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Woodward-Hoffmanns Generalized Rules for Pericyclic Reactions

When r = 0, 4r component represents a vacant atomic orbital and if q = 0, (4g+2) component is treated as an atomic orbital occupied by two electrons. A single atomic orbital is represented by Greek letter (D(omega) Vs o-and [Pg.111]

Ji-molecular orbitals. co°s and (0°a, thus represent suprafacial and antarafacial addition to vacant single orbital. Suprafacial and antarafacial addition to doubly filled atomic orbitals are represented by the symbols (O s and ca a, respectively. Generalized rules for electrocyclic reactions, cycloadditions and sigmatropic reactions are depicted below  [Pg.112]

Here total number of (4q +2), and (4r)a components is zero. This t3TJe of examples are very rare. This type of (it s+rc s+Ji s+jt s) cycloadditions can be regarded as (jt a+rc a+Jt a+Ti a) process, because 7C s+7t s is equivalent toJt a+Ji a. [Pg.113]

These generalized rules should be used with following precautions  [Pg.113]




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GENERAL RULES

General reactions

Generalized reaction

Generalized rule

Hoffmann

Hoffmann reaction

Pericyclic

Pericyclic reactions

Pericyclic reactions Woodward-Hoffmann rules for

Pericyclic reactions general rules

Reaction rule

Rules reaction rule

Woodward

Woodward reaction

Woodward-Hoffmann

Woodward-Hoffmann general rule

Woodward-Hoffmann pericyclic

Woodward-Hoffmann reactions

Woodward-Hoffmann rules

Woodward-Hoffmann rules for

Woodward-Hoffmann rules pericyclic reaction

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