Chapter 11 : Arenes and Aromaticity |
Arenes and Aromaticity Answers
Qu 1 | ||
(a) AB is a neutral, 4 π-electron, anti-aromatic system. As B is in group III, it only has 6 electrons in the valence shell and hence is sp2 with an empty p orbital available for conjugation. AE could have worked as it is 4 π and anti-aromatic, but it is a cation. | ||
(b) Pyridine A is a 6 π-electron, aromatic system. Pyridine is obviously related to benzene, with the lone pair on the N is in an sp2 orbital, perpendicular to the π system, and that the N is already involved in the π system in the C=N. The substituted furan, AC is also a 6 π-electron, aromatic system by virtue of one of the lone pairs on the sp2 O being in a p orbital. | ||
(c) If n=2 in the Huckel rule, then we are after 10 π-electrons (so 5 pairs of electrons) which is satisfied by the outer loop in the interesting blue hydrocarbon azulene, BC. No other compounds have 10 π-electrons. | ||
(d) Cycloheptatriene is a non-aromatic, conjugated
6 π-electron system. Remember that conjugated only means interacting
π system so B is still conjugated, but it is not a cyclic conjugated
system required for aromaticity. |
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(e) Non-conjugated implies that the the π systems are insulated from each other, probably by sp3 centers, such as those in D. | ||
(f) B non-aromatic as drawn and will give an
aromatic cation with a loss of a hydride ion. Looking at all the options, think about which molecules are non-aromatic as drawn: B, C, D, E, (not cyclic conjugated system) and AD. Removing an H- from B with give a 6 π aromatic cation (remember that carbocations are sp2 hybridised so there is an empty p orbital available as part of the π system. On loss of the hydride, C would be 4 π and anti-aromatic, D would still not be a conjugated cyclic system and E would be 2+ve. All the carbons in AD are already involved in a π system so losing a H- would not change that. |
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(g) Use the list on non-aromatic compounds from part (f). For this type of question, you probably need to look for a system that has an exocyclic p bond, as in AD. The resonance of the carbonyl gives +C-O- which means we have a 2 p aromatic system based on the cyclopropenyl cation. | ||
(h) Use the list of non-aromatic as drawn from part (f). C and E both have an aromatic conjugate base. This is similar to question 2(f), but now we remove a proton, H+, to get an anionic system with 2 more electrons, in both cases giving 6p electron systems. | ||
Qu 2: | |
(a) The strongest acid is revealed by the lowest pKa, so the conjugate acid of pyrrole, is the strongest acid | |
(b) At a pH 1 unit more acid than the pKa, the relative ratio of pyridine, to its conjugate acid, is 1:10 is favour of the protonated form. | |
(c) The pKa for the pyridine systems is 5.2, for aniline it is 4.6 So the aniline conjugate acid is a stronger acid, so the better base must be pyridine. In pyridine the lone pair is not delocalised (it is in fact perpendicular to the aromatic π system, but in aniline the N lone pair can be delocalised using resonance with the adjacent π system. | |
(d) Pyrrole is a weaker base because while it is aromatic, its conjugate acid is non-aromatic. In comparison, pyridine and its conjugate acid are both aromatic. So protonation of pyrrole results in the loss of the aromatic stablisation. | |
Qu 3: | |
Resonance energy measures the extra stability of conjugated
systems compared to the same number of isolated C=C. Naphthalene (i) has a benzene ring plus an extra 2 conjugated C=C and so has a higher resonance energy than benzene (ii) itself (but not a great as two separated benzenes). Benzene is more aromatic and has a greater resonance energy than furan (iii). So i > ii > iii. |
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Qu 4: | |
Option (i) is a vinyl carbocation (they are between primary and methyl cations is terms of stability) There is no resonance stabilisation here (try sketching the orbitals, the empty orbital associated with the +ve charge must be perpendicular to the C=C π system.. (ii) is a simple secondary carbocation. (iii) in a secondary benzylic system (so further resonance stability due to resonance with the aromatic π system is present). Thus the order is iii > ii > i. | |
Qu 5: | Resonance energy measures the extra stability of a system compared to the same number of isolated double bonds. |
In order to do calculate the resonance energy of anthracene,
we need to compare the experimental heat of hydrogenation (given in the
question as -116.2 kcal/mol) with that of isolated (non-interacting) double
bonds.
Since anthracene has 7 double bonds we get: 7 x -28.6 kcal/mol = -200.2 kcal/mol which is 84 kcal/mol more EXOTHERMIC than that of anthracene (compare -200.2 and -116.2) so we can conclude that anthracene is 84 kcal/mol more stable than 7 isolated double bonds. Resonance energy (anthracene) = 84 kcal/mol |
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(b) The Diels-Alder reaction to A gives a naphthalene
system (resonance energy = 61 kcal/mol) and that to B gives two benzenes (resonance energy = 2 x 36 kcal/mol = 72 kcal/mol) Therefore the greater stability of B compared to A drives the reaction (since two benzenes have greater resonance stability than a naphthalene) and despite the statistical effect (2 : 1 ways to get A rather than B) |
© Dr. Ian Hunt, Department of Chemistry |