1985
DOI: 10.1246/cl.1985.631
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Orbital Complementary and Countercomplementary Effects in Superexchange Interaction Through Heterobridges in Binuclear Copper(ii) Complexes

Abstract: Low antiferromagnetism of μ-alkoxo-μ-carboxylatodicopper(II) complexes were reasonably explained in terms of the orbital countercomplementary effect based on Hoffmann’s theory for superexchange interaction.

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Cited by 80 publications
(34 citation statements)
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“…The 27-value based on the Bleaney-Bowers equation is +62.8 cm-1, indicating that weak ferro magnetic interaction is operating in this complex. This behaviour is quite different from that of the analogous derivatives, such as [Cu2(L)(CH3COO)] and [Cu2(L)(C6H5COO)], where weak antiferro magnetic interaction is operating [6].…”
Section: Fig 1 O R T E P Drawing O F [Cu2(l)(2-pyridonate)]contrasting
confidence: 60%
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“…The 27-value based on the Bleaney-Bowers equation is +62.8 cm-1, indicating that weak ferro magnetic interaction is operating in this complex. This behaviour is quite different from that of the analogous derivatives, such as [Cu2(L)(CH3COO)] and [Cu2(L)(C6H5COO)], where weak antiferro magnetic interaction is operating [6].…”
Section: Fig 1 O R T E P Drawing O F [Cu2(l)(2-pyridonate)]contrasting
confidence: 60%
“…Therefore, when the copper(II) ions are linked by alkoxide and benzoate ions and the angle C u -O -C u (O: alkoxo oxygen) is larger than 90°, the energies of cp% and cpa orbitals are lifted by the benzoate and alkoxide bridges, respectively, resulting in a diminished energy separation of <ps and cpa orbitals as compared with that of a single-alkoxide bridged complex. Thus, the reduced -27 value (+190 cm-1) is reasonably explained [6], Since the orbital phase of the highest a-donor orbital of 2 -py ridonate is the same as that benzoate, we can antici pate weak antiferromagnetism for [Cu2(L)(2-pyrido- Table IV According to Kahn et al [16], 7Af is als° depend ent on the dihedral angle between the two planes containing the copper(II) ion, and reaches nearly zero when the dihedral angle decreases from 180 to 130°. In the present complex [Cu2(L)(2-pyridonate)], the dihedral angle is 121°, which is near 130°.…”
Section: Fig 1 O R T E P Drawing O F [Cu2(l)(2-pyridonate)]mentioning
confidence: 72%
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“…Therefore, the ferromagnetic intra-chain Cu-Cu coupling found in compound 1 has to be explained with the counter-complementarity effect of the two antiferromagnetic couplings [29,30].…”
Section: Spectroscopy and Magnetismmentioning
confidence: 99%