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  
 

Ag VII U[cm-1]0855000 327393 377393 403942 356993 365842 406495 369578 398662 370993 404117 414230 356233 356493 373577 403133 358392 391396 360482 364772 392486 361173 393295 397858 361296 390060 394049 365569 398431 366078 366573 366806 391338 367483 399022 368569 389293 406673 331200 341983 343336 344695 346061 352270 353549 354235 354869 333327 334906 336333 339172 341227 341458 342289 348377 349047 349721 356416 352082 365017 354122 354719 357689 360481 361650 362381 372051 363614 374839 362535 364518 371061 372676 352685 353454 362942 359687 371673 361593 362447 368429 370488 376414 372822 373120 374426 370501 375365 379226 379478 355790 360092 362975 364877 368968 369879 396241 391553 392424 374810 363454 366693 367919 369448 374236 375489 375593 375706 376543 377163 364025 374938 383109 385962 383280 369654 369661 376419 378355 382327 383539 377210 386582 377717 409441 379061 380891 409186 382720 409779 401561 409889 379077 380468 386615 388163 390759 399850 400637 384772 428522 386268 393610 422985 0 29390 30378 30662 30907 32005 32994 34605 36485 38685 39299 39788 48712 49104 51049 53796 44011 45546 47119 72934 103996 48086 71517 104821 53353 59792 53797 55773 79705 57413 59954 57962 59223 79131 63467 93529 94730 ~~ 138500 439720 578220 716720 4d45p 3F 2Go9/2 4d4(3F)5p, j=9/2 4d4(3F)5p, j=9/2 4d4(3F)5p, j=9/2 2Do3/2 4d4(3F)5p, j=3/2 2Go7/2 4d4(3F)5p, j=7/2 4d4(3F)5p, j=7/2 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 2Do5/2 4d4(3F)5p, j=5/2 4Do5/2 4d4(3F)5p, j=5/2 4Do7/2 4d4(3F)5p, j=7/2 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 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 4Fo3/2 4d4(3F)5p, j=3/2 4d4(3F)5p, j=3/2 4Fo7/2 4d4(3F)5p, j=7/2 4d4(3F)5p, j=7/2 4Go11/2 4d4(3F)5p, j=11/2 4d4(3F)5p, j=11/2 4Do3/2 4d4(3F)5p, j=3/2 4Po3/2 4d4(3F)5p, j=3/2 4Do1/2 4d4(3F)5p, j=1/2 5D 4Po3/2 4d4(5D)5p, j=3/2 4Fo3/2 4d4(5D)5p, j=3/2 4Fo5/2 4d4(5D)5p, j=5/2 4d4(5D)5p, j=5/2 4Fo7/2 4d4(5D)5p, j=7/2 4Do1/2 4d4(5D)5p, j=1/2 4Do3/2 4d4(5D)5p, j=3/2 4Do5/2 4d4(5D)5p, j=5/2 4Do7/2 4d4(5D)5p, j=7/2 6Po5/2 4d4(5D)5p, j=5/2 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 6Do9/2 4d4(5D)5p, j=9/2 4d4(5D)5p, j=9/2 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 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 4Go5/2 4d4(3H)5p, j=5/2 4d4(3H)5p, j=5/2 4Io13/2 4d4(3H)5p, j=13/2 4Go7/2 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 4Ho7/2 4d4(3G)5p, j=7/2 4d4(3G)5p, j=7/2 4Go7/2 4d4(3G)5p, j=7/2 4d4(3G)5p, j=7/2 4Fo7/2 4d4(3G)5p, j=7/2 4Fo9/2 4d4(3G)5p, j=9/2 4Ho9/2 4d4(3G)5p, j=9/2 4Ho11/2 4d4(3G)5p, j=11/2 4d4(3G)5p, j=11/2 4Ho13/2 4d4(3G)5p, j=13/2 4Go9/2 4d4(3G)5p, j=9/2 4Fo5/2 4d4(3G)5p, j=5/2 2Ho9/2 4d4(3G)5p, j=9/2 2Go7/2 4d4(3G)5p, j=7/2 2Go9/2 4d4(3G)5p, j=9/2 2Fo5/2 4d4(3G)5p, j=5/2 3P 4Po1/2 4d4(3P)5p, j=1/2 4Po3/2 4d4(3P)5p, j=3/2 4Do5/2 4d4(3P)5p, j=5/2 4Po5/2 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 4Do3/2 4d4(3P)5p, j=3/2 4Do1/2 4d4(3P)5p, j=1/2 2Po1/2 4d4(3P)5p, j=1/2 3D 4Fo3/2 4d4(3D)5p, j=3/2 4Do5/2 4d4(3D)5p, j=5/2 4Po5/2 4d4(3D)5p, j=5/2 4Po3/2 4d4(3D)5p, j=3/2 4d4(3D)5p, j=3/2 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 2Do5/2 4d4(3D)5p, j=5/2 2Po3/2 4d4(3D)5p, j=3/2 2Fo5/2 4d4(3D)5p, j=5/2 4d4(3D)5p, j=5/2 2Do3/2 4d4(3D)5p, j=3/2 1I 2Ko13/2 