2017
DOI: 10.1088/1361-648x/aa84d5
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Chiral discrimination in nuclear magnetic resonance spectroscopy

Abstract: Chirality is a fundamental property of molecules whose spatial symmetry is characterized by the absence of improper rotations, making them not superimposable to their mirror image. Chiral molecules constitute the elementary building blocks of living species and one enantiomer is favoured in general (e.g. L-aminoacids and D-sugars pervade terrestrial homochiral biochemistry) because most chemical reactions producing natural substances are enantioselective. Since the effect of chiral chemicals and drugs on livin… Show more

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Cited by 21 publications
(26 citation statements)
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References 324 publications
(600 reference statements)
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“…Importantly, only when interacting with a truly chiral system the energy of enantiomeric probes can be different (corresponding to diastereomeric situations), while no loss of degeneration in energy levels can happen in a falsely chiral system; however, asymmetry could be obtained for processes out of thermodynamic equilibrium 27. Consistent with Barron's rationale, a magnetic field alone cannot produce true chirality, as already stated by Lord Kelvin in 1904,28 not even, in spite of an early assumption by Pierre Curie,28 upon addition of a collinear, uniform and constant electric field, a combination which, as more recently demonstrated,30 cannot affect the enantiomer equidistribution in a racemate at equilibrium. Instead, according to Barron's approach, an electron in helical roto-translational motion with spin–orbit coupling ( i.e.…”
Section: Introductionmentioning
confidence: 67%
“…Importantly, only when interacting with a truly chiral system the energy of enantiomeric probes can be different (corresponding to diastereomeric situations), while no loss of degeneration in energy levels can happen in a falsely chiral system; however, asymmetry could be obtained for processes out of thermodynamic equilibrium 27. Consistent with Barron's rationale, a magnetic field alone cannot produce true chirality, as already stated by Lord Kelvin in 1904,28 not even, in spite of an early assumption by Pierre Curie,28 upon addition of a collinear, uniform and constant electric field, a combination which, as more recently demonstrated,30 cannot affect the enantiomer equidistribution in a racemate at equilibrium. Instead, according to Barron's approach, an electron in helical roto-translational motion with spin–orbit coupling ( i.e.…”
Section: Introductionmentioning
confidence: 67%
“…Capitals denote n ‐electron vector operators, for example, for position, canonical, and angular momentum, trueR^=k=1nrk,trueP^=k=1nbold-italicptrue^k,trueL^=k=1nbold-italicltrue^k, except for the electric and magnetic dipoles, 49–51 trueμ^=etrueR^, truem^=e2metrueL^. …”
Section: Outline Of Notation and Theoretical Methodsmentioning
confidence: 99%
“…The static anapole magnetizability a αβ is a nonsymmetric parity‐odd, time‐even, second‐rank tensor, expressed as the sum of paramagnetic and diamagnetic contributions, 51,53–58 aαβ=aαβp+aαβd, aαβp=1ja2ωitalicja()〈〉||atruea^αj〈〉||jtruem^βa, aαβd=e212meɛαβγ〈〉||ak=1nr2rγka. …”
Section: Outline Of Notation and Theoretical Methodsmentioning
confidence: 99%
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“…Many technologies and methods have been developed for enantioselective analysis, including HPLC [11][12][13][14], CE [15][16][17][18], GC [19,20], supercritical fluid chromatography [21], and nuclear magnetic resonance (NMR) [22,23]. These methods have been widely applied and intensively investigated and developed over the past several decades.…”
Section: Introductionmentioning
confidence: 99%