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26
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Selected bond lengths [A] and angles [°] for 1: Ni-N1 2.0829(17, Ni-N2 2.1883(17, Ni-N3 2.1346(17, Ni-CI12.3914(6, Ni-Cl2 2.2870(6, N1-Ni-N2 85.23(6, Ni-Ni-N3 86.89(6, Ni-Ni-Cl1 93.37(5, Ni-Ni-Cl2 121.52(5, N2-Ni-N3 82.77(6, N2-Ni-Cl1 176.38(4, N2-Ni-Cl2 93.10(5, N3-Ni-Cl1 93.83(5, N3-Ni-Cl2 150.98(5, Cl1-Ni-Cl2 90.48(2, For 2: Ni-N1 2.080(3, Ni-N2 2.208(3, Ni-N3 2.127(3, Ni-Br1 2.5480(8, Ni-Br2 2.4615(8, N1-Ni-N2 85.24(12, N1-Ni-N3 87.43(13, N1-Ni-Br1 94.73(9, N1-Ni- Br2 118.20(9, N2-Ni-N3 81.80(12, N2-Ni-Br1 177.50(8, N2-Ni-Br2 93.54(9, N3-Ni-Br1 95.69(9, N3-Ni-Br2 153.62(9, Br1-Ni-Br2 88.68(3, For 3: Ni-N1 2.068(2, Ni-N2 2.152(2, Ni-N3 2.114(2, Ni-N1B 2.014(3, Ni-N2A 1.982(3, N1-Ni-N2 86.28(10, N1-Ni-N3 87.18(9, N1-Ni-N1B 92.94(12, N1-Ni-N2A 121.36(11, N2-Ni-N3 83.46(9, N2-Ni-N1B 177.75(10, N2-Ni-N2A 93.32(11, N3-Ni-N1B 94.39(10, N3-Ni-N2A 151.11(11, N1B-Ni-N2A 88.9012
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Selected bond lengths [A] and angles [°] for 1: Ni-N1 2.0829(17), Ni-N2 2.1883(17), Ni-N3 2.1346(17), Ni-CI12.3914(6), Ni-Cl2 2.2870(6); N1-Ni-N2 85.23(6), Ni-Ni-N3 86.89(6), Ni-Ni-Cl1 93.37(5), Ni-Ni-Cl2 121.52(5), N2-Ni-N3 82.77(6), N2-Ni-Cl1 176.38(4), N2-Ni-Cl2 93.10(5), N3-Ni-Cl1 93.83(5), N3-Ni-Cl2 150.98(5), Cl1-Ni-Cl2 90.48(2). For 2: Ni-N1 2.080(3), Ni-N2 2.208(3), Ni-N3 2.127(3), Ni-Br1 2.5480(8), Ni-Br2 2.4615(8); N1-Ni-N2 85.24(12), N1-Ni-N3 87.43(13), N1-Ni-Br1 94.73(9), N1-Ni- Br2 118.20(9), N2-Ni-N3 81.80(12), N2-Ni-Br1 177.50(8), N2-Ni-Br2 93.54(9), N3-Ni-Br1 95.69(9), N3-Ni-Br2 153.62(9), Br1-Ni-Br2 88.68(3). For 3: Ni-N1 2.068(2), Ni-N2 2.152(2), Ni-N3 2.114(2), Ni-N1B 2.014(3), Ni-N2A 1.982(3); N1-Ni-N2 86.28(10), N1-Ni-N3 87.18(9), N1-Ni-N1B 92.94(12), N1-Ni-N2A 121.36(11), N2-Ni-N3 83.46(9), N2-Ni-N1B 177.75(10), N2-Ni-N2A 93.32(11), N3-Ni-N1B 94.39(10), N3-Ni-N2A 151.11(11), N1B-Ni-N2A 88.90(12).
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0001007602
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38849190138
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Racah parameters for the NiII ion: B, 860 cm-1, C, 3350cm-1, ζ, 600 cm-1. Parameters for 1: e σ(N1, 4628 cm-1, eσ(N2)=3671 cm-1, eσ(N3, 4150 cm-1, e σ(Cl1, 3029 cm-1, eσ(Cl1, 1244 cm-1, eσ(Cl2)=3792 cm-1, e π(Cl2, 1628cm-1; parameters for 2: e σ(N1, 4729 cm-1, eσ(N2, 3508 cm-1, e, N3)=4219cm-1, eσ(Brl, 2613 cm -1, eπ(Brl, 900 cm-1, e σ(Br2, 3102 cm-1 eσ(Br2, 1106 cm-1, parameters for 3; eσ(N1)=4868 cm -1, eπ(N2, 3989 cm-1, e σ(N3, 4361 cm-1, eπN1B, 4898 cm
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[11g]
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39
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38849115155
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To determine how the structural and electronic effects combine to determine the magnetic anisotropy, we should analyze the anisotropy as a function of θ, eσ, and eπ As the variation of D with eσ is slightly slower than that with θ, we chose to simplify the analysis by carrying out a series of calculation in which theta; and eπ/eσ were varied, while e σ was maintained at a constant value
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σ was maintained at a constant value.
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-1.
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-1.
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-1 and EID=0.04).
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-1 and EID=0.04).
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42
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G. M. Sheldrick, SHELXS-97, Program for crystal structure solution, University of Göttingen, Göttingen, Germany, 1990;
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a) G. M. Sheldrick, SHELXS-97, Program for crystal structure solution, University of Göttingen, Göttingen, Germany, 1990;
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G. M. Sheldrick, SHELXL-97, Program for the refinement of crystal structures from diffraction data, University of Göttingen, Göttingen, Germany, 1997.
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b) G. M. Sheldrick, SHELXL-97, Program for the refinement of crystal structures from diffraction data, University of Göttingen, Göttingen, Germany, 1997.
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J. van Slageren, S. Vongtragool, B. Gorshunov, A. A. Mukhin, N. Karl, J. Krzystek, J. Telser, A. Müller, C. Sangregorio, D. Gatteschi, M. Dressel, Phys. Chem. Chem. Phys. 2003, 5, 3837.
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Müller, A.8
Sangregorio, C.9
Gatteschi, D.10
Dressel, M.11
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