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  
 

Hf VI U[cm-1]0792000 320323 331708 162465 97710 13513.6 0 489733 535527 475834 545795 531254 513175 509331 500007 469845 495551 566157 473165 468781 432418 403691 390811 434200 468123 389487 460814 397227 396329 384190 391459 457469 459085 384016 459331 386218 449146 372126 384138 371732 378129 451286 371386 375213 447031 450652 330247 419313 381941 421300 374123 349222 332759 387070 393577 331970 353977 387844 323415 350718 389800 397520 315701 419694 409150 406238 374257 337874 321759 338413 376952 319492 310567 364979 406678 307683 340838 379318 383918 299053 273155 530043 266584 282873 269387 278751 263211 262729 271883 273871 280302 529766 259130 273199 274853 519474 263904 515580 261771 261469 257206 514840 256978 514227 255057 253134 248405 243466 247805 496936 503556 240254 260097 485146 497613 238197 242344 495766 231679 243553 262079 485920 230797 234488 247755 494964 254671 491814 505307 506081 253530 506479 249722 252130 246387 238045 250546 251975 492346 505071 229066 224555 242914 244753 503041 503742 158400 316800 475200 633600 5p5()4f135d ()o9/2 5p5()4f135d, j=9/2 ()o7/2 5p5()4f135d, j=7/2 5p64f13 2Po1/2 5p64f13, j=1/2 2Po3/2 5p64f13, j=3/2 2Fo5/2 5p64f13, j=5/2 2Fo7/2 5p64f13, j=7/2 5p4(3P)4f146s (1/2)1/2 5p4(3P)4f146s, j=1/2 5p4(3P)4f146s, j=1/2 (1/2)3/2 5p4(3P)4f146s, j=3/2 5p4(1D)4f145d (1/2)5/2 5p4(1D)4f145d, j=5/2 (5/2)1/2 5p4(1D)4f145d, j=1/2 (3/2)3/2 5p4(1D)4f145d, j=3/2 (3/2)1/2 5p4(1D)4f145d, j=1/2 (3/2)5/2 5p4(1D)4f145d, j=5/2 (3/2)7/2 5p4(1D)4f145d, j=7/2 5p4(3P)4f145d (3/2)3/2 5p4(3P)4f145d, j=3/2 5p4(3P)4f145d, j=3/2 (5/2)5/2 5p4(3P)4f145d, j=5/2 (1/2)5/2 5p4(3P)4f145d, j=5/2 (5/2)3/2 5p4(3P)4f145d, j=3/2 (3/2)7/2 5p4(3P)4f145d, j=7/2 (3/2)5/2 5p4(3P)4f145d, j=5/2 5p4(3P)4f145d, j=5/2 5p4(3P)4f145d, j=5/2 5p5(3/2)4f136s (5/2)3/2 5p5(3/2)4f136s, j=3/2 5p5(5/2)4f136s (1/2)3/2 5p5(5/2)4f136s, j=3/2 (5/2)3/2 5p5(5/2)4f136s, j=3/2 (5/2)7/2 5p5(5/2)4f136s, j=7/2 (1/2)5/2 5p5(5/2)4f136s, j=5/2 5p5(5/2)4f136s, j=5/2 5p5(5/2)4f136s, j=5/2 5p5(5/2)4f136s, j=5/2 (1/2)7/2 5p5(5/2)4f136s, j=7/2 5p5(5/2)4f136s, j=7/2 