2017
DOI: 10.1002/mrc.4614
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Theoretical studies of the copper gyromagnetic factors for three novel Cu2+ coordination polymers with bi‐triazole ligand

Abstract: The copper electron paramagnetic resonance gyromagnetic factors are theoretically studied for three novel Cu coordination polymers [Cu(XL)(NO ) ] (1), {[Cu(XL)(4,4'-bpy)(NO ) ]•CH CN} (1a) and {[Cu(XL) ](NO ) •3.5H O} (2) with bi-triazole ligand (XL) = N,N'-bicyclo[2.2.2]oct-7-ene-2,3,5,6-tetracarboxdiimide bi(1,2,4-triazole) from the high-order perturbation calculations of the g factors for a rhombically elongated octahedral 3d group. The order (1 ≤ 1a < 2) of g can be illustrated by the dominant second-order… Show more

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Cited by 9 publications
(2 citation statements)
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“…In the above formulas, the power-law exponents t n ≈ 3 and 5 for n = 2 and 4. [27][28][29][30] A n (R) are the intrinsic parameters; as for 3d n ions in octahedral clusters, the relationships A 2 (R)/ A 4 (R) ≈ 9 $ 12 have been adopted to study the optical and EPR data of TM ions doped in many crystals [31][32][33][34] ; we take A 2 (R) ≈ 12 A 4 (R) here. Similarly, the tetragonal field parameters in Equation 4 can be obtained from the LS parameters of Cu 2+ center in MPPH (i.e., R jj and R ⊥ ) and superposition model [26] :…”
Section: Calculationmentioning
confidence: 99%
“…In the above formulas, the power-law exponents t n ≈ 3 and 5 for n = 2 and 4. [27][28][29][30] A n (R) are the intrinsic parameters; as for 3d n ions in octahedral clusters, the relationships A 2 (R)/ A 4 (R) ≈ 9 $ 12 have been adopted to study the optical and EPR data of TM ions doped in many crystals [31][32][33][34] ; we take A 2 (R) ≈ 12 A 4 (R) here. Similarly, the tetragonal field parameters in Equation 4 can be obtained from the LS parameters of Cu 2+ center in MPPH (i.e., R jj and R ⊥ ) and superposition model [26] :…”
Section: Calculationmentioning
confidence: 99%
“…Structural examples include orthogonal nets, cubane‐like tetramers, zigzag chains, and stair step polymers. The central copper(I) cation may exhibit two‐, three‐, four‐, or sixfold coordination forming rhombohedral Cu 2 I 2 units, linear [CuBr 2 ] – entities, ladder‐like [Cu 2 Br 3 ] – [6] edge‐shared or bi‐bridged Cu 2 Br 6 4– , Cu 2 X 6 4– dimers (X = Cl, Br, I), triangular [Cu 3 Br] or CuNX 2 units, tetrahedral Cu 2 X 2 /CuX 4 /Cu 2 X 6 /Cu 4 I 4 clusters, and distorted tetrahedral CuBr 4 2– [13] or octahedral CuX 6 coordination complexes . The great number of Cu coordination environment realized with halogen atoms (X) gives rise to a plethora of coordination polymers such as 1D (CuX) ∞ chains, 0D Cu 8 I 8 “double‐chains”, (CuX) ∞ columnar frameworks, (CuBr) ∞ , (CuI) ∞ layer, or 2D cuprous iodide layer Cu 4 I 5 – …”
Section: Introductionmentioning
confidence: 99%