 6s26p3, j=1/2 2Do5/2 6s26p3, j=5/2 2Do3/2 6s26p3, j=3/2 4So3/2 6s26p3, j=3/2 Y ? Y ? ?5/2 (?), j=5/2 ? (?) (?) (?) 6s26p2ng 3P0 2G9/2 6s26p2(3P0)5g, j=9/2 6s26p2(3P0)6g, j=9/2 6s26p2(3P0)7g, j=9/2 6s26p2(3P0)8g, j=9/2 2G7/2 6s26p2(3P0)5g, j=7/2 6s26p2(3P0)6g, j=7/2 6s26p2(3P0)7g, j=7/2 6s26p2(3P0)8g, j=7/2 6s26p2ns 1D 2D5/2 6s26p2(1D)8s'', j=5/2 2D3/2 6s26p2(1D)8s'', j=3/2 1D1 ?1/2 6s26p2(1D1)7s'', j=1/2 ?3/2 6s26p2(1D1)7s'', j=3/2 3P2 4P5/2 6s26p2(3P2)8s, j=5/2 6s26p2(3P2)9s, j=5/2 6s26p2(3P2)10s, j=5/2 6s26p2(3P2)11s, j=5/2 6s26p2(3P2)12s, j=5/2 6s26p2(3P2)13s, j=5/2 6s26p2(3P2)14s, j=5/2 6s26p2(3P2)15s, j=5/2 6s26p2(3P2)16s, j=5/2 6s26p2(3P2)17s, j=5/2 6s26p2(3P2)18s, j=5/2 6s26p2(3P2)19s, j=5/2 2P3/2 6s26p2(3P2)7s, j=3/2 6s26p2(3P2)8s, j=3/2 6s26p2(3P2)9s, j=3/2 6s26p2(3P2)10s, j=3/2 6s26p2(3P2)11s, j=3/2 3P0 4P1/2 6s26p2(3P0)8s, j=1/2 6s26p2(3P0)9s, j=1/2 6s26p2(3P0)10s, j=1/2 6s26p2(3P0)11s, j=1/2 6s26p2(3P0)12s, j=1/2 6s26p2(3P0)13s, j=1/2 6s26p2(3P0)14s, j=1/2 6s26p2(3P0)15s, j=1/2 6s26p2(3P0)16s, j=1/2 6s26p2(3P0)17s, j=1/2 6s26p2(3P0)18s, j=1/2 3P1 2P3/2 6s26p2(3P1)8s', j=3/2 6s26p2(3P1)9s', j=3/2 6s26p2(3P1)10s', j=3/2 2P1/2 6s26p2(3P1)7s, j=1/2 6s26p2(3P1)8s, j=1/2 6s26p2(3P1)8s', j=1/2 6s26p2(3P1)9s', j=1/2 6s26p2(3P1)9s, j=1/2 6s26p2(3P1)10s, j=1/2 6s26p2(3P1)11s, j=1/2 6s26p2(3P1)12s, j=1/2 4P1/2 6s26p2(3P1)8s', j=1/2 4P5/2 6s26p2(3P1)7s, j=5/2 6s26p2(3P1)8s', j=5/2 6s26p2(3P1)9s', j=5/2 4P3/2 6s26p2(3P1)7s, j=3/2 6s26p2(3P1)8s, j=3/2 6s26p2(3P1)9s, j=3/2 6s26p2(3P1)9s', j=3/2 6s26p2(3P1)10s, j=3/2 6s26p2(3P1)10s', j=3/2 6s26p2(3P1)11s, j=3/2 6s26p2(3P1)12s, j=3/2 6s26p2(3P1)13s, j=3/2 6s26p2(3P1)14s, j=3/2 6s26p2(3P1)15s, j=3/2 6s26p2nd 3P2 ?3/2 6s26p2(3P2)6d'', j=3/2 6s26p2(3P2)6d'', j=3/2 ? 6s26p2(3P2)6d 6s26p2(3P2)8d 6s26p2(3P2)9d 6s26p2(3P2)10d 6s26p2(3P2)11d 6s26p2(3P2)12d 6s26p2(3P2)13d 6s26p2(3P2)14d 6s26p2(3P2)15d 6s26p2(3P2)16d 6s26p2(3P2)17d 6s26p2(3P2)18d 6s26p2(3P2)19d ?1/2 6s26p2(3P2)6d'', j=1/2 6s26p2(3P2)7d'', j=1/2 3P1 4P5/2 6s26p2(3P1)6d, j=5/2 6s26p2(3P1)7d, j=5/2 6s26p2(3P1)8d, j=5/2 4P3/2 6s26p2(3P1)6d, j=3/2 6s26p2(3P1)7d, j=3/2 6s26p2(3P1)8d, j=3/2 4P1/2 6s26p2(3P1)6d, j=1/2 6s26p2(3P1)7d, j=1/2 6s26p2(3P1)8d, j=1/2 2P1/2 6s26p2(3P1)8d', j=1/2 6s26p2(3P1)9d', j=1/2 2D5/2 6s26p2(3P1)6d, j=5/2 6s26p2(3P1)7d, j=5/2 6s26p2(3P1)8d, j=5/2 2D3/2 6s26p2(3P1)6d, j=3/2 6s26p2(3P1)7d, j=3/2 6s26p2(3P1)8d, j=3/2 ?7/2 6s26p2(3P1)6d', j=7/2 ?1/2 6s26p2(3P1)6d', j=1/2 6s26p2(3P1)7d', j=1/2 6s26p2(3P1)8d', j=1/2 