Effect of 3d heterometallic ions on the magnetic properties of azido-Cu(II) with isonicotinic acid coligands: A theoretical perspective
Graphical abstract
The magnetic coupling constant of 3d heterometallic azido-Cu(II) complexes with isonicotinic acid coligands were calculated. The supposedly empty 4s/4p/4d orbitals of the MII ions are found to play an important role in the mechanism of magnetic coupling and are probed using NBO analysis. As the number of unpaired electrons on the MII ions increases, the number of electrons that occupy the empty 4d orbitals with the highest energy and overlap integrals of the magnetic orbitals in the CuIIMII (M = Cu, Ni, Co, Fe, Mn) model complexes increases accordingly, and the magnetic coupling constant gradually decreases.
Introduction
In molecular-based magnets, ligands and paramagnetic centre chains are connected as described by coordination chemistry. Molecular-based magnets have a small mass and density as well as good solubility and chemical regulation performances [[1], [2], [3], [4], [5], [6]]. Thus, they have attracted much attention because of their potential application value in high-density information storage, quantum computing, spin electronics and big data. The key to constructing molecular-based magnets with ideal magnetic properties is selecting high-performance bridging ligands [[7], [8], [9], [10], [11], [12], [13], [14], [15]]. The high-performance bridging ligands must possess good coordination ability and electron transmission capacity and maintain an appropriate distance between adjacent metal paramagnetic centres, thus realising the maximum overlap of molecular orbitals. To date, conjugated micromolecular bridging ligands of multiple types have been the most commonly researched ligands. Common micromolecular bridging ligands include nitrine (N3−), thiocyanate (SCN−), oxalato (C2O42−) and carboxylate (RCOO−) bridges [[16], [17], [18], [19], [20], [21], [22], [23], [24], [25]]. In some available micromolecular bridging ligands, the azide anion shows good coordination ability, a unique and diversified coordination mode and outstanding magnetic transmission ability. Therefore, the azide anion is commonly applied to construct molecular-based magnets, and the major coordination modes are shown in Fig. 1 [[12], [13], [14], [15], [16], [17], [18], [19], [20], [21], [22], [23], [24], [25], [26], [27]].
Although N3− has rich bridging modes, pure metal azides are unstable and generally require a certain proportion of coligands to increase stability. The selection of coligands generally determines the structure and performance of metal azides. Because carboxylic ligands have rich coordination modes and good electron transmission capacity, they are introduced into the azide complex to improve stability and regulate the magnetic properties. A 3d-3d heterometallic complex is formed by introducing 3d heterometallic ions into an azido-Cu(II) complex system. The magnetic properties of the 3d-3d heterometallic complex can be adjusted by changing the spin centre to control the magnetic anisotropy of the system. Moreover, the role of specific spin centres in magnetic behaviour can be investigated to help explain the mechanisms of the magnetic exchange behaviour of spin centres connected by specific ligands, and new molecular-based magnetic materials can be obtained. In some heterospin systems, electrons can freely jump among different spin carriers and introduce new light, electricity and magnetic properties. Zhao and Gao et al. synthesised a series of 3d-3d heterometallic complexes containing azide and carboxylic acids [[28], [29], [30], [31], [32], [33], [34], [35], [36], [37], [38], [39], [40], [41]]. Moreover, the magnetic properties of the complex can be adjusted by changing the type of metal ions, providing a new method for the regulation of the magnetic behaviours of molecular-based magnets and directional design synthesis. To examine the effects of 3d heterometallic ions on the magnetic properties of the azido-Cu(II) complex, 3d heterometallic azido-Cu(II) complexes with benzoate coligands and heterocycle carboxylic acid coligands ([Cu(4-aba)(N3)]n (4-aba = 4-azidobenzoic acid) [31] [Cu(4-tfmba)(N3)(solvent)]n (4-tfmba = 4-trifluoromethyl benzoic