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3.3 Chiral Selectors  57

             effects of support chemistry, surface polarity, length and polarity of the tether, and
             selector loading [14]. Our group also demonstrated that separation media based on
             an organic polymer support provide enhanced enantioselectivities and reduced reten-
             tion times when compared to analogous silica-based chiral stationary phases, mostly
             as a result of substantially decreased nonspecific interactions (Fig. 3-1) [8].
























             Fig. 3-1. Separation of racemic 3,5-dinitrobenzamido leucine N,N-diallylamide on silica and polymer-
             based chiral stationary phases. Conditions: column size 150 × 4.6 mm i.d.; mobile phase 20 % hexane
                                        –1
             in dichloromethane; flowrate 1 mL min ; injection 7 µg. Peaks shown are: 1,3,5-tri-tert.-butylbenzene
             (1), R-enantiomer (2);  S-enantiomer (2 ). (Reprinted with permission from ref. [8]. Copyright 1997
             American Chemical Society.)




             3.3 Chiral Selectors



             Enantioseparation is typically achieved as a result of the differences in interaction
             energies ∆(∆G) between each enantiomer and a selector. This difference does not
             need to be very large, a modest ∆(∆G) = 0.24 kcal/mol is sufficient to achieve a sep-
             aration factor  α of 1.5.  Another mechanism of discrimination of enantiomers
             involves the preferential inclusion of one into a “cavity” or within the helical struc-
             ture of a polymer. The selectivity of a selector is most often expressed in terms of
             retention of both enantiomers using the separation factor α that is defined as:
                                            α = k /k                             (1)
                                                 2  1
             where k  and k  are the retention factors of the first and the second peak, respec-
                    1     2
             tively, defined as
                                          k  = (t – t )/t                        (2)
                                                r  o  o
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