Table 5.

Calculated and experimental (Ulenikov et al. 2002) k = 1 and k = 2, A1 − A2 splittings (in MHz) and their sensitivities in the ν3 vibrational state of PH3.

JνexpνcalcTνexpνcalcT
k = 1k = 2
1333533−1.57
210041596−1.455459.48−3.7
320153177−1.46288293.89−3.4
433855256−1.45914864.93−3.22
550817788−1.4620781959.3−3.13
6706910  686−1.4439903747.7−3.08
7915613  763−1.3867996301.6−2.96
811  36816  604−1.2010  4609453.3−2.75
912  82518  371−0.7914  55812  583−2.36
1012  89437  630−0.7218  38634  468−1.61
1110  73641  212−0.8621  44142  221−1.95
1239  03345  466−0.8456  79652  692−2.17
1344  07849  330−0.6171  51866  005−2.41
1449  92451  0450.0883  884−2.99
1551  21448  0590.58224  1801.45
1634  359−32.873  345−7.15
17128  7203.8186  6815.34
18128  190−1.23110  930−3.44
JνexpνcalcTνexpνcalcT
k = 1k = 2
1333533−1.57
210041596−1.455459.48−3.7
320153177−1.46288293.89−3.4
433855256−1.45914864.93−3.22
550817788−1.4620781959.3−3.13
6706910  686−1.4439903747.7−3.08
7915613  763−1.3867996301.6−2.96
811  36816  604−1.2010  4609453.3−2.75
912  82518  371−0.7914  55812  583−2.36
1012  89437  630−0.7218  38634  468−1.61
1110  73641  212−0.8621  44142  221−1.95
1239  03345  466−0.8456  79652  692−2.17
1344  07849  330−0.6171  51866  005−2.41
1449  92451  0450.0883  884−2.99
1551  21448  0590.58224  1801.45
1634  359−32.873  345−7.15
17128  7203.8186  6815.34
18128  190−1.23110  930−3.44
Table 5.

Calculated and experimental (Ulenikov et al. 2002) k = 1 and k = 2, A1 − A2 splittings (in MHz) and their sensitivities in the ν3 vibrational state of PH3.

JνexpνcalcTνexpνcalcT
k = 1k = 2
1333533−1.57
210041596−1.455459.48−3.7
320153177−1.46288293.89−3.4
433855256−1.45914864.93−3.22
550817788−1.4620781959.3−3.13
6706910  686−1.4439903747.7−3.08
7915613  763−1.3867996301.6−2.96
811  36816  604−1.2010  4609453.3−2.75
912  82518  371−0.7914  55812  583−2.36
1012  89437  630−0.7218  38634  468−1.61
1110  73641  212−0.8621  44142  221−1.95
1239  03345  466−0.8456  79652  692−2.17
1344  07849  330−0.6171  51866  005−2.41
1449  92451  0450.0883  884−2.99
1551  21448  0590.58224  1801.45
1634  359−32.873  345−7.15
17128  7203.8186  6815.34
18128  190−1.23110  930−3.44
JνexpνcalcTνexpνcalcT
k = 1k = 2
1333533−1.57
210041596−1.455459.48−3.7
320153177−1.46288293.89−3.4
433855256−1.45914864.93−3.22
550817788−1.4620781959.3−3.13
6706910  686−1.4439903747.7−3.08
7915613  763−1.3867996301.6−2.96
811  36816  604−1.2010  4609453.3−2.75
912  82518  371−0.7914  55812  583−2.36
1012  89437  630−0.7218  38634  468−1.61
1110  73641  212−0.8621  44142  221−1.95
1239  03345  466−0.8456  79652  692−2.17
1344  07849  330−0.6171  51866  005−2.41
1449  92451  0450.0883  884−2.99
1551  21448  0590.58224  1801.45
1634  359−32.873  345−7.15
17128  7203.8186  6815.34
18128  190−1.23110  930−3.44
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