acid) [32] [Cu(3-fba)(N3)(C2H5OH)]n (3-fba = 3-fluorobenzoic acid) [33] [Cu(2,6-dfba)(N3)(CH3OH)]n (2,6-Hdfba = 2,6-difluorobenzoic acid) [34] [(CuL)2Mn(N3)2], (H2L = N,N′-bis(salicylidene)-1,3-propanediamine) [35] [(CuIIL)2CoII(N3)2] (H2L=N,Nˊ-bis(salicylidene)-1,3-propanediamine) [41] [Mn(salophen)(H2O)]2[Cu2(N3)6]· 4H2O [42] [Co2(CuL)4(l-N3)4]·2CH3OH (H2L = 2,3-dioxo-5,6,14,15-dibenzo-1,4,8,12-tetraazacyclopentadeca-7,13-dien) [43] [CuNi(N3)2(isonic)2]∞ [40] and [CuCo(N3)2(isonic)2]∞ [40] and {[M(cyclam)][FeL(N3)(m1,5-N3)]2} (H2L = 4,5-dichloro-1,2-bis(pyridine-2-carboxamido) benzene) [44] were chosen to explore the relationship between the magnetic coupling constant of the paramagnetic centres of the CuIIMII azide-Cu(II) series complexes and the MII metal ions. By considering the effects of calculation conditions on the magnetic coupling constant between CuII and MII paramagnetic centres, appropriate calculation conditions were chosen. Later, the CuII ions were fixed, and the MII (M = Mn, Fe, Co, Ni, Cu) ions were changed to calculate the magnetic coupling constant (J) between paramagnetic centres. The relationship between the magnetic coupling constant and the heterometallic ion MII was analysed using Mulliken spin density analysis and natural bond orbital analysis, enriching and perfecting the molecular magnetic contents. In the present study, the conclusions provide certain theoretical references for the controlled synthesis of new molecular-based magnets.
Section snippets
Computational method
The magnetic coupling constant between CuII and MII paramagnetic centres can be described by the Heisenberg-Dirac-Van Vleck Hamiltonian:where J is isotropic in nature and SM and SCu are the spins of the MII ions (SMn = 5/2, SFe = 2, SCo = 3/2, SNi = 1, SCu = 1/2) and CuII ion (S = 1/2). J is the magnetic coupling constant between the CuII and MII paramagnetic centres, and and are the spin operators of MII and CuII, respectively. The value and sign of J express the type
Magnetic coupling constant (J)
To assess the method for the chosen complex H4[CuNi(N3)3(isonic)5], we have chosen some generalised gradient approximation (GGA) functionals (XLYP [64], PW91 [[65], [66], [67], [68], [69]], BP86 [45,46], BLYP [70,71], PBE [72,73] and OLYP [74]) and some hybrid GGA functionals (B1LYP [75], B3LYP [45,46,76,77], B3LYP* [78], B3P86 [45,46,79], X3LYP [80], O3LYP [[81], [82], [83]], PBE0 [72,73,84] and B3PW91 [85]) with the def2-TZVP basis set (Table 1) [47,48]. The computed magnetic coupling
Effects of MII ions on the magnetic properties of the azido-Cu(II) complexes
According to experimental studies [[31], [32], [33], [34], [35], [36], [37], [38], [39], [40], [41], [42], [43], [44]] introducing heterometallic ions into an azido-Cu(II) complex system makes the magnetic interaction between the different paramagnetic centres different from that between identical paramagnetic centres. When ligands and ligand fields are similar, the magnetic coupling constant between paramagnetic centres is negatively related to the number of unpaired electrons in 3d
Summary and conclusions
In the present study, the magnetic properties of the CuIINiII complex (H4[CuIIMII(N3)3(isonic)5]) formed by azide and isonicotinic acid were examined at the B1LYP/def2-TZVP level using the DFT-BS method. The calculated magnetic coupling constant (Jcalc) agreed well with the experimental value and accurately described the magnetic properties. According to the magnetic orbital analysis, CuII and NiII ions had strong orbital interactions with azide anions and isonicotinic anions. The main
Declaration of competing interest
The authors declare that they have no known competing financial interests or personal relationships that could have appeared to influence the work reported in this paper.
Acknowledgements
This work was supported by the Guizhou Education Department Youth Science and Technology Talents Growth Project (Grant No. KY[2017]292), the Joint Foundation Project of Guizhou Province, Bijie City and Guizhou University of Engineering Science (Grant Nos. LH[2017]7013 and LH[2015]7588) and the National Undergraduate Innovative and Entrepreneurial Training Program (Grant No. 201810668003).
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