Quantum mechanical ab initio calculations using relativistic effective
core potentials for tungsten are reported for isomers of WF4(Si2H2) a
nd WF4(CSiH2). The geometries are optimized at the Hartree-Fock level,
and the metal-ligand bond energies are calculated at MP2 and CCSD(T)
using valence basis sets of DZP quality. Four energy minimum structure
s are predicted for WF4(Si2H2). The energetically lowest lying isomer
is the disilaacetylene complex C4. Structure C4 is 10.1 kcal/mol lower
in energy than Cia, which has the most stable doubly bridged Si2H2 fo
rm as a side-on bonded ligand. Two other isomeric forms C1b and C2 are
clearly higher in energy. Three energy minimum structures are predict
ed for the WF4(CSiH2) complex. The global energy minimum is the silavi
nylidene complex C7, which has a very short and strong W-C double bond
. The silaacetylene complex C9 is 9.9 kcal/mol higher in energy. The t
hird isomer is the silylidene complex C8, which is 33.2 kcal/mol less
stable than C7. The electronic structure of the complexes is analyzed
using the NBO partitioning scheme and the topological analysis of the
electron density distribution. The results show that the polarization
of the W-Si bonds can be quite different among different molecules and
that it is very different from related complexes with W-C bonds. The
W-Si bonds are more polarized toward the tungsten atom.