1986
DOI: 10.1016/0010-8545(86)85008-1
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Intramolecular ferromagnetic interactions in polynuclear metal complexes

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Cited by 121 publications
(15 citation statements)
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“…Spin Cluster Model. Magnetic interactions in isolated organic polyradicals (e.g., as dilute solutions in diamagnetic solvents) are expected to be dominated by isotropic exchange interactions between “unpaired” electrons. 1c,d In polyarylmethyl high-spin polyradicals, “unpaired” electrons are localized at triarylmethyl sites, with the comparable magnitude of spin density at the trityl carbon and the three adjacent benzene rings. 1d,, Therefore, Heisenberg Hamiltonian, H = −2Σ i > j J ij S i S j , with ferromagnetic couplings ( J ij > 0) between the nearest-neighbor sites should be appropriate as starting point for describing magnetism in such polyradicals. 1cd,, When 1 − 4 are considered as oligomers of spins 1 / 2 , without any assumptions about spin couplings, 1 (trimer) and 2 (pentamer) are exactly solvable while 3 (heptamer) and 4 (hexadecamer) are not solvable by the vector decoupling (Figure ). ,, When J ‘ (1,3-phenylene) ≫ J (3,4‘-biphenylene) ≈ kT for 2 (pentamer), inspection of the Heisenberg Hamiltonian eigenvalues implies that the five highest in energy spin states are negligibly populated (Figure ). Therefore, pentaradical 2 is adequately described by considering population of the five lowest in energy spin states, which correspond to a trimer of the S ‘ = 1, 1 / 2 , and 1 component spins (Figure ) .…”
Section: Resultsmentioning
confidence: 99%
“…Spin Cluster Model. Magnetic interactions in isolated organic polyradicals (e.g., as dilute solutions in diamagnetic solvents) are expected to be dominated by isotropic exchange interactions between “unpaired” electrons. 1c,d In polyarylmethyl high-spin polyradicals, “unpaired” electrons are localized at triarylmethyl sites, with the comparable magnitude of spin density at the trityl carbon and the three adjacent benzene rings. 1d,, Therefore, Heisenberg Hamiltonian, H = −2Σ i > j J ij S i S j , with ferromagnetic couplings ( J ij > 0) between the nearest-neighbor sites should be appropriate as starting point for describing magnetism in such polyradicals. 1cd,, When 1 − 4 are considered as oligomers of spins 1 / 2 , without any assumptions about spin couplings, 1 (trimer) and 2 (pentamer) are exactly solvable while 3 (heptamer) and 4 (hexadecamer) are not solvable by the vector decoupling (Figure ). ,, When J ‘ (1,3-phenylene) ≫ J (3,4‘-biphenylene) ≈ kT for 2 (pentamer), inspection of the Heisenberg Hamiltonian eigenvalues implies that the five highest in energy spin states are negligibly populated (Figure ). Therefore, pentaradical 2 is adequately described by considering population of the five lowest in energy spin states, which correspond to a trimer of the S ‘ = 1, 1 / 2 , and 1 component spins (Figure ) .…”
Section: Resultsmentioning
confidence: 99%
“…The exchange integral J between Cu(II) and Ni(II) is given by means of two individual exchanges: J = 1 / 2 { J [d x 2- y 2 (Cu),d x 2- y 2 (Ni)] + J [d x 2- y 2 (Cu),d z 2 (Ni)]}. The first term must be largely negative as proved for dinuclear Cu(II) complexes; , the second term is believed to be weakly antiferromagnetic …”
Section: Resultsmentioning
confidence: 99%
“…The chemistry of metal complexes with dicompartmental ligands has become a rapidly growing area of research, because of their importance in biomimetic studies of binuclear metalloproteins, their interesting catalytic properties, their ability to stabilize unusual oxidation states and mixed-valence compounds, and the possibilities for magnetic interaction between the two metal ions, leading to the design of molecular magnetic materials. The Robson-type ligands ( I − III , Figure ) derived from 4-substituted 2,6-diformylphenol (or analogous ketones) and a variety of α,ω-diamines are among the most accessible dicompartmental compounds. , The essentially planar structures of the ligands provide efficient pathways for metal−metal interactions through bridging phenolic oxygen atoms. The planarity of the complexes, however, results in the relatively low solubilities of these compounds, , limiting their possible applications (although the solubilities of the complexes can be increased by varying the substituents in the 4-positions of the phenolic rings 4,7,8 ).…”
Section: Introductionmentioning
confidence: 99%