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Table 21 Symmetry analysis of the twisted to syn -folded conformational isomerization
Permutation-inversion operators
E , (18)(1 0 8 0 ), (11 0 )(88 0 )(99 0 ), (18 0 )(81 0 )(99 0 )
Symmetry operators of t- D 2
E , (18 0 )(81 0 )(99 0 ), (18)(1 0 8 0 )*, (11 0 )(88 0 )(99 0 )*
Symmetry operators of s- C 2v (x)
E , (18 0 )(81 0 )(99 0 )
Largest common subgroup
Table 22 Possible point groups and conformations of the transition state for interconversion of
the t- D 2 twisted and the s- C 2v ( x ) syn -folded conformations
Group of permutation-inversion operators
a
b
TS
h TS
n TS
{ E , (18 0 )(81 0 )(99 0 )}
st- C 2 ( x )
2
8
C 2 ( x ) A
{ E }
ft- C 1
1
16
C 1
A
a
Point group symmetry along pathway from transition state to reactant or product, i.e., maximum
common subgroup of transition state and reactant or product
b
Symmetry species of the mode of the transition vector (using the conventional setting of the
transition state point group [ 279 ])
Fig. 37 Schematic
mechanism for the
interconversion of the t- D 2
twisted and s- C 2v ( x ) syn -
folded conformations via a
transition state st- C 2 ( x )
1
1'
1
1'
1'
st Z-RPS'
st
Z-RMS'
1
s Z-RS'
1'
1
1'
1
t Z-P
t Z-M
1
1'
1'
1
1
1'
st
st
s Z-SR'
Z-SPR'
Z-SMR'
1
1'
1'
1
1'
st
st
E-RMR'
E-RPR'
1
s
E-RR'
1
1'
1
1'
t
t
E-P
E-M
1
1
1'
1'
1
1'
st
s
st
E-SMS'
E-SPS'
E-SS'
conformations or as a two-step conformational inversion mechanism of the syn -
folded conformations. In Figs. 37 and 38 , enantiomeric versions of the conforma-
tions and transition states are found on opposite sides. E - and Z -configurations are
not interconverted.
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