6s26p2(3P1)9d', j=1/2 6s26p2(3P1)9d, j=1/2 6s26p2(3P1)10d, j=1/2 6s26p2(3P1)11d, j=1/2 6s26p2(3P1)9d', j=1/2 6s26p2(3P1)10d', j=1/2 ?5/2 6s26p2(3P1)6d', j=5/2 6s26p2(3P1)6d', j=5/2 6s26p2(3P1)7d', j=5/2 6s26p2(3P1)7d', j=5/2 6s26p2(3P1)9d, j=5/2 6s26p2(3P1)10d, j=5/2 ?3/2 6s26p2(3P1)6d', j=3/2 6s26p2(3P1)6d', j=3/2 6s26p2(3P1)6d', j=3/2 6s26p2(3P1)6d', j=3/2 6s26p2(3P1)7d', j=3/2 6s26p2(3P1)8d', j=3/2 6s26p2(3P1)9d, j=3/2 6s26p2(3P1)10d, j=3/2 3P0 2D5/2 6s26p2(3P0)6d, j=5/2 6s26p2(3P0)7d, j=5/2 6s26p2(3P0)8d, j=5/2 6s26p2(3P0)9d, j=5/2 6s26p2(3P0)10d, j=5/2 6s26p2(3P0)11d, j=5/2 6s26p2(3P0)12d, j=5/2 6s26p2(3P0)13d, j=5/2 6s26p2(3P0)14d, j=5/2 6s26p2(3P0)15d, j=5/2 6s26p2(3P0)16d, j=5/2 6s26p2(3P0)17d, j=5/2 6s26p2(3P0)18d, j=5/2 6s26p2(3P0)19d, j=5/2 6s26p2(3P0)20d, j=5/2 2D3/2 6s26p2(3P0)6d, j=3/2 6s26p2(3P0)7d, j=3/2 6s26p2(3P0)8d, j=3/2 6s26p2(3P0)9d, j=3/2 6s26p2(3P0)10d, j=3/2 6s26p2(3P0)11d, j=3/2 6s26p2(3P0)12d, j=3/2 6s26p2(3P0)13d, j=3/2 4615.38 1953.89 1959.48 3067.72 1852.64 1804.23 1832.82 1856.02 2021.21 2276.58 1540 2230.61 2228.25 2061.7 2110.26 1802.63 3014.34 1791.33 1731.05 1731.93 1644.4 1636.1 1556.7 1618.1 1626.3 1752.07 1716.05 1767.02 1767.74 1756.41 1757.59 7949.92 4121.91 7627 17162.4 17307.8 19120.7 17346.5 18020.1 17435.6 17453.5 18424.8 17041.1 19039.3 19048.3 19023.5 18745 18752.4 18274.8 15336.5 14673.8 14965.1 15088.9 15332.05 14439.7 14437.68 13894.5 14334.2 14339.8 19482.7 15336.7 16428.03 16432.6 16445.5 16406.6 16003.9 15785.6 15792.4 16000.13 16654 21993.8 29564.3 30273 30448.4 30459.7 27511.3 26737.3 25545.3 25562.9 25766.6 31045.1 31781.5 38935.2 38966.4 39218 38104.5 35875.8 31810.5 31868.9 33609.3 25214 24498.1 20872.9 21159.4 21171.6 21373.5 20867.38 20700.9 19727 20491.3 20656 21490.5 21909.3 22558.3 23612.4 24489.67 22552.62 22163.1 21916.4 13890.48 22154.2 19570.9 11230.98 10104.36 9657.04 9624.88 10300.8 10461.22 10542.6 10539.5 9253.06 9213.49 4722.83 4597.22 13240.4 8503.46 8564.28 9211.95 8565.83 10596.5 8190.13 12534.6 12531.83 12378.4 12693.5 12832.9 13160.6 11073.1 12375.34 12468.7 11710.04 11551.76 11471.55 12168.4 11996.3 12164.74 11999.48 1908.7 2731.38 2400.88 2781.93 2799.47 2497.67 2809.63 2019.4 2431.19 2401.61 2730.51 3113 3397.21 3510.85 3596.11 2203.5 2863.75 24885.2 2135 3024.64 2938.3 2157.6 2133.63 1775.25 1867.7 1849.5 1897.3 1985.7 2011.5 2024.5 3076.66 2781.3 2780.52 2897.98 2989.03 2993.34 2696.76 2627.91 2355.17 2349.73 2448.78 2515.69 2524.49 2317.95 Bi I U[eV]07.3 9.4 ~~ ~~ 2 4 5.1 6.2