2013
DOI: 10.1039/c3nj00738c
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Experimental and theoretical evidence of unsupported Ag–Ag interactions in complexes with triazine-based ligands. Subtle effects of the symmetry of the triazine substituents

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Cited by 18 publications
(10 citation statements)
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“…The compound is luminescent ( λ ex =355 nm, λ em =410, 460, and 485 nm) 81. Similar contacts have also been discussed for the dimers formed with other flat macrocycles, but there also the role of the anions is a point of concern 60…”
Section: Experimental and Computational Evidence For Argentophilicmentioning
confidence: 54%
See 1 more Smart Citation
“…The compound is luminescent ( λ ex =355 nm, λ em =410, 460, and 485 nm) 81. Similar contacts have also been discussed for the dimers formed with other flat macrocycles, but there also the role of the anions is a point of concern 60…”
Section: Experimental and Computational Evidence For Argentophilicmentioning
confidence: 54%
“…Considering all these results, it has recently been pointed out that even in the absence of ligand bridging by conventional electron‐pair bonding ( 1 a–c ), the Ag + –Ag + interaction may not really be “unsupported” in any condensed phase: Many of the ubiquitous weak forces, such as hydrogen bonding, π–π stacking, ion–ion, ion–dipole, and dipole–dipole attraction, and last but not least, van der Waals interactions, established between the ligands can influence markedly the mode of aggregation and thus co‐determine the Ag + –Ag + distance between the mononuclear components 21. 60…”
Section: Experimental and Computational Evidence For Argentophilicmentioning
confidence: 99%
“…The Ag-O distance [Ag-O3 2.224(2) Å] is among the shortest known for silver triflate complexes; it is shorter than relatives such as {Ag[C6H5CH2OCH2Cpz3]}OTf (2.343 Å), (43) [Ag(4-MeO-2,6-pz*2-triazine)]OTf (2.292 Å), (44) and Ag[HC(pz 3tBu )3]}OTf (2.264 Å) (22a) and is between the distances found in {Ag2(μ2-4,13-dibenzyl-4,13-diaza-18-crown-6)}(OTf)2 [2.252(3) and 2.215(3) Å]. (45) The bond angles about silver in 1a give a τδ parameter (46) of 0.61 near the border of a distorted sawhorse coordination geometry (τδ = 0.63-0.45) and a distorted tetrahedral geometry (τδ = ∼0.9-0.63). 7O1-Ag1-N41 100.53(8) N11-Ag2-N32 136.66 9O3-Ag1-N21 138.16 7N21-Ag1-O3 85.92 7O1-Ag1-N51 85.39 9N21-Ag2-N32 138.86 9N2-Ag1-N11 80.90 6N2-Ag1-N41 135.99 9N2-Ag1-N21 77.27 6N2-Ag1-N51 141.51 9O3-Ag1-N2 127.21(6) N11-Ag1-N21 154.09 8O1-Ag1-N2 96.08(9) N11-Ag2-N21 82.83 9N11-Ag1-N21 80.61 6N41-Ag1-N51 80.63 9Complex 2a exists as a dimer with inversion symmetry as a result of two ligands that sandwich two closely spaced silver centers [Ag•••Ag separation 3.0588(4) Å; Figure 3].…”
Section: Solid Statementioning
confidence: 85%
“…All of these values are within the ranges for either a distorted tetrahedral (τδ = ∼0.90-0.63) or a distorted sawhorse (τδ = ∼0.63-0.45) geometry. (46) The unbound "confused" pyrazolyls in each complex involve disparate noncovalent interactions that help to differentiate the supramolecular structures. The SO groups of the tosyl unit in each solvate of 1b (rather than of the triflate) are hydrogen-bonded to the methine hydrogen atoms of the neighboring cations to help to organize the three-dimensional extended structure ( Figures S2 and S3).…”
Section: Solid Statementioning
confidence: 99%
“…Similar dinuclear systems with Ag and pyrazole‐based ligands were also described in which the ligands bridge two metal centers . Other dinuclear systems with different ligand systems were also described . In more detail, in the dinuclear complex [Ag(L pzH )] 2 (NO 3 ) 2 ( 1 , Figure ) the N atoms of two different pyrazole rings are bound on two different metal centers, and the additional coordination of a monodentate NO 3 – anion implies that silver exhibits a distorted T geometry (Table ).…”
Section: Resultsmentioning
confidence: 91%