Wohl–Ziegler bromination: Difference between revisions
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:The role of NBS in Goldfinger's mechanism is to promote the regeneration of molecular bromine<ref name=":0" />, but one of the additional benefits of using NBS is that it maintains a low concentration of molecular bromine, which is key to promoting substitution over addition<ref name=":2" />. Rate laws have been developed that describe the competitive behavior of this reaction, and they show a strong dependence on the concentration of molecular bromine; given below are the two equations: one for high concentrations of bromine and one for low concentrations of bromine<ref name=":2" />. |
:The role of NBS in Goldfinger's mechanism is to promote the regeneration of molecular bromine<ref name=":0" />, but one of the additional benefits of using NBS is that it maintains a low concentration of molecular bromine, which is key to promoting substitution over addition<ref name=":2" />. Rate laws have been developed that describe the competitive behavior of this reaction, and they show a strong dependence on the concentration of molecular bromine; given below are the two equations: one for high concentrations of bromine and one for low concentrations of bromine<ref name=":2" />. |
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:* High bromine concentrations: '''r(a/s) = k<sub>2a</sub>/k<sub>2s</sub>(1 + k<sub>4a</sub>/k<sub>3a</sub>[Br<sub>2</sub>])''' where r(a/s) is the ratio of addition to substitution, and the k values correspond to constants describing the specific reaction steps pictured above under Competing Pathways<ref name=":2" />. |
:* High bromine concentrations: '''r(a/s) = k<sub>2a</sub>/k<sub>2s</sub>(1 + k<sub>4a</sub>/k<sub>3a</sub>[Br<sub>2</sub>])''' where r(a/s) is the ratio of addition to substitution, and the k values correspond to constants describing the specific reaction steps pictured above under Competing Pathways<ref name=":2" />. |
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:* Low bromine concentrations: '''r(a/s) = k<sub>2a</sub>k<sub>3a</sub>[Br<sub>2</sub>]/k<sub>3a</sub> |
:* Low bromine concentrations: '''r(a/s) = k<sub>2a</sub>k<sub>3a</sub>[Br<sub>2</sub>]/k<sub>3a</sub>k<sub>4a</sub>''' where terms have the same definition as in the previous equation<ref name=":2" />. It can be seen that in the equation for low bromine concentrations, the ratio of addition to substitution is directly proportional to the concentration of molecular bromine, so lowering the bromine concentration would inhibit the addition pathway and promote a greater degree of brominated product formation<ref name=":2" />. |
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== Applications == |
== Applications == |
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Revision as of 12:30, 16 March 2018
| Wohl-Ziegler bromination | |
|---|---|
| Named after | Alfred Wohl Karl Ziegler |
| Reaction type | Substitution reaction |
| Identifiers | |
| Organic Chemistry Portal | wohl-ziegler-reaction |
| RSC ontology ID | RXNO:0000225 |
The Wohl–Ziegler reaction[1][2] is a chemical reaction that involves the allylic or benzylic bromination of hydrocarbons using an N-bromoimide and a radical initiator.[3]
Best yields are achieved with N-bromosuccinimide in carbon tetrachloride solvent. Several reviews have been published.[4][5]
In a typical setup a stoichiometric amount of N-bromosuccinimide solution and a small quantity of initiator are added to a solution of the substrate in CCl4, and the reaction mixture is stirred and heated to the boiling point. Initiation of the reaction is indicated by more vigorous boiling; sometimes the heat source may need to be removed. Once all N-bromosuccinimide (which is denser than the solvent) has been converted to succinimide (which floats on top) the reaction has finished.
Mechanism
The mechanism by which the Wohl-Ziegler reaction proceeds was proposed by Paul Goldfinger in 1953, and his reaction mechanism is one of two proposed pathways through which aliphatic, allylic, and benzylic bromination with N-bromosuccinimide (NBS) occurs[6]. It has been shown that the Goldfinger mechanism is the proper mechanism as opposed to the previously accepted mechanism proposed by George Bloomfield, which, though consistent during selectivity studies, turned out to be overly simplistic[6].
The generation of NBS radicals depicted in the Bloomfield mechanism has been shown to be far more difficult than imagined when it was proposed, which is why it has failed as a proper model throughout the years; however, evidence suggests that the Bloomfield mechanism is still acceptable for the oxidation of alcohols using NBS[6]. It should be noted that in the Goldfinger mechanism, the purpose of the NBS is simply to maintain a very low concentration of molecular bromine, while in the Bloomfield mechanism, its purpose is the generation of the initial radical used in the reaction[7], which again can be quite a difficult process[8]. This is because it requires a special consideration for the behavior of the NBS radical; the only way it can possibly function as proposed in Bloomfield's mechanism is if the dissociation energy for the N-Br bond in NBS is smaller than that for Br2, and much evidence has been seen to suggest contrary behavior[8][9]. Goldfinger's proposed mechanism does not require any special considerations, as all radical species are behaving normally, and it is partly because of this that his mechanism is regarded as correct[8].
