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Achirality, measurement

Using the above achirality measures, the similarity based measures Xs(G) and Xs(J) of chirality are defined as... [Pg.158]

Enantiotopic protons can have different chemical shifts in a chiral solvent Because the customary solvent (CDCI3) used in NMR measurements is achiral this phenomenon is not observed in routine work... [Pg.535]

In general, it may be said that enantiomers have identical properties in a symmetrical environment, but their properties may differ in an unsymmetrical environment. Besides the important differences previously noted, enantiomers may react at different rates with achiral molecules if an optically active catalyst is present they may have different solubilities in an optically active solvent., they may have different indexes of refraction or absorption spectra when examined with circularly polarized light, and so on. In most cases these differences are too small to be useful and are often too small to be measured. [Pg.126]

An interesting phenomenon was observed when the CD of chiral molecules was measured in achiral solvents. The chiral solvent contributed as much as 10-20% to the CD intensity in some cases. Apparently, the chiral compound can induce a solvation structure that is chiral, even when the solvent molecules themselves are achiral. ... [Pg.144]

When experimental results are later introduced, it will be seen that the significance of the final-state scattering in PECO measurements is confirmed by the observation that for C li core ionizations, which must therefore proceed from an initial orbital that is achiral by virtue of its localized spherical symmetry, there is no suggestion that the dichroism is attenuated. The sense of the chirality of the molecular frame in these cases can only come from final-state continuum electron scattering off the chiral potential. Generally then, the induced continuum phase shifts are expected to be of paramount importance in quantifying the observed dichroism. [Pg.281]

It may be worthwhile to compare briefly the PECD phenomenon discussed here, which relates to randomly oriented chiral molecular targets, with the likely more familiar Circular Dichroism in the Angular Distribution (CDAD) that is observed with oriented, achiral species [44 7]. Both approaches measure a photoemission circular dichroism brought about by an asymmetry in the lab frame electron angular distribution. Both phenomena arise in the electric dipole approximation and so create exceptionally large asymmetries, but these similarities are perhaps a little superficial. [Pg.281]

Chu, Y.Q., Wainer, I.W. (1988). The measurement of warfarin enantiomers in serum using coupled achiral/chiral high performance liquid chromatography. Pharm. Res. 5, 680-683. [Pg.340]

Enantiomers have identical infrared spectra, ultraviolet spectra, and NMR spectra if they are measured in achiral solvents. [Pg.193]

Figure 9.9 Simulated normalized line shapes of -polarized (a-c) and p-polarized (if-/) second-harmonic signals for quarter waveplate measurements (a) and (if) hypothetical achiral surface (hs = 0.5 fp = 0.75, gp = —0.5), (b) and (if) hypothetical chiral surface with in-phase chiral coefficient (fs = 0.75, hs = 0.5 fp = 0.75, gp = —0.5, hp = 0.25), (c) and (/) hypothetical chiral surface with out-of-phase chiral coefficient ( fs = 0.75 0.25i, hs = 0.5 fp = 0.75, gp = —0.5, hp = 0.25z). Upper (solid line) and lower (dashed line) sign in expansion coefficients correspond to two enantiomers. Rotation angles of 45° and 225° (135° and 315°) correspond to right-hand (left-hand) circularly polarized light and are indicated for one of enantiomers with open and filled circles, respectively. Figure 9.9 Simulated normalized line shapes of -polarized (a-c) and p-polarized (if-/) second-harmonic signals for quarter waveplate measurements (a) and (if) hypothetical achiral surface (hs = 0.5 fp = 0.75, gp = —0.5), (b) and (if) hypothetical chiral surface with in-phase chiral coefficient (fs = 0.75, hs = 0.5 fp = 0.75, gp = —0.5, hp = 0.25), (c) and (/) hypothetical chiral surface with out-of-phase chiral coefficient ( fs = 0.75 0.25i, hs = 0.5 fp = 0.75, gp = —0.5, hp = 0.25z). Upper (solid line) and lower (dashed line) sign in expansion coefficients correspond to two enantiomers. Rotation angles of 45° and 225° (135° and 315°) correspond to right-hand (left-hand) circularly polarized light and are indicated for one of enantiomers with open and filled circles, respectively.
The first application of a heterocyclic carbenoid achiral ligand for hydrogenation of alkenes was reported in 2001 by Nolan and coworkers. Both ruthenium [36] and iridium [37] complexes proved to be active catalysts. Turnover frequency (TOF) values of up to 24000 b 1 (at 373 K) were measured for a ruthenium catalyst in the hydrogenation of 1-hexene. [Pg.1042]

As the theory discussed in this article is still relatively new, the applications made of it to date have been limited, and have thus far been confined to the case of achiral ligands. Haase and Ruch have given quantum mechanical treatments of the methane17 and allene18 skeletons. Experimental measurements involving the same two skeletons have been published by Richter, Richter, and Ruch 19>, and by Ruch, Runge, and Kresze 20>, respectively. [Pg.73]


See other pages where Achirality, measurement is mentioned: [Pg.98]    [Pg.157]    [Pg.98]    [Pg.157]    [Pg.232]    [Pg.244]    [Pg.196]    [Pg.328]    [Pg.939]    [Pg.232]    [Pg.195]    [Pg.270]    [Pg.318]    [Pg.208]    [Pg.337]    [Pg.148]    [Pg.328]    [Pg.136]    [Pg.151]    [Pg.158]    [Pg.162]    [Pg.127]    [Pg.175]    [Pg.68]    [Pg.75]    [Pg.372]    [Pg.43]    [Pg.158]    [Pg.251]    [Pg.542]    [Pg.550]    [Pg.561]    [Pg.339]    [Pg.69]    [Pg.121]    [Pg.127]    [Pg.406]    [Pg.46]    [Pg.121]   
See also in sourсe #XX -- [ Pg.4 , Pg.2896 ]




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Achirality

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