The
microwave spectrum of 1-isocyano-1-silacyclopent-3-ene has
been obtained from broad-band chirped-pulse Fourier transform microwave
spectroscopy. The rotational constants (RCs) for the standard abundant
isotopic species are A = 3328.4182(23), B = 1017.69404(53), and C = 1012.33297(58) MHz. The
symmetric quartic centrifugal distortion constants, using the Ir representation in CS
symmetry
for ΔJ,ΔJK, ΔK,
and δJ, have been evaluated; similarly, the 14N nuclear quadrupole coupling has been determined. Several
singly substituted isotopologues observed in natural abundance enabled
most of the heavy atom substructure to be determined. The five-membered
ring is close to planar, but the orientation of the isocyanate unit,
derived from the N13CO spectrum, unexpectedly lies above
the ring center in a cis C2,5–Si–NC
conformation. Our initial equilibrium structural searches led to a
trans orientation of the C2,5–Si–NC
unit, i.e., bending away from the ring. When the cis conformation
was applied, the final equilibrium structure, assuming CS
symmetry, gave RC values of 3221.3 (A), 1037.0 (B), and 1031.3 (C) MHz,
very close to the MW values. This enabled the full-equilibrium structure
to be determined with confidence. The principal bond lengths were
1.7157 (Si–N), 1.8696 (Si–C), 1.1998 (NC), and
1.1737 (CO) Å, with angles 163.3 (Si–NC),
178.1 (NCO), 96.5 (C–Si–C), and 118.7°
(C–CC), respectively. The extensive widening of the
SiNC angle is particularly notable; the SiNCO unit has a trans dihedral
angle. The cis orientation implies a (weak) attractive force between
the ring and isocyanate groups by a through-space interaction. An
atoms in molecule study, where the local minima of electron density
are determined, fails to disclose the exact nature of the interaction;
however, a highly polarized skeleton was obtained. A systematic theoretical
study of the Si–NC angle potential energy surface (PES)
relative to the ring gave a very shallow double minimum with the barrier
being less than 1 cm–1; a polynomial fit to the
surface shows major contributions of both harmonic and quartic components.
A similar study of the XSiN angle, where X is at the ring center,
also gave a PES with considerable quartic character.