2019
DOI: 10.1039/c8sc04598d
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Dynamic polyimine macrobicyclic cryptands – self-sorting with component selection

Abstract: Self-assembling macrobicyclic cryptand-type organic cages display remarkable self-sorting behavior with efficient component selection.

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Cited by 73 publications
(82 citation statements)
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“…The reversibility associated with imine chemistry allows for statistical scrambling, but there is also potential for other outcomes, such as social selfsorting into a new cage species, or narcissistic self-sorting into separate binary 'parent' cages. [23][24][25][26] POCs have also been shown to self-assemble through chiral recognition, with the formation of homochiral cages being possible by using different diastereomeric forms of the diamine precursor. 23,[27][28][29][30] Chiral recognition in cage racemates has also been found to greatly decrease solubility.…”
Section: Development Of High-throughput Scrambled Cage Librarymentioning
confidence: 99%
“…The reversibility associated with imine chemistry allows for statistical scrambling, but there is also potential for other outcomes, such as social selfsorting into a new cage species, or narcissistic self-sorting into separate binary 'parent' cages. [23][24][25][26] POCs have also been shown to self-assemble through chiral recognition, with the formation of homochiral cages being possible by using different diastereomeric forms of the diamine precursor. 23,[27][28][29][30] Chiral recognition in cage racemates has also been found to greatly decrease solubility.…”
Section: Development Of High-throughput Scrambled Cage Librarymentioning
confidence: 99%
“…Lehn and co‐workers recently reported self‐sorting in OICs where they investigated the role of molecular flexibility, electronic factors, and the presence of a heteroatom in such a process . The reactions examined involved eight different aromatic dialdehydes and flexible triamine Y (Figure ).…”
Section: Self‐sorting/self‐selection In Oicsmentioning
confidence: 99%
“…Increasing the number of building blocks can lead to a variety of more complex outcomes, including social‐sorting into a single mixed assembly, self‐sorting into separate discrete species, or the formation of a statistical distribution of assemblies (Figure ) . To date, there are just a few reports of these types of self‐sorting that relate to organic cages; for example, mixtures of three different linkers can lead to self‐sorted binary cages, a distribution of cage species, or, less commonly, socially self‐sorted ternary cage assemblies . However, these examples typically exploit the use of precursors of the same topicity (i.e., number of reactive functional groups), and they target relatively symmetrical organic cage species, rather than more complex architectures.…”
Section: Introductionmentioning
confidence: 99%