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Geometric isomerism can arise when there is lack of free rotation around a bond, often a C = C bond.
Consider 1,2-dichloroethene. There are two geometric isomers (Table 3).
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They exist because rotation about the C = C bond is very difficult.
In Topic 2, the C = C bond was described as consisting of a bond and a bond (Figure 2).
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Rotation is restricted because this would involve breaking the bond. The two geometric isomers are not superimposable.Geometric isomers caused by restricted rotation around a bond are distinguished by
using the terms - 'cis' and 'trans':
- cis - both groups are on the same side of the double bond
- trans - the groups are on opposite sides of the double bond ('trans' means across)
Molecule(a) in Table 3 is trans-1,2-dichloroethene, while molecule(b) in Table 3 is cis-1,2-dichloroethene. A similar situation occurs with alkenes containing 4 or more carbon atoms, e.g.
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Geometric isomerism can also arise in disubstituted cycloalkanes, e.g.
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Sometimes geometric isomers can show differences in chemical properties although this is much less common than for structural isomers. A simple example involves the geometric isomers of butenedioic acid (Figure 6).
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Cis-butenedioic acid readily eliminates water on heating. The product is known as a cyclic anhydride (Figure 7).
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On the other hand, trans-butenedioic acid cannot eliminate water under the same conditions since the two carboxyl groups are on opposite sides of the double bond (Figure 6).