Фильтр Значений

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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  
 

Pd VI U[cm-1]0678000 261104 263185.1 272868.8 273033.8 274159.4 275417.3 281320.6 281553.7 282785.7 283529.8 261281 263319.6 264844.6 265859.5 266131.3 267053.4 269465.7 271160.5 271419 271881.8 272117.4 277430.5 292476.8 312422 302116.4 307339.1 309770.9 312218.7 295427.1 296153.2 297447.3 301308 300692.6 302541.1 302684 302776.6 303433.2 303970.6 279692 280239.4 285896.6 282177.9 293377.8 284015.1 291200.2 284389.1 287218.1 288979.1 290285.1 291155.2 291456.9 299377.3 283673.9 291151.7 292710.6 298401.7 300118 283007 283007 288728 299363.1 290840.2 291578.2 292088.7 292929.9 295900.8 299623.5 300325.5 301410.3 302783.6 297884.1 298209.8 305520.2 306518.4 283163.2 417575.4 285673.9 292259.7 320270.2 285927.7 291614.3 289347 314563.3 319477.7 292274.6 321387.6 296549.8 297355.3 321809.5 318749.9 328219.3 290796.3 328936.1 297844.6 333473.7 298459.1 301920 313897.1 286023 328116.7 287979 317923 289743.3 323475.2 290181.8 319299.5 323011 290306.1 316628.4 319750 293590.3 318516.9 293906.3 294551.7 317598.4 294131.7 315981 294588.4 330877.3 294685.4 296614 294818.1 298489.9 294960 324039.3 286796.7 297276.5 323705.9 298451.2 329031.7 304196.4 328696.8 428696.8 330915.5 338035.5 339172.6 297495.4 297785.4 303091.1 308712.4 308861.2 309345.6 301881.6 334017.5 351230.9 304508.8 333405.3 306174.7 307614.1 333754.4 327163.6 333668.6 305157.3 312346.9 305969.2 307260.8 313145.1 314145.5 316696.2 320821.7 324904.8 325388.5 311049.9 340297.4 346768.7 302557.3 0 27299.1 27966.7 28172.4 28336.4 29751.4 30582 31853.9 33496.2 35179 35799.3 36079.3 45026 45325.6 46733.7 48870.6 40532.5 41676.9 43203.9 66562.1 95340.1 44220.8 65547.9 95954.2 48493.2 54501.6 49295 50936.7 72928.6 52178.1 54277.6 52611.2 53737.8 72556.8 58146.9 86002.5 86837.7 ~~ 112100 341890 453990 566090 4d45p 5D 4Po1/2 4d4(5D)5p, j=1/2 4Po3/2 4d4(5D)5p, j=3/2 4Fo3/2 4d4(5D)5p, j=3/2 4Po5/2 4d4(5D)5p, j=5/2 4Fo5/2 4d4(5D)5p, j=5/2 4Fo7/2 4d4(5D)5p, j=7/2 4Do3/2 4d4(5D)5p, j=3/2 4Do1/2 4d4(5D)5p, j=1/2 4Do5/2 4d4(5D)5p, j=5/2 4Do7/2 4d4(5D)5p, j=7/2 6Fo5/2 4d4(5D)5p, j=5/2 6Fo7/2 4d4(5D)5p, j=7/2 6Po5/2 4d4(5D)5p, j=5/2 6Fo9/2 4d4(5D)5p, j=9/2 6Po7/2 4d4(5D)5p, j=7/2 6Po3/2 4d4(5D)5p, j=3/2 6Do5/2 4d4(5D)5p, j=5/2 