2016
DOI: 10.1134/s1070328416070010
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Copper(II) complexes based on 2-thenoyltrifluoroacetone aroyl hydrazones: Synthesis, spectroscopy, and X-ray diffraction analysis

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Cited by 6 publications
(5 citation statements)
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“…The EPR parameters for the Cu- [I-Cu] 6 hexamer with tyrazine fragments (L1), had the following values: g = 2.119, a cu = 89.6 E, α 2 = 0.81, whereas for the oligomer with aminoresorcinol ligands, these values were within the following range: g = 2.108, a Cu = 95.84 E, α 2 = 0.89. The αparameter calculated from the isotropic EPR parameters using Formula (2) [ 48 ]: characterizes the degree of covalence of the copper-ligand bond. If the oligomer based on II had α 2 = 0.89, then the oligomer based on I was somewhat lower (0.81).…”
Section: Resultsmentioning
confidence: 99%
“…The EPR parameters for the Cu- [I-Cu] 6 hexamer with tyrazine fragments (L1), had the following values: g = 2.119, a cu = 89.6 E, α 2 = 0.81, whereas for the oligomer with aminoresorcinol ligands, these values were within the following range: g = 2.108, a Cu = 95.84 E, α 2 = 0.89. The αparameter calculated from the isotropic EPR parameters using Formula (2) [ 48 ]: characterizes the degree of covalence of the copper-ligand bond. If the oligomer based on II had α 2 = 0.89, then the oligomer based on I was somewhat lower (0.81).…”
Section: Resultsmentioning
confidence: 99%
“…The interaction of glutamic acid with the selected substances was studied using the classical isothermal solubility method [10][11][12]. As practice has shown, this method of studying ternary systems is the simplest, most convenient, and provides reliability and reproducibility of the obtained data, especially when isolating new double and complex compounds, hydrate forms, and phases of variable composition in solid solutions.…”
Section: Methodsmentioning
confidence: 99%
“…These coefficients α and α′ are related to each other by the normalization equation ( 6), where S is the overlap integral. The energy of the isotropic hyperfine interaction of the unpaired electron with the ligand nuclei is expressed by the equation ( 6) [28,29], in this equation γ N -is the gyromagnetic ratio of the nitrogen atom, β о -is the Bohr magneton, β N -is the nuclear magneton, ρ N (0)is the density 2s-orbitals on the nucleus of the nitrogen atom.…”
Section: ħ=G•β•h O •S + <A Cu > I Cu •S + a Nj •I Nj •Smentioning
confidence: 99%