5p5(7/2)4f136s (1/2)5/2 5p5(7/2)4f136s, j=5/2 5p5(7/2)4f136s, j=5/2 (1/2)3/2 5p5(7/2)4f136s, j=3/2 5p5(7/2)4f136s, j=3/2 (1/2)9/2 5p5(7/2)4f136s, j=9/2 5p5(7/2)4f136s, j=9/2 5p5(7/2)4f136s, j=9/2 (1/2)7/2 5p5(7/2)4f136s, j=7/2 5p5(7/2)4f136s, j=7/2 5p5(7/2)4f136s, j=7/2 5p5(7/2)4f136s, j=7/2 5p6(1S)4f125d (5/2)5/2 5p6(1S)4f125d, j=5/2 5p5(5/2)4f135d (3/2)3/2 5p5(5/2)4f135d, j=3/2 (3/2)5/2 5p5(5/2)4f135d, j=5/2 5p5(5/2)4f135d, j=5/2 (3/2)9/2 5p5(5/2)4f135d, j=9/2 (5/2)3/2 5p5(5/2)4f135d, j=3/2 (5/2)9/2 5p5(5/2)4f135d, j=9/2 5p5(5/2)4f135d, j=9/2 5p5(5/2)4f135d, j=9/2 (5/2)5/2 5p5(5/2)4f135d, j=5/2 5p5(5/2)4f135d, j=5/2 5p5(5/2)4f135d, j=5/2 (5/2)7/2 5p5(5/2)4f135d, j=7/2 5p5(5/2)4f135d, j=7/2 5p5(5/2)4f135d, j=7/2 5p5(5/2)4f135d, j=7/2 (3/2)7/2 5p5(5/2)4f135d, j=7/2 5p5(5/2)4f135d, j=7/2 5p5(7/2)4f135d (3/2)7/2 5p5(7/2)4f135d, j=7/2 (3/2)9/2 5p5(7/2)4f135d, j=9/2 (5/2)3/2 5p5(7/2)4f135d, j=3/2 (5/2)9/2 5p5(7/2)4f135d, j=9/2 (5/2)5/2 5p5(7/2)4f135d, j=5/2 5p5(7/2)4f135d, j=5/2 5p5(7/2)4f135d, j=5/2 (7/2)7/2 5p5(7/2)4f135d, j=7/2 (3/2)5/2 5p5(7/2)4f135d, j=5/2 5p5(7/2)4f135d, j=5/2 5p5(7/2)4f135d, j=5/2 (5/2)7/2 5p5(7/2)4f135d, j=7/2 5p5(7/2)4f135d, j=7/2 5p5(7/2)4f135d, j=7/2 5p5(7/2)4f135d, j=7/2 (5/2)19/2 5p5(7/2)4f135d, j=19/2 5p6(1I)4f12nd (5/2)7/2 5p6(1I)4f125d, j=7/2 5p6(1I)4f126d, j=7/2 (3/2)9/2 5p6(1I)4f125d, j=9/2 5p6(3P)4f12nd (5/2)3/2 5p6(3P)4f125d, j=3/2 (5/2)5/2 5p6(3P)4f125d, j=5/2 5p6(3P)4f125d, j=5/2 (3/2)7/2 5p6(3P)4f125d, j=7/2 (3/2)3/2 5p6(3P)4f125d, j=3/2 5p6(3P)4f125d, j=3/2 5p6(3P)4f125d, j=3/2 5p6(3P)4f125d, j=3/2 5p6(3P)4f126d, j=3/2 (3/2)5/2 5p6(3P)4f125d, j=5/2 5p6(3P)4f125d, j=5/2 5p6(3P)4f125d, j=5/2 5p6(3P)4f126d, j=5/2 5p6(1G)4f12nd (5/2)5/2 5p6(1G)4f125d, j=5/2 5p6(1G)4f126d, j=5/2 (5/2)3/2 5p6(1G)4f125d, j=3/2 (5/2)13/2 5p6(1G)4f125d, j=13/2 (3/2)5/2 5p6(1G)4f125d, j=5/2 5p6(1G)4f126d, j=5/2 (3/2)7/2 5p6(1G)4f125d, j=7/2 5p6(1G)4f126d, j=7/2 (3/2)9/2 5p6(1G)4f125d, j=9/2 (5/2)7/2 5p6(1G)4f125d, j=7/2 5p6(3H)4f12nd (5/2)3/2 5p6(3H)4f125d, j=3/2 (5/2)5/2 5p6(3H)4f125d, j=5/2 5p6(3H)4f125d, j=5/2 5p6(3H)4f126d, j=5/2 5p6(3H)4f126d, j=5/2 (5/2)7/2 5p6(3H)4f125d, j=7/2 