Issue 6, 2007

Mn(dca)2(pym)2 and Mn(dca)2(pym)(H2O) {dca = dicyanamide; pym = pyrimidine}: New coordination polymers exhibiting 1- and 2-D topologies

Abstract

Two new coordination polymers comprised of Mn2+, N(CN)2 (dicyanamide, herein denoted dca) and pyrimidine (pym) have been synthesized and structurally and magnetically characterized. Mn(dca)2(pym)2, 1, crystallizes in the orthorhombic space group Pbcn and forms trans bi-bridged Mn–(µ1,5-dca)2–Mn ribbons that extend along the b-axis of the unit cell. Two terminally bonded pym ligands are trans-coordinated to the Mn center. Adjacent chains interdigitate in an undulating fashion presumably due to a templating effect imposed by the pym ligands where N-atoms of consecutive pym rings stack parallel to the chain axis. Mn(dca)2(pym)(H2O), 2, which crystallizes in the monoclinic space group P21/c, has a unique interdigitated 2D network that consists of double-bridged [Mn2(dca)2(pym)2(H2O)2]2+ “dimers” that are connected via single-bridging dca ligands. Each MnN5O octahedron is comprised of a coordinated H2O, a monodentate pym ligand, and four µ1,5-bridging dca anions. The magnetic data for 1 were fitted to a uniform antiferromagnetic chain model which yielded J/kB = −0.34(1) K. In contrast, 2 is best described as an alternating chain owing to the presence of both single- and double-bridging dca anions; a least-squares fit afforded Ja = −0.43(1) and Jb = −0.20(2) K, respectively. A transition to long-range magnetic ordering was observed for 2 below ∼2.4 K in addition to a field-induced spin flop transition at 15.6 kOe (1.7 K).

Graphical abstract: Mn(dca)2(pym)2 and Mn(dca)2(pym)(H2O) {dca = dicyanamide; pym = pyrimidine}: New coordination polymers exhibiting 1- and 2-D topologies

Supplementary files

Article information

Article type
Paper
Submitted
30 Aug 2006
Accepted
05 Dec 2006
First published
02 Jan 2007

Dalton Trans., 2007, 646-652

Mn(dca)2(pym)2 and Mn(dca)2(pym)(H2O) {dca = dicyanamide; pym = pyrimidine}: New coordination polymers exhibiting 1- and 2-D topologies

J. L. Manson, J. A. Schlueter and C. L. Nygren, Dalton Trans., 2007, 646 DOI: 10.1039/B612474G

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