The binding energy curves of SiH 3 -F have been investigated using ab initio valence bond self-consistentfield (VBSCF) methods. The atomic core electrons are treated both all-electron and by using an effective core potential (ECP) representation; for comparison and testing purposes. The VB wave function is expressed in terms of the covalent (SiH 3 :F) and ionic (SiH 3 + F -,SiH 3 -F + ) configurations, and the nonorthogonal orbitals are expanded in conventional atom-centered Gaussian basis sets. Several theory levels are applied, up to the use of different orbitals for different VB structures and allowing delocalization mixing among the passive SiH 3 and F fragment orbitals. Replacing the core electrons with an ECP is found to generally have a relatively small effect on the calculated ground state bond dissociation energy (BDE) curve, but a much larger effect on the individual covalent and ionic structure energy curves. Delocalization mixing is found to be important to achieving high accuracy for the equilibrium bond distance (R e ), BDE (D e ), and dipole moment of SiH 3 F. The SiH 3 + F -ionic structure curve is found to lie below the covalent energy curve from at least R(C-F) ) 1.3 Å out to ∼2.5 Å, but is stable relative to the dissociation asymptote by less than half of the ground state D e . The magnitude of D e in SiH 3 -F is, therefore, determined by resonance coupling between the covalent and ionic structures (H 12 ), where the dominant VB structure at R e is SiH 3 + F -. The SiH 3 :F covalent curve is found to be nearly as repulsive at its R e value (1.59 Å) as previously found for CH 3 :F at its R e (1.38 Å). The proportionality constant K in the equation H 12 ) KS 12 [H 11 + H 22 ]/2, where H ij and S ij (i, j ) 1, 2) are the Hamiltonian and overlap matrix elements, respectively, between the covalent and ionic configurations, has been evaluated using the results of these calculations. At the localized fragment theory level, K is found to be very close to 1 and remarkably constant over the range of R(Si-F) distances sampled here, independent of core representation and basis set.