Definition electrophilic substitution reactions

Thiophene is far more reactive than benzene in electrophilic substitution reactions. Reaction with bromine in acetic acid has been calculated to be 1.76 x 109 times faster than with benzene (72IJS(C)(7)6l). This comparison should, of course, be treated with circumspection in view of the fact that the experimental conditions are not really comparable. Benzene in the absence of catalysts is scarcely attacked by bromine in acetic acid. More pertinent is the reactivity sequence for this bromination among five-membered aromatic heterocycles, the relative rates being in the order 1 (thiophene) and 120 (furan) or, for trifluoroacetylation, 1 (thiophene), 140 (furan), 5.3 xlO7 (pyrrole) (B-72MI31300, 72IJS(C)(7)6l). Among the five-membered heteroaromatics, thiophene is definitely the least reactive. 

An attempt has been made to analyse whether the electrophilicity index is a reliable descriptor of the kinetic behaviour. Relative experimental rates of Friedel-Crafts benzylation, acetylation, and benzoylation reactions were found to correlate well with the corresponding calculated electrophilicity values. In the case of chlorination of various substituted ethylenes and nitration of toluene and chlorobenzene, the correlation was generally poor but somewhat better in the case of the experimental and the calculated activation energies for selected Markovnikov and anti-Markovnikov addition reactions. Reaction electrophilicity, local electrophilicity, and activation hardness were used together to provide a transparent picture of reaction rates and also the orientation of aromatic electrophilic substitution reactions. Ambiguity in the definition of the electrophilicity was highlighted.15... 

Further and more definitive examples of electrophilic substitution reactions in the thiathiophthen series have been described. " In the parent compound, in which both 2- and 3-positions are available for attack, formylation has been proved to occur at the 3-position, as would be anticipated from earlier experimental and theoretical work. 2-t-Butyl-6a-thiathiophthen formylates in the 4-position. The thiathiophthen aldehydes show characteristic absorption bands in the i.r. at ca. 1670 cm analogous to that shown by thiophen-2-aldehyde (1673 cm ), implying electronreleasing properties at the 3- (or 4-) position. 

Probably the most important development of the past decade was the introduction by Brown and co-workers of a set of substituent constants,ct+, derived from the solvolysis of cumyl chlorides and presumably applicable to reaction series in which a delocalization of a positive charge from the reaction site into the aromatic nucleus is important in the transition state or, in other words, where the importance of resonance structures placing a positive charge on the substituent - -M effect) changes substantially between the initial and transition (or final) states. These ct+-values have found wide application, not only in the particular side-chain reactions for which they were designed, but equally in electrophilic nuclear substitution reactions. Although such a scale was first proposed by Pearson et al. under the label of and by Deno et Brown s systematic work made the scale definitive. 

A cross-coupling reaction can be partially defined by equation (1), where Nu is a carbon (or heteroatom) nucleophile see Nucleophile), R X is an electrophilic substrate, X is a halogen or other appropriate leaving group, and M is a metal or metalloid. At first glance, it would appear that simple nucleophihc substitution reactions should fall under this definition. However, what makes the cross-coupling chemistry special is its ability to perform transformations that cannot be accomplished with simple substitution chemistry. 

Trifluoroacetylation of tetraamine 118 is the only definite example of electrophilic substitution on a double proton sponges203. The products of this reaction were di- 191 and tetraketones 192 isolated with 5 and 8% yields, respectively (equation 15). 

The half-reactions formulated here in the masterlist, and used in the general sequence lists, have value for the synthetic chemist not only in clarifying our sense of definition of construction reactions but also in pointing out deficiencies in our practical collection of viable reactions. A check on the frequency of appearance of the various half-reactions in the general sequence lists can show which are most important and lead to reexamination of those with practical limitations. In particular substitutions and nucleophilic or electrophilic additions to simple, unactivated olefins, (respectively Ba, I2 andia) seem to need better im-lementation, perhaps through organometallic mediation. 

Numerous cases of C-H bond activation are known, for which the reaction mechanism cannot be definitely attributed to either typical oxidative addition to a nucleophilic metal center or to an electrophilic substitution at an electron-deficient metal ion. In some cases the mechanism is not at all clear. 

Electrophilic substitution This is not meant to be a definitive account of aromaticity. It will suffice if we consider only one tj of chemical reaction and two of the physical properties of benzene to demonstrate the point. 

Studies of the reactions of flavan-3-ols and particularly those of catechin have been central to the elucidation of the structure and development of uses for the condensed tannins. This work, initiated by Freudenberg and his colleagues at Heidelberg in the 1920s [see Weinges et al. (377) for a thorough review], continues to be an important aspect of condensed tannin chemistry. A wide range of electrophilic aromatic substitution reactions has been examined to obtain definitive evidence for the location of substitution (i.e. C-6 or C-8) of proanthocyanidins and to establish the influence of steric hindrance on the relative reactivity of these nucleophilic centers in flavan-3-ols. 

In order to gain an insight into the mechanism on the basis of the slope of a Type A correlation requires a more complicated procedure. Consider the Hammett equation. The usual statement that electrophilic reactions exhibit negative slopes and nucleophilic ones positive slopes may not be true, especially when the values of the slopes are low. The correct interpretation has to take the reference process into account, for example, the dissociation equilibrium of substituted benzoic acids at 25°C in water for which the slope was taken, by definition, as unity (p = 1). The precise characterization of the process under study is therefore that it is more or less nucleophilic than the reference process. However, one also must consider the possible influence of temperature on the value of the slope when the catalytic reaction has been studied under elevated temperatures there is disagreement in the literature over the extent of this influence (cf. 20,39). The sign and value of the slope also depend on the solvent. The situation is similar or a little more complex with the Taft equation, in which the separation of the molecule into the substituent, link, and reaction center may be arbitrary and may strongly influence the values of the slopes obtained. This problem has been discussed by Criado (33) with respect to catalytic reactions. 

We consider as dihydro derivatives those rings which contain either one or two 5p3-hybridized carbon atoms. According to this definition, all reactions of the aromatic compounds with electrophiles, nucleophiles or free radicals involve dihydro intermediates. Such reactions with electrophiles afford Wheland intermediates which usually easily lose H+ to re-aromatize. However, nucleophilic substitution (in the absence of a leaving group such as halogen) gives an intermediate which must lose H and such intermediates often possess considerable stability. Radical attack at ring carbon affords another radical which usually reacts further rapidly. In this section we consider the reactions of isolable dihydro compounds it is obvious that much of the discussion on the aromatic heterocycles is concerned with dihydro derivatives as intermediates. 

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