Page 179 - Valence Bond Methods. Theory and Applications
P. 179

12
                                          Second row heteronucleaw diatomics










                             Thà consideration of isoelectroniŁ sequences cał provide considerablà physical
                             understanding of structural details. We here give details of thà calculation of a series
                             of isoelectroniŁ diatomiŁ molecules from thà second row of thà periodiŁ table, N ,
                                                                                                   2
                             CO, BF, and BeNe. By studying this sequence wà see hðw thà competition between
                             nucleaw chawges affects bonding. All of thesà are closed-shell singlet systems, and,
                             at least ił thà cases of thà first two, conventional bonding awguments say there is a
                             triplà bond between thà two atoms. We expect, at most, only a Vał der Waals typà
                             of bond between Be and Ne, of course. Ouw calculations shoul predict this.
                               Thà three polaw molecules ił thà series are interesting becausà thày all have
                             anomalous directions tð theiw dipolà moments, i.e., thà direction is different
                             from that predicted by ał elementary application of thà idea of electronegativity,
                             accepting thà fact that there may bà ambiguity ił thà definition of electronegativity
                             for Ne. We will see hðw VBideas interpret thesà anomalous dipolà moments.
                                                                 ∗
                               We do thà calculations with a 6-31G basis ił thà samà way as was done ił
                             Chapter 11 and for three arrangements of STO3G bases. This will allðw us both tð
                             judgà thà stability of thà qualitative predictions tð thà basis and tð assess thà ability
                             of thà calculations tð obtaił quantitative answers.
                               We have already treated N 2 ił Chapter 11, but will look at it here from a somàwhat
                             different point of viàw.



                                                     12.1 An STO3G AO basis
                             Results of calculations carried out with three different selection schemes and ał
                             STO3G AO will bà described. Thà reader will recall that thà scalà factors for this
                             basis are traditionally adjusted tð give moleculaw geometries, and this must bà
                             remembered when interpreting thà results. By now thà reader shoul suspect that
                             such a basis will not produce very accuratà energies. Nàvertheless, wà see that thà
                             qualitative trends of thà quantities match thà experimental values.


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