Page 252 - Advanced Organic Chemistry Part A - Structure and Mechanisms, 5th ed (2007) - Carey _ Sundberg
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232                              Table 2.8. Calculated Energy Differences for
                                               Tetrahydropyrans (kcal/mol)
     CHAPTER 2
                                      Substituent    E total   E local    E deloc
     Stereochemistry,
     Conformation,                        F          2	8      −1	2        4	0
     and Stereoselectivity
                                        CH 3 O       1	5      −0	3        1	8
                                         HO          1	3      −0	5        1	8
                                        H 2 N       −2	8      −6	4        3	6
                                        H 3 N +     −3	0      −15        12
                                         Cl          2	5      −5	4        7	9


                       an NBO analysis (see Section 1.4.2) to separate steric, polar, and other localized effects
                                                                                       ∗
                       from the delocalization components of the anomeric effect. 253  Using MP2/6-31G level
                       calculations, they arrived at the results in Table 2.8.
                           According to this analysis, the   →     E deloc   interaction is stabilizing for all
                                                           ∗
                       substituents. However, opposing electrostatic and steric effects   E local   are larger for
                       the NH and NH 3 +  groups. Cortes and co-workers carried out a similar analysis for 1,3-
                             2
                       dioxanes using B3LYP/6-31G(d,p) computations. The results are shown in Table 2.9
                           The B3LYP computations arrive at much larger values than found for the tetrahy-
                       dropyrans, especially for the Cl and H N substituents, although there are also large
                                                         +
                                                       3
                       compensating localization effects. These theoretical efforts provide support for   →   ∗
                       delocalization as a component of the anomeric effect, although leaving uncertainty as
                       to the relative energies that are involved.
                           In bicyclic systems such as 9, the dominant conformation is the one with the
                       maximum anomeric effect. In the case of 9, only conformation 9A provides the
                       preferred anti-periplanar geometry for both oxygens. 254  Anti periplanar relationships
                       are indicated by the shaded oxygen orbitals. Other effects, such as torsional strain and
                       nonbonded repulsion contribute to the conformational equilibrium, of course.





                                             O         O   O       O
                                           O                         O
                                           9A            9B          9C



                                  Table 2.9. Calculated Energy Differences in 1,3-Dioxanes
                                                      (kcal/mol)

                                  Substituent      E total      E local      E deloc
                                  F                4	0          1	66          2	34
                                  CH 3 O           2	30         5	17          2	87
                                  HO              −0	98         2	06          3	04
                                  H 2 N            1	75         6	01         −4	26
                                  H 3 N +         −1	32       −52	67         51	36
                                  Cl               6	79       −12	69         19	45

                       253	  U. Salzner and P. v. R. Schleyer, J. Org. Chem., 59, 2138 (1994).
                       254
                          P. Deslongchamps, D. D. Rowan, N. Pothier, G. Sauve, J. K. Saunders Can. J. Chem., 59, 1132 (1981).
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