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首页> 外文期刊>The journal of physical chemistry, A. Molecules, spectroscopy, kinetics, environment, & general theory >Theoretical study of the relationship between the nearest-neighbor exchange coupling interactions and the number of peripheral complexes in the cyano-bridged CrMn6(CN)(6) and CrMn2(CN)(2) clusters
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Theoretical study of the relationship between the nearest-neighbor exchange coupling interactions and the number of peripheral complexes in the cyano-bridged CrMn6(CN)(6) and CrMn2(CN)(2) clusters

机译:氰基桥联的CrMn6(CN)(6)和CrMn2(CN)(2)簇中最近邻交换偶联相互作用与周围络合物数量之间关系的理论研究

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摘要

A theoretical density functional study of the relationship between the nearest-neighbor constants and the number of peripheral complexes in the cyano-bridged [Cr[CNMn(salen)(H2O)](6)](3+) and [(5-Brsalen)(2)(H2O)(2)-Mn2Cr(CN)(6)] clusters is presented. Two approaches show that the antiferromagnetic coupling interactions between nearest neighbors decrease with the increase of the number of peripheral complexes, although the second approach provides better results using several exchange-correlation functionals. The first approach consisted of evaluating the exchange coupling constant J(ij) between two paramagnetic metal centers i and j in the hexanuclear molecule by calculating the energy differences between the highest and broken-symmetry spin states of a model molecule in which metal atoms except for i and j are substituted by diamagnetic Zn(II) cations, while the second consisted of calculating the different spin-state energies of hexanuclear complexes and using the Heisenberg Hamiltonian to obtain the exchange coupling constants between different metal centers. Moreover, Kahn's qualitative theory succeeded in being applied to interpret the trend.
机译:氰基桥[Cr [CNMn(salen)(H2O)](6)](3+)和[(5-Brsalen)中最近邻常数与外围络合物数目之间关系的理论密度泛函研究)(2)(H2O)(2)-Mn2Cr(CN)(6)]团簇出现。两种方法表明,随着周围复合物数量的增加,最近邻之间的反铁磁耦合相互作用会降低,尽管第二种方法使用几种交换相关函数可以提供更好的结果。第一种方法是通过计算模型分子的最高对称对称态和破碎对称自旋态之间的能差,评估六核分子中两个顺磁性金属中心i和j之间的交换耦合常数J(ij)。 i和j被抗磁性Zn(II)阳离子取代,而第二个包括计算六核配合物的不同自旋能,并使用Heisenberg哈密顿量获得不同金属中心之间的交换耦合常数。此外,卡恩的定性理论成功地用于解释趋势。

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