Zimmermann-Traxler transition states

When the Z-enolate 9 reacts with benzaldehyde, one aspect of the Zimmermann-Traxler transition state 14 is quite different. The /-butyl group in 14 is forced to be axial because it is syn to the enolate oxygen even though it will not enjoy this position at all. The only alternative is to abandon the chair transition state and that would evidently lead to a worse energy penalty. The phenyl group still has a choice and it will again choose to be equatorial in 14. If we inspect the marked hydrogen atoms in 14 we can see that they are syn and so they will remain syn in the aldol product syn-1. 

Chiral oxazolidinone auxiliaries based on D-glucose were used for aldol reactions by Koell et al. [160]. The highest select vities were observed with auxiliaries equipped with the pivaloyl protecting group. The pivaloylated oxazolidinone 228 was transformed into the boron enolate according to the procedure of Evans [161] and subsequently reacted with aliphatic and aromatic aldehydes. The best results were obtained with isobutyric aldehyde (Scheme 10.77). The syn-dldo 229 was formed in 16-fold excess over the a/i Z-diastereomer and with an acceptable yield of 59%. The authors explain the stereoselectivity by a chair-like transition state according to Zimmermann-Traxler. The electrophile approaches at the less hindered r -face of the (Z)-configured enolate double bond. For A -phenacetyl substituents, an inversed stereoselectivity was observed as described above for these oxazolidinone auxiliaries. 

Under kinetic control, the reactions of prochiral aldehydes with Z-enolates generally lead to syn aldols, while E-enolates lead to anti aldols. The presence of bulky R groups on the enolates, however, may alter these selectivities. The highest diastereoselectivities are observed with boron or titanium enolates. These selectivity trends are interpreted by a concerted cyclic mechanism. The favored transition state resembles a distorted chair, in line with the Zimmermann-Traxler proposals [57, 160, 253] (Figure 6.70). This model has been supported by theoretical studies [9, 40, 41, 125, 1249], Transition states analogous to C2 and C4 (Figure 6.70) are destabilized by 1,3-ecIipsing interactions between the C-R, M-L and C-R bonds, so that models Ci and C3 are more favorable. For the sake of simplification, only the reaction on one face of the enolates is shown in these models, but enolate face selectivity will be discussed later. In some cases, boatlike transition-state models are invoked to interpret selectivity inversions [401, 402, 666], Moreover, Heathcock and coworkers [105] obtained evidence for the influence of an excess of n-B BOTf on the stereoselectivity of the aldol reactions of Z-enolates. In such reactions, anti aldols can be formed preferentially (see bdow). 

Agami s model was subsequently challenged by List, Lerner, and Barbas III in 2000 [8a], when they proposed a one-proline enamine mechanism for the proline-catalyzed intermolecular aldol reaction between ketones and aldehydes. Shortly afterwards, on the basis of DFT calculations, Houk and co-workers proposed a very similar mechanism for the Hajos-Parrish intramolecular aldol [19]. Using the B3LYP/6-31H-G(2df,p) level of DFT theory, Houk and co-workers [20] have seen that the energy difference between the two possible chair Zimmermann-Traxler-like transition states, which differ in the orientation of the enamine with... 

The issue of simple diastereoselectivity arises when both the allyl and vinyl moieties of the ketene N,0-acetal intermediate 2 are substituted at their terminus, leading to vicinal stereocenters in the products (Scheme 7.22). In analogy to the aldol reaction, the stereochemical outcome can be predicted in terms of a Zimmermann-Traxler type chair-shaped transition state. Accordingly, the synlanti ratio of the products depends on double bond geometry. Whereas the geometry of the unsaturated alcohol is pre-determined and usually not subject to equilibration, the geometry of the ketene N,0-acetal moiety depends on the reaction conditions that lead to its in situ formation. 

The two syn aldols (57) and (58) are enantiomers (provided there is no additional asymmetry in A or B), as are the anti aldols (59) and (60). The syn anti outcome depends fundamentally on the geometry of the enolate and can be predicted on the basis of the six-membered cyclic transition state known as the Zimmermann-Traxler model. 

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