In the last few decades, theoretical and technical advancements in computer facilities andcomputational techniques have made molecular modeling a useful tool in liquid-phase enantioseparationscience for exploring enantioselective recognition mechanisms underlying enantioseparationsand for identifying selector-analyte noncovalent interactions that contribute to binding and recognition.Because of the dynamic nature of the chromatographic process, molecular dynamics (MD)simulations are particularly versatile in the visualization of the three-dimensional structure of analytesand selectors and in the unravelling of mechanisms at molecular levels. In this context, MD was alsoused to explore enantioseparation processes promoted by amylose and cellulose-based selectors, themost popular chiral selectors for liquid-phase enantioselective chromatography. This review presentsa systematic analysis of the literature published in this field, with the aim of providing the reader witha comprehensive picture about the state of the art and what is still missing for modeling cellulosebenzoates and the phenylcarbamates of amylose and cellulose and related enantioseparations withMD. Furthermore, advancements and outlooks, as well as drawbacks and pitfalls still affectingthe applicability of MD in this field, are also discussed. The importance of integrating theoreticaland experimental approaches is highlighted as an essential strategy for profiling mechanisms andnoncovalent interaction patterns.

Molecular dynamics simulations of amylose- and cellulose-based selectors and related enantioseparations in liquid phase chromatography

Dallocchio R;Dessì A;Sechi B;Peluso P
2023

Abstract

In the last few decades, theoretical and technical advancements in computer facilities andcomputational techniques have made molecular modeling a useful tool in liquid-phase enantioseparationscience for exploring enantioselective recognition mechanisms underlying enantioseparationsand for identifying selector-analyte noncovalent interactions that contribute to binding and recognition.Because of the dynamic nature of the chromatographic process, molecular dynamics (MD)simulations are particularly versatile in the visualization of the three-dimensional structure of analytesand selectors and in the unravelling of mechanisms at molecular levels. In this context, MD was alsoused to explore enantioseparation processes promoted by amylose and cellulose-based selectors, themost popular chiral selectors for liquid-phase enantioselective chromatography. This review presentsa systematic analysis of the literature published in this field, with the aim of providing the reader witha comprehensive picture about the state of the art and what is still missing for modeling cellulosebenzoates and the phenylcarbamates of amylose and cellulose and related enantioseparations withMD. Furthermore, advancements and outlooks, as well as drawbacks and pitfalls still affectingthe applicability of MD in this field, are also discussed. The importance of integrating theoreticaland experimental approaches is highlighted as an essential strategy for profiling mechanisms andnoncovalent interaction patterns.
2023
Istituto di Chimica Biomolecolare - ICB - Sede Secondaria Sassari
Inglese
28
21
e7419
29
https://www.mdpi.com/1420-3049/28/21/7419
Esperti anonimi
Computational methods
enantioselective recognition
enantioseparation
molecular dynamics
polysaccharide-based chiral stationary phases
Invited article on Special Issue Advances in Chiral Analysis
Internazionale
Elettronico
No
4
info:eu-repo/semantics/article
262
Dallocchio, R; Dessì, A; Sechi, B; Peluso, P
01 Contributo su Rivista::01.09 Rassegna bibliografica, critica, sistematica della letteratura scientifica in rivista (Literature review)
open
   Experimental and theoretical studies on mechanisms and noncovalent interactions involved in liquid-phase enantioseparations
   Consiglio Nazionale delle Ricerche
   Euro 10.000
   SAC.AD002.011.032
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/20.500.14243/429930
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