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具有 M(III)=Co(III)、Fe(III)、Mn(III) 和 Cr(III)的氰基桥联 Mn(III)-M(III)单链磁体。

Cyano-bridged Mn(III)-M(III) single-chain magnets with M(III)=Co(III), Fe(III), Mn(III), and Cr(III).

机构信息

Department of Chemistry, Division of Material Sciences, Graduate School of Natural Science and Technology, Kanazawa University, Kakuma, Kanazawa 920-1192, Japan.

出版信息

Chemistry. 2012 Mar 26;18(13):3942-54. doi: 10.1002/chem.201102738. Epub 2012 Feb 16.

Abstract

A series of isostructural cyano-bridged Mn(III)(h.s.)-M(III)(l.s.) alternating chains, [Mn(III)(5-TMAMsalen)M(III)(CN)(6)]⋅4H(2)O (5-TMAMsalen(2-)=N,N'-ethylenebis(5-trimethylammoniomethylsalicylideneiminate), Mn(III)(h.s.)=high-spin Mn(III), M(III)(l.s.)=low-spin Co(III), Mn-Co; Fe(III), Mn-Fe; Mn(III), Mn-Mn; Cr(III), Mn-Cr) was synthesized by assembling Mn(III)(5-TMAMsalen) and M(III)(CN)(6). The chains present in the four compounds, which crystallize in the monoclinic space group C2/c, are composed of an [-Mn(III)-NC-M(III)-CN-] repeating motif, for which the -NC-M(III)-CN- motif is provided by the M(III)(CN)(6) moiety adopting a trans bridging mode between Mn(III)(5-TMAMsalen) cations. The Mn(III) and M(III) ions occupy special crystallographic positions: a C(2) axis and an inversion center, respectively, forming a highly symmetrical chain with only one kind of cyano bridge. The Jahn-Teller axis of the Mn(III)(h.s.) ion is perpendicular to the N(2)O(2) plane formed by the 5-TMAMsalen tetradentate ligand. These Jahn-Teller axes are all perfectly aligned along the unique chain direction without a bending angle, although the chains are corrugated with an Mn-N(axis) -C angle of about 144°. In the crystal structures, the chains are well separated with the nearest inter-chain M⋅⋅⋅M distance being relatively large at 9 Å due to steric hindrance of the bulky trimethylammoniomethyl groups of the 5-TMAMsalen ligand. The magnetic properties of these compounds have been thoroughly studied. Mn-Fe and Mn-Mn display intra-chain ferromagnetic interactions, whereas Mn-Cr is characterized by an antiferromagnetic exchange that induces a ferrimagnetic spin arrangement along the chain. Detailed analyses of both static and dynamic magnetic properties have demonstrated without ambiguity the single-chain magnet (SCM) behavior of these three systems, whereas Mn-Co is merely paramagnetic with S(Mn)=2 and D/k(B)=-5.3 K (D being a zero-field splitting parameter). At low temperatures, the Mn-M compounds with M=Fe, Mn, and Cr display remarkably large M versus H hysteresis loops for applied magnetic fields along the easy magnetic direction that corresponds to the chain direction. The temperature dependence of the associated relaxation time for this series of compounds systematically exhibits a crossover between two Arrhenius laws corresponding to infinite-chain and finite-chain regimes for the SCM behavior. These isostructural hetero-spin SCMs offer a unique series of alternating [-Mn-NC-M-CN-] chains, enabling physicists to test theoretical SCM models between the Ising and Heisenberg limits.

摘要

一系列同构的氰桥联 Mn(III)(高自旋)-M(III)(低自旋)交替链,[Mn(III)(5-TMAMsalen)M(III)(CN)(6)]·4H(2)O(5-TMAMsalen(2-)=N,N'-乙撑双(5-三甲基铵甲基水杨醛亚胺),Mn(III)(高自旋)=高自旋 Mn(III),M(III)(低自旋)=低自旋 Co(III),Mn-Co;Fe(III),Mn-Fe;Mn(III),Mn-Mn;Cr(III),Mn-Cr)是通过组装Mn(III)(5-TMAMsalen)M(III)(CN)(6)合成的。这四种化合物的链存在于单斜晶系 C2/c 空间群中,由一个[-Mn(III)-NC-M(III)-CN-]重复基序组成,其中-NC-M(III)-CN-基序由M(III)(CN)(6)部分采用反式桥联模式提供,介于Mn(III)(5-TMAMsalen)阳离子之间。Mn(III)和 M(III)离子分别占据特殊的结晶学位置:一个 C(2)轴和一个反演中心,形成一个具有高度对称性的链,只有一种氰桥。Mn(III)(高自旋)离子的 Jahn-Teller 轴垂直于 5-TMAMsalen 四面体型配体形成的 N(2)O(2)平面。这些 Jahn-Teller 轴都沿着独特的链方向完全对齐,没有弯曲角度,尽管链是波纹状的,Mn-N(axis)-C 角约为 144°。在晶体结构中,链之间的距离很好,由于 5-TMAMsalen 配体的庞大三甲基铵甲基基团的空间位阻,相邻链之间的最近 M···M 距离相对较大,为 9Å。这些化合物的磁性性质已经得到了深入研究。Mn-Fe 和 Mn-Mn 显示链内铁磁相互作用,而 Mn-Cr 则表现出反铁磁交换,沿链诱导铁磁自旋排列。静态和动态磁性性质的详细分析毫不含糊地证明了这三个系统的单链磁体(SCM)行为,而 Mn-Co 仅仅是顺磁性的,S(Mn)=2 和 D/k(B)=-5.3 K(D 是零场分裂参数)。在低温下,M=Fe、Mn 和 Cr 的 Mn-M 化合物在沿易磁化方向施加磁场时显示出显著的大 M 对 H 磁滞回线,该方向对应于链方向。该系列化合物的关联弛豫时间的温度依赖性系统地表现出两个 Arrhenius 定律之间的交叉,这对应于 SCM 行为的无限链和有限链区域。这些同构的异自旋 SCM 提供了一系列独特的交替[-Mn-NC-M-CN-]链,使物理学家能够在 Ising 和 Heisenberg 极限之间测试 SCM 模型的理论。

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