Page 1114 - Advanced Organic Chemistry Part A - Structure and Mechanisms, 5th ed (2007) - Carey _ Sundberg
P. 1114

It is a general result that the Woodward-Hoffmann rules predict that           1099
          photochemical reactions will be complementary to thermal reactions. What is allowed
          photochemically is forbidden thermally, and vice versa. The physical basis for this  SECTION 12.2
          complementary relationship is that the high barrier associated with forbidden thermal  Photochemistry of
                                                                                      Alkenes, Dienes, and
          reactions provides a point for strong interaction of the ground state and excited state  Polyenes
          species. As the two states are close in energy and of the same symmetry, they “mix”
          and allow the excited molecule to reach the ground state. This interaction is necessary
          for efficient photochemical reactions. 45
              Let us now consider photochemical electrocyclic reactions. In Chapter 10, we
          described the distinction between the conrotatory and disrotatory modes of reaction
          as a function of the number of electrons in the system. Striking illustrations of
          the relationship between orbital symmetry considerations and the outcome of photo-
          chemical reactions are found in the stereochemistry of electrocyclic reactions. Orbital
          symmetry predicts that photochemical electrocyclic reactions will show a reversal of
          stereochemistry relative to thermal reactions. 46  One way of making this prediction is
          to construct an electronic energy state diagram for the reactant and product molecule
          and observe the correlation between the states. 47  The reactions in which the reacting
          state correlates with a state of the product that is not appreciably higher in energy
          are permitted. 48  The orbitals involved in the photochemical butadiene-to-cyclobutene
          conversion are   ,   , and   of the first excited state of butadiene and  ,  , and   ∗
                        1  2      3
          for cyclobutene. The appropriate elements of symmetry are the plane of symmetry for
          the conrotatory and the axis of symmetry for the disrotatory process. The correlation
          diagram for this reaction is shown in Figure 12.19. This analysis shows that disrotatory
                                                                        1
                                                                           2
          cyclization is allowed, whereas conrotation would lead to a highly excited   ,   ,   ∗1
          configuration of cyclobutene. The same conclusion is reached if it is assumed that the
          frontier orbital will govern reaction stereochemistry.

                     butadiene ψ 2              butadiene  ψ 3
                       is HOMO                    is HOMO








                    conrotatory mode           disrotatory mode
                   for thermal reaction     for photochemical reaction

              Although orbital symmetry provides a starting point for analyses of photochemical
          reactions of conjugated dienes and polyenes, experimental studies have identified a
          number of additional facets of the problem, some of which have to do with the
          fundamental assumptions of the orbital symmetry analysis. One of the underlying

           45   H. E. Zimmerman, J. Am. Chem. Soc., 88, 1566 (1966); W. Th. A. M. van der Lugt and L. J. Oosterhoff,
             Chem. Commun., 1235 (1968); W. Th. A. M. van der Lugt and L. J. Oosterhoff, J. Am. Chem. Soc., 91,
             6042 (1969); R. C. Dougherty, J. Am. Chem. Soc., 93, 7187 (1971); J. Michl, Top. Current Chem., 46,
             1 (1974); J. Michl, Photochem. Photobiol., 25, 141 (1977).
           46
             R. B. Woodward and R. Hoffmann, J. Am. Chem. Soc., 87, 395 (1965).
           47   H. C. Longuet-Higgins and E. W. Abrahamson, J. Am. Chem. Soc., 87, 2045 (1965).
           48
             R. B. Woodward and R. Hoffmann, The Conservation of Orbital Symmetry, Academic Press, New York,
             1970.
   1109   1110   1111   1112   1113   1114   1115   1116   1117   1118   1119