5p6(3H)4f125d, j=7/2 5p6(3H)4f126d, j=7/2 5p6(3H)4f126d, j=7/2 (3/2)9/2 5p6(3H)4f125d, j=9/2 5p6(3H)4f125d, j=9/2 5p6(3H)4f126d, j=9/2 (5/2)9/2 5p6(3H)4f125d, j=9/2 5p6(3H)4f125d, j=9/2 5p6(3H)4f125d, j=9/2 5p6(3H)4f126d, j=9/2 (3/2)7/2 5p6(3H)4f125d, j=7/2 5p6(3H)4f125d, j=7/2 5p6(3H)4f125d, j=7/2 5p6(3H)4f126d, j=7/2 5p6(3F)4f12nd (5/2)5/2 5p6(3F)4f125d, j=5/2 5p6(3F)4f126d, j=5/2 5p6(3F)4f126d, j=5/2 5p6(3F)4f126d, j=5/2 (5/2)3/2 5p6(3F)4f125d, j=3/2 5p6(3F)4f126d, j=3/2 (5/2)9/2 5p6(3F)4f125d, j=9/2 5p6(3F)4f125d, j=9/2 (3/2)5/2 5p6(3F)4f125d, j=5/2 (5/2)7/2 5p6(3F)4f125d, j=7/2 5p6(3F)4f125d, j=7/2 5p6(3F)4f125d, j=7/2 5p6(3F)4f126d, j=7/2 5p6(3F)4f126d, j=7/2 (3/2)9/2 5p6(3F)4f125d, j=9/2 (3/2)7/2 5p6(3F)4f125d, j=7/2 5p6(3F)4f125d, j=7/2 5p6(3F)4f125d, j=7/2 5p6(3F)4f126d, j=7/2 5p6(3F)4f126d, j=7/2 395.05 267.29 266.51 396.62 396.865 392.66 392.07 269.41 269.26 269.01 268.72 399.13 265.29 258.92 258.35 257.835 403.625 260.29 403.54 400.45 264.46 263.63 261.82 389.14 385.91 302.8 334.39 301.465 301.23 300.52 310.79 312.185 321.995 316.76 325.01 313 358.75 366.035 378.93 381.565 273.99 384.47 375.12 285.13 371.215 295.97 295.49 293.4 255.455 260.47 201.235 201.71 431.63 445.32 426.46 419.82 238.27 237.36 202.035 223.7 203.33 221.9 221.59 222.645 433.28 436.56 203.11 244.41 420.09 197.9 197.99 410.74 251.56 252.315 405.87 254.08 408.58 198.52 410.59 246.16 412.64 416.23 198.79 245.9 435.92 473.84 371.25 445.37 452.54 336.64 339.94 324.42 441.03 330.92 385.15 399.38 416.64 421.885 425.73 410.74 400.485 410.35 322.68 401.26 426.82 390.82 432.45 382.64 377.02 374.83 384.09 385.08 429.42 387.04 405.54 434.87 278.86 246.43 247.71 248.57 246.19 245.22 240.7 242.94 251.36 252.755 260.41 260.61 256.29 255.09 253.74 254.34 231.45 230.66 202.85 203.02 199.715 199.47 197.56 199.18 203.98 204.06 225.25 228.76 224.43 224.31 223.17 223.57 261.22 264.59 288.3 293.72 279.43 193.6 276.475 277.205 296.56 297.19 309.04 314.02 307.79 305.51 297.88 298.77 275.4 273.37 267.14 268.05 266.34 265.98 265.04 265.755 268.31 269.78 271.425 272.26 271.16 269.97 269.815 269.9 314.28 Hf VI U[eV]098.2 19.6 39.3 58.9 78.6