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preface to fifteenth edition

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ORGANIC COMPOUNDS 1.43<br />

FIGURE 1.9<br />

isomer.<br />

Two isomers of 1,4-dimethylcyclohexane. (a) Trans isomer; (b) cis<br />

FIGURE 1.10 Two isomers of decahydronaphthalene, or bicyclo[4.4.0]decane.<br />

(a) Trans isomer; (b) cis isomer.<br />

The bicyclic compound decahydronaphthalene, or bicyclo[4.4.0]decane, has two fused six-membered<br />

rings. It exists in cis and trans forms (see Fig. 1.10), as determined by the configurations at<br />

the bridgehead carbon a<strong>to</strong>ms. Both cis- and trans-decahydronaphthalene can be constructed with<br />

two chair conformations.<br />

1.1.4.2 Geometrical Isomerism. Rotation about a carbon-carbon double bond is restricted because<br />

of interaction between the p orbitals which make up the pi bond. Isomerism due <strong>to</strong> such<br />

restricted rotation about a bond is known as geometric isomerism. Parallel overlap of the p orbitals<br />

of each carbon a<strong>to</strong>m of the double bond forms the molecular orbital of the pi bond. The relatively<br />

large barrier <strong>to</strong> rotation about the pi bond is estimated <strong>to</strong> be nearly<br />

1<br />

63 kcal · mol<br />

1<br />

(263 kJ · mol ).<br />

When two different substituents are attached <strong>to</strong> each carbon a<strong>to</strong>m of the double bond, cis-trans<br />

isomers can exist. In the case of cis-2-butene (Fig. 1.11a), both methyl groups are on the same side<br />

of the double bond. The other isomer has the methyl groups on opposite sides and is designated as<br />

trans-2-butene (Fig. 1.11b). Their physical properties are quite different. Geometric isomerism can<br />

also exist in ring systems; examples were cited in the previous discussion on conformational isomers.<br />

For compounds containing only double-bonded a<strong>to</strong>ms, the reference plane contains the doublebonded<br />

a<strong>to</strong>ms and is perpendicular <strong>to</strong> the plane containing these a<strong>to</strong>ms and those directly attached<br />

<strong>to</strong> them. It is cus<strong>to</strong>mary <strong>to</strong> draw the formulas so that the reference plane is perpendicular <strong>to</strong> that of

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