4d4(1I)5p, j=13/2 2Io11/2 4d4(1I)5p, j=11/2 2Io13/2 4d4(1I)5p, j=13/2 2Ko15/2 4d4(1I)5p, j=15/2 2Ho9/2 4d4(1I)5p, j=9/2 2Ho11/2 4d4(1I)5p, j=11/2 1S 2Po3/2 4d4(1S)5p, j=3/2 4d4(1S)5p, j=3/2 1G 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 2Go9/2 4d4(1G)5p, j=9/2 4d4(1G)5p, j=9/2 2Ho9/2 4d4(1G)5p, j=9/2 2Fo7/2 4d4(1G)5p, j=7/2 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 2Do5/2 4d4(1F)5p, j=5/2 1D 2Fo7/2 4d4(1D)5p, j=7/2 4d4(1D)5p, j=7/2 2Do5/2 4d4(1D)5p, j=5/2 2Po3/2 4d4(1D)5p, j=3/2 2Fo5/2 4d4(1D)5p, j=5/2 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 2I13/3 4d5, j=13/3 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=1/2 297.32 292.86 301.93 288.97 298.59 281.79 284.24 294.83 300.01 291.26 311.96 312.01 312.03 312.465 312.72 312.5 312.74 311.59 311.27 311.16 311.12 311.06 311.355 311.41 311.845 312.81 311.52 311.45 311.89 313.025 314.01 313.98 313.96 313.64 314.15 314.21 314.545 314.4 314.37 314.3 313.6 313.52 313.06 310.985 312.97 312.895 313.14 313.16 313.42 313.375 313.21 312.84 310.66 308.25 308.18 308.11 308.02 308.54 308.59 308.885 308.82 308.685 308.64 307.98 307.92 307.23 307.18 307.15 307.09 307.29 307.45 307.87 307.71 307.61 307.58 308.92 309.04 310.21 310.14 310.03 309.98 310.26 310.34 310.885 310.71 314.65 310.6 309.79 309.73 309.23 309.19 309.16 309.12 309.29 309.32 309.63 309.45 309.43 309.37 310.92 315.1 324.72 324.46 324.43 324.4 325.135 325.17 326.14 325.94 325.83 325.32 324.06 323.9 322.01 321.31 321.26 321.2 322.34 322.61 323.72 323.63 323.6 322.85 326.2 326.52 332.485 332.35 332.14 330.56 333.2 334.14 342.63 341.09 338.225 334.91 330.39 329.83 327.05 327 326.915 326.61 327.31 327.44 329.71 328.555 327.85 321.15 320.9 316.59 316.55 316.38 316.29 316.78 316.8 317.305 317.15 317.04 316.84 315.99 315.76 307.01 314.86 314.8 314.75 315.19 315.26 315.75 315.55 315.33 317.41 317.57 319.9 319.53 319.27 319.14 320.035 320.25 320.82 320.75 320.625 320.37 318.83 318.79 317.82 317.735 317.71 317.59 318.01 318.17 318.41 318.31 318.2 314.71 306.71 295.98 295.94 295.8 295.65 296.06 296.58 296.91 296.89 296.78 296.72 295.54 295.3 294.87 294.8 294.55 294.53 294.93 294.98 295.3 295.25 295.09 296.94 297.11 299.07 299.05 298.65 298.56 299.3 299.35 299.72 299.53 299.43 299.4 298.37 298.31 297.5 297.25 297.22 297.12 297.7 297.88 298.07 297.95 297.91 294.47 293.95 286.74 286.41 286.28 286.25 287.95 288.07 289.575 289.43 289.23 288.81 286.21 285.785 280.155 277.97 277.85 277.71 280.83 283.39 285.73 285.17 284.51 289.665 289.94 293.39 293.2 293.08 293 293.46 293.52 293.865 293.82 293.71 293.68 292.7 292.26 290.415 290.265 290.2 290.17 291.31 291.82 292.02 291.915 291.86 299.74 299.77 304.68 304.61 304.57 304.515 304.8 304.83 305.25 305.17 305.15 305.05 304.34 304.3 303.79 303.67 303.56 303.505 303.85 303.95 304.26 304.15 304.09 305.305 305.34 306.425 306.3 306.29 306.16 306.48 271.91 306.88 306.86 306.78 306.74 306.07 306.02 305.55 305.52 305.47 305.44 305.69 305.79 306.01 305.96 305.9 303.42 303.34 301.05 300.855 300.83 300.76 301.1 301.14 301.4 301.31 301.26 301.18 300.69 300.47 300.065 299.95 299.94 299.8 300.22 300.224 300.42 300.34 300.305 301.585 301.62 302.865 302.84 302.78 302.75 302.94 303.045 303.25 303.19 303.13 303.06 302.69 302.4 301.92 301.87 301.72 301.7 302.14 302.19 302.35 302.31 302.23 306.98 Ag VII U[eV]0106 ~~ 17.2 54.5 71.7 88.9