Table 1
Molecular parameters for dimethyl sufide in the principal axis system derived from the least-squares fitted parameters in Appendix A (fit BELGI-Cs-2Tops) compared with some parameters from a XIAM fit (Fit XIAM), ab initio (Calc.) and previous works (Fit (00), Fit (10) and Fit (01)).
Par.a | Unit | Fit BELGI-Cs-2Tops b | Fit XIAMc | Fit (00)d | Fit (10)e | Fit (01)f | Calc.g | |
|
||||||||
(ν11, ν15)h | (0,0); (1,0); (0,1) | (0,0) | (0,0) | (1,0) | (0,1) | (0,0) | ||
A | MHz | 17 782(18) | 17 809.72591(81) | 17 809.735(8) | 17 825.694(46) | 17 839.462(28) | 17 832.46 | |
B | MHz | 7659.7(2.2) | 7622.12409(52) | 7621.098(2) | 7591.081(25) | 7575.045(16) | 7631.16 | |
C | MHz | 5729.7546(62) | 5716.74222(58) | 5717.769(2) | 5700.782(14) | 5711.045(9) | 5725.53 | |
f1 = f2 | cm-1 | 5.72048(74) | 5.8636i | 5.8669i | 5.8604i | 5.8679i | 5.8259i | |
Iα1 = Iα2 | uÅ2 | 3.241974j | 3.1586192j | 3.15552i | 3.15552i | 3.15552i | ||
V31 = V32 | cm-1 | 735.784(44) | 753.68(14) | 752.04(84) | 838.29(31) | 848.44(21) | 706.7 | |
f12 | cm-1 | 0.490(12) | −0.324i | −0.321i | −0.309i | −0.325i | −0.2971 | |
V12S | cm-1 | −32.86(44) | −30.0(51) | 6.075 | ||||
ρ1a = ρ2a | −0.09009(44)k | |||||||
ρ1b = −ρ2b | −0.03014(17)k | |||||||
ρ1 = ρ2 | 0.09500(47)k | 0.09234j | ||||||
∠(i1,a) l | 37.8331m | 38.1545i | 38(6) | 39.107(86) | 38.27(49) | 40.7 | ||
∠(i1,b) n | 52.1668m | 51.8455i | 52i | 51i | 51.7i | 49.3 | ||
∠(i1,c) | ° | 90.0o | 90.0o | 90.0o | 90.0o | 90.0o | 90.0 | |
Np | 602/578 | 99 | 63 | 33 | 33 | |||
rmsq | kHz | 54.4 kHz/0.00085 cm-1 | 9.3 | 11 | 35 | 21 |
Notes.
BELGI-Cs-2Tops parameters from the fit shown in Appendix A, derived after a quasi PAM to PAM transformation.
Parameters for the ground state given in Table 2 of (Niide & Hayashi 2004).
Parameters for the (ν11,ν15 = 1,0) state given in Table 2 (called (10)p) of (Niide & Hayashi 2004).
Parameters for the (ν11,ν15 = 0,1) state given in Table 2 (called (10)m) of (Niide & Hayashi 2004).
Ground state parameters calculated at the CCSD(T)/CBS(T,Q)+CV(CT)+Bvib (CCSD/VTZ) level of theory (see Table II of (Senent et al. 2014)).
Notation for the two excited torsional levels (see (Senent et al. 2014) and text).
Derived from Eqs. (11) and (12) of (Ohashi et al. 2004).
Angle between the top 1 axis and the principal a-axis. The angle ∠(i2,a) can be derived from the relation π−(i1,a).
Derived from Eqs. (10), (13) and (14) of (Ohashi et al. 2004).
Angle between the top 1 axis and the principal b-axis. Derived from the relation . Note that ∠(i1,b) = ∠(i2,b) due to symmetry.
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