4.8 Review

Homochiral metal-organic frameworks for enantioseparation

Journal

CHEMICAL SOCIETY REVIEWS
Volume 50, Issue 9, Pages 5706-5745

Publisher

ROYAL SOC CHEMISTRY
DOI: 10.1039/d0cs01236j

Keywords

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Funding

  1. National Natural Science Foundation of China [21971241]
  2. Strategic Priority Research Program of the Chinese Academy of Sciences [XDB20000000]
  3. National Key Research and Development Program of China [2018YFA0208600]
  4. Sino-German (CSC-DAAD) Postdoc Scholarship Program
  5. Alexander von Humboldt Foundation

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This review delves into the chiral pocket model in homochiral metal-organic frameworks (HMOFs) as a key to understanding enantioselective separation mechanisms. The discussion is classified into two main types of chiral pockets in HMOFs, and recent conceptual advances in the design of HMOFs for high enantioseparation performance are systematically categorized and discussed.
Obtaining homochiral compounds is of high importance to human health and environmental sustainability. Currently, enantioseparation is one of the most effective approaches to obtain homochiral compounds. Thanks to their controlled synthesis and high efficiency, homochiral metal-organic frameworks (HMOFs) are one of the most widely studied porous materials to enable enantioseparation. In this review, we discuss the chiral pocket model in depth as the key to unlock enantioselective separation mechanisms in HMOFs. In particular, we classify our discussion of these chiral pockets (also regarded as molecular traps) into: (a) achiral/chiral linker based helical channels as a result of packing modality; and (b) chiral pores inherited from chiral ligands. Driven by a number of mechanisms of enantioseparation, conceptual advances have been recently made in the design of HMOFs for achieving high enantioseparation performances. Herein, these are systematically categorised and discussed. Further we elucidate various applications of HMOFs as regards enantioseparation, systematically classifying them into their use for purification and related analytical utility according to the reported examples. Last but not the least, we discuss the challenges and perspectives concerning the rational design of HMOFs and their corresponding enantioseparations.

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