首页> 外文期刊>Inorganica Chimica Acta >A new oxo-azamacrocyclic ligand: 13,27-dimethyl-6,20-dioxa-3,9,17,23-tetraaza-tricyclo[23.3.1.1(11,15)]tria conta-1(29),11,13,15(30),25,27-hexaene-29,30-diol, and a dinuclear copper(II) complex: syntheses, characterization and binding ability
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A new oxo-azamacrocyclic ligand: 13,27-dimethyl-6,20-dioxa-3,9,17,23-tetraaza-tricyclo[23.3.1.1(11,15)]tria conta-1(29),11,13,15(30),25,27-hexaene-29,30-diol, and a dinuclear copper(II) complex: syntheses, characterization and binding ability

机译:一种新的含氧氮杂氮杂环配体:13,27-二甲基-6,20-dioxa-3,9,17,23-四氮杂-三环[23.3.1.1(11,15)] tria conta-1(29),11, 13,15(30),25,27-己烯-29,30-二醇和双核铜(II)配合物:合成,表征和结合能力

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A new dinucleating tetraaza-dioxo-diphenol macrocyclic ligand: 13,27-dimethyl-6,20-dioxa-3,9,17,23-tetraaza-tricyclo[23.3.1.1(11,15)]tria conta-1(29),11, 13,15(30),25,27-hexaene-29,30-diol (L or BDOD) was synthesized and characterized. This ligand serves as the N4O42- motif for cation ions. The binding constants of divalent copper were determined using direct potentiometric titration. The logarithm formation constants of copper complexes are: log[CuL] = 22.62 and log[Cu2L] = 15.74. This macrocyclic ligand acts as the host to accommodate two copper ions at same time. The dinuclear copper complex were determined to be a central symmetric molecule with the formation of Cu2O2 bridge. Bond lengths of Cu-O(phenol) is 1.952 Angstrom, which is shorter than that of Cu-O(2) 2.368 Angstrom consistent with the expected Jahn-Teller distortion. Cu-N(av.) is 1.998 Angstrom. The coordination polyhedron of each copper ion is a slightly distorted square pyramid. (C) 2002 Published by Elsevier Science B.V. [References: 8]
机译:一种新的双核四氮杂-二氧杂二酚大环配体:13,27-二甲基-6,20-二氧杂-3,9,17,23-四氮杂-三环[23.3.1.1(11,15)] tria conta-1(29合成并表征了),11,13,15(30),25,27-己烯-29,30-二醇(L或BDOD)。该配体充当阳离子的N4O42-基序。使用直接电位滴定法确定二价铜的结合常数。铜配合物的对数形成常数为:log [CuL] = 22.62和log [Cu2L] = 15.74。该大环配体充当同时容纳两个铜离子的主体。确定了双核铜络合物是形成Cu2O2桥的中心对称分子。 Cu-O(苯酚)的键长为1.952埃,比Cu-O(2)2.368埃的短,符合预期的Jahn-Teller畸变。 Cu-N(av。)为1.998埃。每个铜离子的配位多面体是一个略微扭曲的方锥。 (C)2002由Elsevier Science B.V.出版[参考文献:8]

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