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Table B.1.

Initial spectroscopic parameters Xa (MHz) and their differences ΔXb (MHz) of cyanamide isotopologs derived from the previously published data.

Parameter NCN H2NC15N H2N13CN H2N13CN, new
ΔE 1462540. (106) 1486091. (133) 1486783. (96) 1486522. (66)
Fac 342.74 (23) 335.42 (41) 345.999 (69) 345.963 (59)
−1.442 −1.415 −1.457 −1.457
1.156 1.125 1.2388 (130) 1.2514 (108)
−48.69 −47.52 −50.54 −50.54
10.64 10.32 11.34 11.34
A 308298. 308298. 308209.3 (182) 308205.1 (122)
ΔA/2 −3844. −3844. −3842.81 −3842.81
B 9845.1075 (35) 9794.5437 (55) 10117.07913 (141) 10117.07868 (93)
ΔB/2 −8.7495 (36) −8.0946 (61) −8.56355 (140) −8.56394 (93)
C 9604.1941 (33) 9555.5997 (44) 9862.34845 (140) 9862.34933 (114)
ΔC/2 −0.28904 (77) 0.2699 (49) 0.35121 (136) −0.35051 (110)
DK 36.042 36.042 36.070 36.070
ΔDK/2 −8.086 −8.086 −8.092 −8.092
DJK × 103 367.767 (92) 358.168( 109) 376.911 (169) 377.325 (101)
ΔDJK/2 × 103 −19.186 (139) −17.628 (168) −17.972 (102) −18.097 (83)
DJ × 103 3.6056 (207) 3.4887 (218) 3.76075 (44) 3.75968 (31)
ΔDJ/2 × 103 0.0165 (204) 0.0405 (221) 0.01861 (34) 0.01813 (26)
d1 × 106 −119.81 −118.22 −130.23 (44) −129.70 (36)
Δd1/2 × 106 9.71 9.59 10.54 (44) 10.88 (36)
d2 × 106 −24.383 −23.984 −27.119 (280) −27.739 (219)
Δd2/2 × 106 4.733 4.656 5.484 (167) 5.516 (165)
HK × 103 10.76 10.76 10.77 10.77
ΔHK/2 × 103 −6.45 −6.45 −6.46 −6.46
HKJ × 106 −257. −256. −235.5 (118) −196.2 (45)
ΔHKJ/2 × 106 72. 71. 84.4 (32) 82.3 (7)
HJK × 106 1.020 1.012 1.122 (86) 0.945 (44)
ΔHJK/2 × 106 −0.273 −0.270 −0.267 (26) −0.297 (11)
HJ × 109 −0.761 −0.750 −0.825 −0.825
ΔHJ/2 × 109 0.189 0.186 0.204 0.204
LK × 106 16.0 16.0 16.04 16.04
ΔLK/2 × 106 −5.3 −5.3 −5.32 −5.32
LKKJ × 106 −3.58 −3.56 −4.953 (239) −5.800 (54)
ΔLKKJ/2 × 106 0.343 0.343 0.353 0.353
LJK × 109 11.8 11.7 12.21 (266) 17.44 (94)
rms 0.039 0.032 0.042 0.043
σb 0.61 0.58 0.87 0.98

Notes. Our present data are given for H2N13CN to allow a direct comparison. Watson’s S reduction has been used in the representation Ir.

(a)

Numbers in parentheses are one standard deviation in units of the least significant figures. Parameters without uncertainties were estimated and kept fixed in the analyses. X = (X(0+)+X(0))/2 and ΔX = X(0)−X(0+).

(b)

Reduced standard deviation (unitless).

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