6Do1/2 4d4(5D)5p, j=1/2 6Do7/2 4d4(5D)5p, j=7/2 6Do3/2 4d4(5D)5p, j=3/2 6Do9/2 4d4(5D)5p, j=9/2 3D 6Do9/2 4d4(3D)5p, j=9/2 2Do5/2 4d4(3D)5p, j=5/2 4d4(3D)5p, j=5/2 2Po3/2 4d4(3D)5p, j=3/2 2Po1/2 4d4(3D)5p, j=1/2 2Fo5/2 4d4(3D)5p, j=5/2 4d4(3D)5p, j=5/2 4Do1/2 4d4(3D)5p, j=1/2 4Po5/2 4d4(3D)5p, j=5/2 4Po3/2 4d4(3D)5p, j=3/2 4d4(3D)5p, j=3/2 4Do7/2 4d4(3D)5p, j=7/2 4Po1/2 4d4(3D)5p, j=1/2 4Fo9/2 4d4(3D)5p, j=9/2 4Do3/2 4d4(3D)5p, j=3/2 4Fo5/2 4d4(3D)5p, j=5/2 4Fo7/2 4d4(3D)5p, j=7/2 3H 4Ho7/2 4d4(3H)5p, j=7/2 4Io9/2 4d4(3H)5p, j=9/2 4d4(3H)5p, j=9/2 4Ho11/2 4d4(3H)5p, j=11/2 4d4(3H)5p, j=11/2 4Ho9/2 4d4(3H)5p, j=9/2 4d4(3H)5p, j=9/2 4Ho13/2 4d4(3H)5p, j=13/2 4Go11/2 4d4(3H)5p, j=11/2 4Io11/2 4d4(3H)5p, j=11/2 4Go9/2 4d4(3H)5p, j=9/2 4Ho5/2 4d4(3H)5p, j=5/2 4Io13/2 4d4(3H)5p, j=13/2 4Go5/2 4d4(3H)5p, j=5/2 2Go7/2 4d4(3H)5p, j=7/2 2Io11/2 4d4(3H)5p, j=11/2 2Io13/2 4d4(3H)5p, j=13/2 2Ho9/2 4d4(3H)5p, j=9/2 2Ho11/2 4d4(3H)5p, j=11/2 3G 4Go5/2 4d4(3G)5p, j=5/2 4d4(3G)5p, j=5/2 4Go7/2 4d4(3G)5p, j=7/2 4d4(3G)5p, j=7/2 4Fo7/2 4d4(3G)5p, j=7/2 4Ho7/2 4d4(3G)5p, j=7/2 4Fo3/2 4d4(3G)5p, j=3/2 4Fo9/2 4d4(3G)5p, j=9/2 4Ho9/2 4d4(3G)5p, j=9/2 4Ho13/2 4d4(3G)5p, j=13/2 4Go9/2 4d4(3G)5p, j=9/2 4Fo5/2 4d4(3G)5p, j=5/2 4Go11/2 4d4(3G)5p, j=11/2 2Ho11/2 4d4(3G)5p, j=11/2 2Ho9/2 4d4(3G)5p, j=9/2 2Go9/2 4d4(3G)5p, j=9/2 2Fo5/2 4d4(3G)5p, j=5/2 3P 4Do3/2 4d4(3P)5p, j=3/2 4d4(3P)5p, j=3/2 4Po1/2 4d4(3P)5p, j=1/2 4d4(3P)5p, j=1/2 4d4(3P)5p, j=1/2 4Do5/2 4d4(3P)5p, j=5/2 4d4(3P)5p, j=5/2 4Po3/2 4d4(3P)5p, j=3/2 4d4(3P)5p, j=3/2 4d4(3P)5p, j=3/2 4Po5/2 4d4(3P)5p, j=5/2 4d4(3P)5p, j=5/2 4Do7/2 4d4(3P)5p, j=7/2 4d4(3P)5p, j=7/2 4d4(3P)5p, j=7/2 4Do1/2 4d4(3P)5p, j=1/2 4So3/2 4d4(3P)5p, j=3/2 2Po3/2 4d4(3P)5p, j=3/2 4d4(3P)5p, j=3/2 2So1/2 4d4(3P)5p, j=1/2 4d4(3P)5p, j=1/2 2Do3/2 4d4(3P)5p, j=3/2 2Po1/2 4d4(3P)5p, j=1/2 2Do5/2 4d4(3P)5p, j=5/2 3F 4Do7/2 4d4(3F)5p, j=7/2 4d4(3F)5p, j=7/2 4Go5/2 4d4(3F)5p, j=5/2 4d4(3F)5p, j=5/2 4Go9/2 4d4(3F)5p, j=9/2 4d4(3F)5p, j=9/2 4Go7/2 4d4(3F)5p, j=7/2 4d4(3F)5p, j=7/2 4d4(3F)5p, j=7/2 4Fo5/2 4d4(3F)5p, j=5/2 4d4(3F)5p, j=5/2 4d4(3F)5p, j=5/2 4Fo9/2 4d4(3F)5p, j=9/2 4d4(3F)5p, j=9/2 4Fo7/2 4d4(3F)5p, j=7/2 4d4(3F)5p, j=7/2 4d4(3F)5p, j=7/2 4Fo3/2 4d4(3F)5p, j=3/2 4d4(3F)5p, j=3/2 4Do1/2 4d4(3F)5p, j=1/2 4d4(3F)5p, j=1/2 4Do3/2 4d4(3F)5p, j=3/2 4d4(3F)5p, j=3/2 4Do5/2 4d4(3F)5p, j=5/2 