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首页> 外文期刊>Main Group Metal Chemistry >Triorganotin carboxylates - synthesis and crystal structure of 2-methyl-1H-imidazol-3-ium catena-O, O '-oxalatotriphenylstannate
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Triorganotin carboxylates - synthesis and crystal structure of 2-methyl-1H-imidazol-3-ium catena-O, O '-oxalatotriphenylstannate

机译:Triorganotin羧酸盐-2-甲基-1H-咪唑-3阳离子萘-O,O'-草酸三苯锡酸酯的合成和晶体结构

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摘要

The reaction of bis(2-methyl-1H-imidazol-3-ium) oxalate, [C4H7N2](2) [C2O4], and bis(triphenyltin) oxalate, [(Ph3Sn)(2) (C2O4)], in methanol at room temperature yielded the formation of 2-methyl-1H-imidazol-3-ium catena-O, O'-oxalatotriphenylstannate, [C4H7N2][Ph-3 Sn(C2O4)] (1), which crystallizes in the monoclinic space group P2(1)/c with Z = 8, a = 16.9334(14) angstrom, b = 17.3251(14) angstrom, c = 14.5114(10) angstrom, beta = 90.590(2) angstrom, and V = 4257.0(6) angstrom(3). The oxalate ligand of 1 displays a bridging coordination mode and thus links two SnPh3 moieties through an axial coordination leading to the propagation of infinite polymeric chains along the c axis. All Sn(IV) atoms exhibit a trigonal bipyramid geometry. The negative charge of [Ph-3 Sn(C2O4)]-moieties is compensated by the presence of surrounding noncoordinating 2-methyl-1H-imidazol-3-ium cations. From a supramolecular point of view, the Sn-based chains are connected to one another through N-H center dot center dot center dot O hydrogen bond interactions involving oxalate ligands of distinct strands and doubly by the [C-4 H7N2](+) cations. The topology of the resulting crystal packing can be described as a two-dimensional layer network.
机译:草酸双(2-甲基-1H-咪唑-3-鎓)[C4H7N2](2)[C2O4]与草酸双(三苯基锡)[[Ph3Sn)(2)(C2O4)]在甲醇中的反应在室温下生成2-甲基-1H-咪唑-3-氧萘磺酸,O'-草酸三苯锡酸酯,[C4H7N2] [Ph-3 Sn(C2O4)](1),其在单斜晶空间群中结晶P2(1)/ c,Z = 8,a = 16.9334(14)埃,b = 17.3251(14)埃,c = 14.5114(10)埃,beta = 90.590(2)埃,V = 4257.0(6)埃(3)。 1的草酸酯配体表现出桥联配位模式,因此通过轴向配位连接两个SnPh3部分,导致无限长的聚合物链沿c轴传播。所有的Sn(IV)原子都具有三角双锥几何形状。 [Ph-3 Sn(C2O4)]部分的负电荷由周围的非配位2-甲基-1H-咪唑-3-鎓阳离子的存在补偿。从超分子的角度来看,Sn基链通过涉及不同链的草酸酯配体的N-H中心点中心点中心点O氢键相互作用相互连接,并通过[C-4 H7N2](+)阳离子加倍。所得晶体堆积的拓扑可以描述为二维层网络。

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