To further explore the accepted reaction mechanism, it must be understood that there are competing radical pathways in any radical reaction; it is the same in this case, as addition and substitution pathways are competing[10]. Achieving the desired brominated product requires that the substitution pathway be dominant, and reaction conditions can indeed be manipulated to promote this pathway over the less desirable addition pathway[9]. Displayed below are the two pathways in their entirety; it should be noted that there are side reactions included in this figure for the sake of completeness, such as steps 6 and 8; it should also be noted that these pathways are general for almost all radical reactions, so NBS is not pictured here, but its role will be discussed below.
[9]- The role of NBS in Goldfinger's mechanism is to promote the regeneration of molecular bromine[6], but one of the additional benefits of using NBS is that it maintains a low concentration of molecular bromine, which is key to promoting substitution over addition[9]. Rate laws have been developed that describe the competitive behavior of this reaction, and they show a strong dependence on the concentration of molecular bromine; given below are the two equations: one for high concentrations of bromine and one for low concentrations of bromine[9].
- High bromine concentrations: r(a/s) = k2a/k2s(1 + k4a/k3a[Br2]) where r(a/s) is the ratio of addition to substitution, and the k values correspond to constants describing the specific reaction steps pictured above under Competing Pathways[9].
- Low bromine concentrations: r(a/s) = k2ak3a[Br2]/k3ak4a where terms have the same definition as in the previous equation[9]. It can be seen that in the equation for low bromine concentrations, the ratio of addition to substitution is directly proportional to the concentration of molecular bromine, so lowering the bromine concentration would inhibit the addition pathway and promote a greater degree of brominated product formation[9].
Applications
The Wohl-Ziegler reaction is the primary process for radical allylic and benzylic brominations in the literature[11], so most any industrial chemical process that requires either of these brominations would be a serious application of this technology; however, there are a significant number of examples of this reaction being used to chlorinate reactive species (using N-chlorosuccinimide, NCS, instead of NBS), and chlorinated intermediates are more commonly encountered than their brominated analogues in general synthesis[11]. An example of major industrial products requiring radical chlorination or bromination is the formation of halogenated propenes that can be further altered to produce epoxide resins[12]. Epoxide resins can be used to synthesize a myriad of other compounds, a major reason why they are such interesting materials[11].
References
- ^ Alfred Wohl (1919). "Bromierung ungesättigter Verbindungen mit N-Brom-acetamid, ein Beitrag zur Lehre vom Verlauf chemischer Vorgänge". Berichte der deutschen chemischen Gesellschaft. 52: 51–63. doi:10.1002/cber.19190520109.
- ^ Ziegler, K., G. Schenck, E. W. Krockow, A. Siebert, A. Wenz, H. Weber (1942). "Die Synthese des Cantharidins". Justus Liebig's Annalen der Chemie. 551: 1–79. doi:10.1002/jlac.19425510102.
{{cite journal}}: CS1 maint: multiple names: authors list (link) - ^ Greenwood, F. L.; Kellert, M. D.; Sedlak, J. (1963). "4-Bromo-2-heptene". Organic Syntheses; Collected Volumes, vol. 4, p. 108.
- ^ C. Djerassi (1948). "Brominations with N-Bromosuccinimide and Related Compounds. The Wohl–Ziegler Reaction". Chem. Rev. 43 (2): 271–317. doi:10.1021/cr60135a004. PMID 18887958.
- ^ Horner, L; Winkelman, E. M (1959). "Neuere Methoden der präparativen organischen Chemie II 14. N-Bromsuccinimid, Eigenschaften und Reaktionsweisen Studien zum Ablauf der Substitution XV". Angew. Chem. 71 (11): 349. doi:10.1002/ange.19590711102.
- ^ a b c d e Incremona, J.H., Martin, J.C. (1970). “N-Bromosuccinimide. Mechanisms of Allylic Bromination and Related Reactions”. J. Am. Chem. Soc. 92 (3): 627-634. doi: 10.1021/ja00706a034.
- ^ Bloomfield, G.F. (1944). “Rubber, Polyisoprenes, and Allied Compounds. Part VI. The Mechanism of Halogen-substitution Reactions, and the Additive Halogenation of Rubber and Dihydromyrcene”. J. Am. Chem. Soc. 0: 114-120. doi: 10.1039/JR9440000114.
- ^ a b c Nonhebel, D.C.; Walton, J.C. (1974). Free Radical Chemistry: Structure and Mechanism. London: Cambridge University Press. pp. 191–193. ISBN 0521201497.
- ^ a b c d e f g h Adam, J., Gosselain, P.A., Goldfinger, P. (1953). “Laws of Addition and Substitution in Atomic Reactions of Halogens”. Nature 4355: 704-705.
- ^ Neuman, R.C. (1992). Organic Chemistry. Online: Robert C. Neuman, Jr.
- ^ a b c Wade, L.G. (2013). Organic Chemistry, 8th ed. Glenview, Illinois: Pearson Education, Inc. ISBN 978-0321768414.
- ^ Potter, W.G. (1963). "Chemistry and Uses of Epoxide Resins". Occup. Med. 13 (1): 42–47.