Ein neues Reagens auf Kobalt

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A Tetraferrocenyl‐Resorcinarene Cavitand as a Redox‐Switchable Host of Ammonium Salts

Tetraannulation of a resorcinarene‐octaamino cavitand with ferrocenecarboxaldehyde allows the preparation of a tetrabenzimidazole‐resorcinarene cavitand with four ferrocenyl moieties directly linked to the C2 atom of the imidazole units. Oxidation of the four ferrocenyl moieties produces important structural modifications of the molecule, as indicated by DFT calculations performed for the neutral and tetraoxidized forms of the cavitand. By means of ¹H NMR spectroscopic analysis, the encapsulating properties of the new tetraferrocenyl‐resorcinarene cavitand toward a series of ammonium salts were evaluated, and a clear cutoff point in binding affinity with respect to size was observed. Cyclic voltammetric studies allowed us to estimate the relative association constants for the neutral and oxidized forms of the cavitand, thus indicating that the guest was bound to the neutral (reduced) state of the cavitand and was released from the oxidized form. These redox‐addressable conformational and binding properties of the resorcinarene‐tetraferrocenyl cavitand constitute all the necessary features of a redox‐switchable molecular gripper. By means of mass‐spectrometric analysis, we could unambiguously confirm the molar stoichiometry of the host–guest complex (1:1) and assess the strong guest encapsulation, as indicated by triggering the covalent coupling between host and guest in the gas phase.     

Reaction of ketenes with N,N-disubstituted α-aminomethyleneketones. XVI. Synthesis of N,N-disubstituted 4-amino-5,6-tetramethylene-3-phenyl-2-pyranones

1,4-Cycloaddition of phenylchloroketene (prepared in situ from α-chlorophenylacetyl chloride and triethyl-amine) to a number of N,N-disubstituted (E)-2-aminomethylenecyclohexanones gave the corresponding adducts, namely N,N-disubstituted 4-amino-3-chloro-3,4,5,6,7,8-hexahydro-2H-1-benzopyran-2-ones III in the case of aliphatic N,N-disubstitution or aromatic N-monosubstitution. Purification of III was possible only in the case of IIIh (NR₂ = NMePh), therefore they were dehydrochlorinated in situ with DBN to give the title compounds in moderate overall yields.     

Reaction of sulfene with heterocyclic N,N-disubstituted α-aminomethyleneketones. VII. Synthesis of 1,2-oxathiino-[5,6-g]benzothiazole derivatives

The polar 1,4-cycloaddition of sulfene to N,N-disubstituted 6-aminomethylene-5,6-dihydro-2-phenylbenzothiazol-7-(4H)ones gave, generally in good yield, N,N-disubstituted 3,4,5,6-tetrahydro-8-phenyl-1,2-oxathiino-[5,6-g]benzothiazol-4-amine 2,2-dioxides, which are derivatives of the new heterocyclic system 1,2-oxathiino-[5,6-g]benzothiazole. This reaction did not occur only with the N,N-diphenylenaminone.     

Reaction of ketenes with N,N-disubstituted α-aminomethyleneketones. XII. Synthesis of N,N-disubstituted 4-amino-3-chloro-6-(2-methyl-l-propenyl) (2-phenylethenyl)-2H-pyran-2-ones

Cycloaddition of dichloroketene to N,N-disubstituted (E)-amino-5-methyl-1,4-hexadien-3-ones IV and (E,E)-1-amino-5-phenyl-1,4-pentadien-3-ones V occurred in moderate to good yield only in the case of aromatic N-substitution to give N,N-disubstituted 4-amino-3,3-dichloro-3,4-dihydro-6-(2-methyl-l-propenyl) (2-phenylethenyl)-2H-pyran-2-ones, which were dehydrochlorinated with DBN to afford in good yield N,N-disubstituted 4-amino-3-chloro-6-(2-methyl-propenyl)(2-phenylethenyl)-2H-pyran-2-ones. In the case of aliphatic N,N-disubstitution (dimethylamino group) of enaminones IV and V, the Cycloaddition led directly in low yield to 3-chloro-4-dimethylamino-6-(2-methyl-l-propenyl)(2-phenylethenyl)-2H-pyran-2-ones.     

Reaction of sulfene with heterocyclic N,N-disubstituted α-aminomethyleneketones. VIII. Synthesis of furo[2,3-h]-1,2-benzoxathiin derivatives

Cycloaddition of sulfene to N,N-disubstituted (E)5-aminomethylene-6,7-dihydrobenzo[b]furan-4(5H)ones I gave, only in the case of aliphatic N-substitution and generally in satisfactory yields, N,N-disubstituted 4-amino-3,4,5,6-tetrahydrofuro[2,3-h]-1,2-benzoxathiin 2,2-dioxides II, which are derivatives of the new heterocyclic system furo[2,3-h]-1,2-benzoxathiin. The 4-dimethylamino and 4-piperidino cycloadducts IIa,e were dehydrogenated with DDQ to the corresponding 4-dialkylamino-3,4-dihydrofuro[2,3-h]-1,2-benzoxathiin 2,2-dioxides IIIa,e in low yield. Compounds IIIa,e were tested for photobiological activity and found to be inactive.     

Reaction of ketenes with N,N-disubstituted α-aminomethyleneketones. XVII. Synthesis of 2H-[1]benzothiepino[5,4-b]pyran derivatives

1,4-Cycloaddition of dichloroketene to a number of N,N-disubstituted (E)-4-amino methylene-3,4-dihydro-[1]benzothiepin-5(2H)-ones gave in excellent yield N,N-disubstituted 4-amino-3,3-dichloro-3,4,5,6-tetrahydro-2H-[1]benzothiepino[5,4-b]pyran-2-ones III, which are derivatives of the 2H-[1]benzothiepino[5,4-b]pyran system. Dehydrochlorination of III with DBN afforded N,N-disubstituted 4-amino-3-chloro-5,6-dihydro-2H-[1]-benzothiepino[5,4-b]pyran-2-ones, generally in excellent yield.     

Non–existence of theta–shaped self–similarly shrinking networks moving by curvature

We prove that there are no networks homeomorphic to the Greek “Theta” letter (a double cell) embedded in the plane with two triple junctions with angles of 120 degrees, such that under the motion by curvature they are self–similarly shrinking.

This fact completes the classification of the self–similarly shrinking networks in the plane with at most two triple junctions, see [5 Chen, X., Guo, J.-S. (2007). Self-similar solutions of a 2-D multiple-phase curvature flow. Phys. D. 229(1):22–34.[Crossref], [Web of Science ®] , [Google Scholar], 10 Hättenschweiler, J. (2007). Mean curvature flow of networks with triple junctions in the plane. Master’s thesis. ETH Zürich. [Google Scholar], 25 Schnürer, O. C., Azouani, A., Georgi, M., Hell, J., Nihar, J., Koeller, A., Marxen, T., Ritthaler, S., Sáez, M., Schulze, F., Smith, B. (2011). Evolution of convex lens–shaped networks under the curve shortening flow. Trans. Am. Math. Soc. 363(5):2265–2294.[Crossref], [Web of Science ®] , [Google Scholar], 2 Baldi, P., Haus, E., Mantegazza, C. (2016). Networks self-similarly moving by curvature with two triple junctions. Networks self-similarly moving by curvature with two triple junctions. 28(2017):323–338. [Google Scholar]].