1980
DOI: 10.1016/0009-2614(80)85078-0
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Multi-centre contributions to the anisotropic hyperfine interactions in the cu(ii) bis(dithiocarbamate) complex. Proton hyperfine couplings

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Cited by 35 publications
(5 citation statements)
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“…At large distances this term can be presented by a point-dipole approximation. , The “bond” contribution arises from the unpaired spin density in the bonds surrounding atom N i . Finally, the three-center terms arise from the spin density in remote bonds and are given by A similar partitioning has been carried out before by Keijzers and Snaathorst and the individual terms were evaluated with STO-6G fits to extended Hückel orbitals for [Cu(dtc) 2 ] 15d. In this section A nonloc , , , and A orb are assumed to be small corrections that will be neglected.…”
Section: Theorymentioning
confidence: 99%
See 1 more Smart Citation
“…At large distances this term can be presented by a point-dipole approximation. , The “bond” contribution arises from the unpaired spin density in the bonds surrounding atom N i . Finally, the three-center terms arise from the spin density in remote bonds and are given by A similar partitioning has been carried out before by Keijzers and Snaathorst and the individual terms were evaluated with STO-6G fits to extended Hückel orbitals for [Cu(dtc) 2 ] 15d. In this section A nonloc , , , and A orb are assumed to be small corrections that will be neglected.…”
Section: Theorymentioning
confidence: 99%
“…However, much fewer computations have been reported for the interpretation of ligand SHFCs in transition metal complexes. Detailed early work is due to Keijzers and co-workers who correlated high precision experimental data on [Cu(dtc) 2 ] with extended Hückel calculations. , Geurts et al studied the same system using the Hartree−Fock Slater (HFS) method. They evaluated metal- and ligand-SHFC tensors as well as the g -tensor using uncoupled Kohn−Sham (KS) perturbation theory and found good agreement between theory and experiment .…”
Section: Introductionmentioning
confidence: 99%
“…In (11), Xk~ represents the Kth atomic orbital centred at the nucleus k. Keijzers and Snaathorst [19] have shown that, in general, these multieentre contributions cannot be neglected. For centres with high spin density (metal), however, the one centre terms dominate the remaining integrals.…”
Section: Hze~ = It +Ges~mentioning
confidence: 99%
“…This restriction may be dropped by using spin polarized wave functions [36] of the type r = det {r t~,.. Cno~r162 (19) The spin density at a point R is then given by…”
Section: Carbon-13 Hyperfine Tensorsmentioning
confidence: 99%
“…The assignment to the correct protons and the analysis of another five tensors was possible only by elaborate computer calculations as described earlier. 25 In this method, the coefficients of the molecular orbital of the unpaired electron (as obtained from the EHMO calculation) are used to calculate the hyperfine coupling tensors, including the two-and three-centre contributions. From these theoretical tensors, the predicted ENDOR frequencies are calculated and compared with the experimental frequencies.…”
Section: Endor S P E C M -mentioning
confidence: 99%