1. Computationally-Inspired Discovery of an Unsymmetrical Porous Organic Cage
- Author
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Andrew I. Cooper, Lukas Turcani, Enrico Berardo, Ben M. Alston, Kim E. Jelfs, Marcin Miklitz, Michael E. Briggs, Rebecca L. Greenaway, Rob Clowes, Michael J. Bennison, The Royal Society, Engineering & Physical Science Research Council (EPSRC), Engineering & Physical Science Research Council (E, and Commission of the European Communities
- Subjects
Technology ,Materials science ,Chemistry, Multidisciplinary ,Imine ,Materials Science ,Topicity ,DENSITY FUNCTIONALS ,Materials Science, Multidisciplinary ,02 engineering and technology ,010402 general chemistry ,01 natural sciences ,Physics, Applied ,NMR CHEMICAL-SHIFTS ,Crystallinity ,Molecular dynamics ,chemistry.chemical_compound ,DESIGN ,Computational chemistry ,Diamine ,10 Technology ,Structural isomer ,General Materials Science ,Nanoscience & Nanotechnology ,BASIS-SETS ,Science & Technology ,02 Physical Sciences ,Physics ,Condensation ,H-1 ,Microporous material ,021001 nanoscience & nanotechnology ,DIFFUSION ,0104 chemical sciences ,Amorphous solid ,Chemistry ,chemistry ,SELECTIVITY ,MOLECULAR-DYNAMICS ,Physical Sciences ,FORCE-FIELD ,Science & Technology - Other Topics ,SHAPE ,0210 nano-technology ,03 Chemical Sciences - Abstract
A completely unsymmetrical porous organic cage was synthesized from a C2v symmetrical building block that was identified by a computational screen. The cage was formed through a 12-fold imine condensation of a tritopic C2v symmetric trialdehyde with a di-topic C2 symmetric diamine in a [4+6] reaction. The cage was rigid and microporous, as predicted by the simulations, with an apparent Brunauer-Emmett-Teller surface area of 578 m2 g-1. The reduced symmetry of the tritopic building block relative to its topicity meant there were 36 possible structural isomers of the cage. Experimental characterization suggests a single isomer with 12 unique imine environments, but techniques such as NMR could not conclusively identify the isomer. Computational structural and electronic analysis of the possible isomers was used to identify the most likely candidates, and hence to construct a 3-dimensional model of the amorphous solid. The rational design of unsymmetrical cages using building blocks with reduced symmetry offers new possibilities in controlling the degree of crystallinity, porosity, and solubility, of self-assembled materials.
- Published
- 2018