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Resonance Energy and Absolute Hardness

There are two other approaches to defining aromaticity that we will consider. The first is based on a comparison of the heat of formation of an organic compound with the heat of formation calculated for a nondelocalized reference system. The difference between those two values would then be the resonance energy for this system. [Pg.218]

At first glance this approach would seem to be dependent on uncertain reference systems. However, it was given firm footing by the work of Dewar, and Baird elaborated Dewar s approach. Calculated values of resonance energy can thus be based only on knowledge of the molecular [Pg.218]

Structure and experimental data for a few reference compoimds. The resonance energy so calculated is denoted the Dewar resonance energy (DRE). For a completely imsaturated compoimd with the formula CnH OpO, where p is the number of carbonyl-type oxygens and q is the number of ether-t5rpe oxygens, Baird showed that the DRE can be calculated as in equation 4.69  [Pg.219]

This approach allows one to calculate indirectly the heat of formation of C(sp )-C(sp ) single bonds, which is difficult to determine directly. With this approach, the definition of aromaticity is that an aromatic compound has DRE 0, an antiaromatic compound has a DRE 0, and a compoimd that is neither aromatic nor antiaromatic has a DRE near 0. Results of DRE calculations by Baird are listed in Table 4.2.  [Pg.219]

4 APPLICATIONS OF MOLECULAR ORBITAL THEORY AND VALENCE BOND THEORY [Pg.220]


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