4d4(3F)5p, j=5/2 4Go11/2 4d4(3F)5p, j=11/2 4d4(3F)5p, j=11/2 2Do3/2 4d4(3F)5p, j=3/2 2Fo5/2 4d4(3F)5p, j=5/2 4d4(3F)5p, j=5/2 2Fo7/2 4d4(3F)5p, j=7/2 4d4(3F)5p, j=7/2 2Go9/2 4d4(3F)5p, j=9/2 4d4(3F)5p, j=9/2 4d4(3F)5p, j=9/2 2Go7/2 4d4(3F)5p, j=7/2 2Do5/2 4d4(3F)5p, j=5/2 2Fo3/2 4d4(3F)5p, j=3/2 1I 2Io11/2 4d4(1I)5p, j=11/2 2Ko13/2 4d4(1I)5p, j=13/2 2Io13/2 4d4(1I)5p, j=13/2 2Ho9/2 4d4(1I)5p, j=9/2 4d4(1I)5p, j=9/2 2Ho11/2 4d4(1I)5p, j=11/2 1G 2Fo7/2 4d4(1G)5p, j=7/2 4d4(1G)5p, j=7/2 4d4(1G)5p, j=7/2 2Ho11/2 4d4(1G)5p, j=11/2 4d4(1G)5p, j=11/2 2Go7/2 4d4(1G)5p, j=7/2 2Fo5/2 4d4(1G)5p, j=5/2 4d4(1G)5p, j=5/2 2Ho9/2 4d4(1G)5p, j=9/2 2Go9/2 4d4(1G)5p, j=9/2 1S 2Po3/2 4d4(1S)5p, j=3/2 4d4(1S)5p, j=3/2 1F 2Fo5/2 4d4(1F)5p, j=5/2 2Fo7/2 4d4(1F)5p, j=7/2 2Go7/2 4d4(1F)5p, j=7/2 4d4(1F)5p, j=7/2 2Go9/2 4d4(1F)5p, j=9/2 2Do3/2 4d4(1F)5p, j=3/2 4d4(1F)5p, j=3/2 2Do5/2 4d4(1F)5p, j=5/2 1D 2Fo7/2 4d4(1D)5p, j=7/2 2Po3/2 4d4(1D)5p, j=3/2 2Fo5/2 4d4(1D)5p, j=5/2 4d4(3G)5P 2Go7/2 4d4(3G)5P, j=7/2 4d5 6S5/2 4d5, j=5/2 4G5/2 4d5, j=5/2 4G7/2 4d5, j=7/2 4G11/2 4d5, j=11/2 4G9/2 4d5, j=9/2 4P5/2 4d5, j=5/2 4P3/2 4d5, j=3/2 4P1/2 4d5, j=1/2 4D7/2 4d5, j=7/2 4D1/2 4d5, j=1/2 4D5/2 4d5, j=5/2 4D3/2 4d5, j=3/2 4F7/2 4d5, j=7/2 4F9/2 4d5, j=9/2 4F5/2 4d5, j=5/2 4F3/2 4d5, j=3/2 2I11/2 4d5, j=11/2 2I13/2 4d5, j=13/2 2D5/2 4d5, j=5/2 4d5, j=5/2 4d5, j=5/2 2D3/2 4d5, j=3/2 4d5, j=3/2 4d5, j=3/2 2F7/2 4d5, j=7/2 4d5, j=7/2 2H9/2 4d5, j=9/2 2G7/2 4d5, j=7/2 4d5, j=7/2 2F5/2 4d5, j=5/2 4d5, j=5/2 2H11/2 4d5, j=11/2 2G9/2 4d5, j=9/2 4d5, j=9/2 2S1/2 4d5, j=1/2 2P3/2 4d5, j=3/2 2P1/2 4d5, j=1/2 352.7 363.08 438.34 437.35 437.13 436.775 437.29 438.58 439.71 439.535 439.44 439.04 436.59 436.425 434.78 434.68 363.25 363.02 434.81 434.9 436.21 435.71 435.485 435.12 439.76 440.68 448.41 448.49 446.89 446.51 446.44 452.89 453.45 461.31 459.86 454.495 453.78 443.51 442.78 441.62 441.5 440.935 362.8 441.66 441.71 442.215 442.05 441.89 441.8 440.32 362.4 351.74 351.985 350.66 349.89 348.88 352.48 352.73 355.8 354.6 354.36 353.59 346.845 346.59 342.72 342.3 342.1 341.97 342.785 344.42 346.43 346.4 345.71 345.32 356.09 356.13 360.56 360.21 360.12 359.73 360.78 361.145 362.25 362.21 361.84 361.68 359.59 359.52 357.59 357.48 356.79 356.32 357.91 358.21 359.32 358.84 358.79 358.65 341.45 Pd VI U[eV]084.1 ~~ 13.9 42.4 56.3 70.2