Table 1: Equilibrium geometry (in $\AA$) dipole moment ($\mu $, in Debyes), rotational constants ($B_{\rm e}$, $D_{\rm e}$ and B0, in MHz), harmonic wavenumbers ( $\omega _{i}$, in cm-1), and intensities (I, in Debyes2/$\AA^{2}$ amu) of l-SiCCC.
    RCCSD(T) RCCSD(T) UCCSD(T) CASSCF CASSCF CASSCF MCSCF CCSD(T) MP2 CISD $m\omega^g$
    cc-pVDZa cc-pVTZb cc-pVTZb cc-pVDZa cc-pVTZb cc-pVQZb 6-31G(d)c cc-pVQZd 6-31G(d)e DZPf  
R1 (Si-CCC str) 1.7662 1.7447 1.7427 1.7531 1.7410 1.7197 1.74 1.7249 1.732 1.722  
R2 (SiC-CC str) 1.3299 1.2959 1.2954 1.2966 1.2841 1.2956 1.29 1.2899 1.297 1.298  
R3 (SiCC-C str) 1.3120 1.3108 1.3133 1.3111 1.3003 1.2987 1.31 1.3062 1.3111 1.3070  
$\mu $           4.0293 4.4064          
$B_{\rm e}$   2636.4 2705.49 2706.86 2691.68 2736.88 2753.16         2747.7085
B0   2637.8     2690.45              
$D_{\rm e} \times 10^{-6}$   221.529     218.844             255.23
$\omega_1 (\sigma)$ (C-C-C stretching) 2016.2 2040 1971 2070.0 2060 2005 (I=152) 2055   2003    
$\omega_2 (\sigma)$ (Si-C stretching) 1368.8 1391 1318 1357.1 1365 1366 (I=11) 1342   1332    
$\omega_3 (\sigma)$ (C-C-C stretching) 593.8 612 606 611.3 621 639 (I=4) 613   629    
$\omega_4 (\pi)$ (trans-bending) 379.8 384 381 443.1 455 463 (I=9) 382   380    
$\omega_5 (\pi)$ (cis-bending) 147.2 147 147 166.9 175 166 (I=3) 150   151    

a This work. Values derived from our 6D PES; b this work. Values obtained using standard approaches implemented in MOLPRO. Refs. (Eckert et al. 1997) (Rauhut et al. 1999); c Ref. (Rintelman et al. 2001); d Ref. (Sattelmeyer et al. 2002); e Ref. (Gomei et al. 1997); f Ref. (Alberts et al. 1990); g Ref. (McCarthy et al. 2000).


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