| Literature DB >> 18596655 |
Rabih O Al-Kaysi1, Iluminada Gallardo, Gonzalo Guirado.
Abstract
Meisenheimer complexes are important intermediates in Nucleophilic Aromatic Substitution Reactions (S(N)Ar). They are formed by the addition of electron rich species to polynitro aromatic compounds or aromatic compounds with strong electron withdrawing groups. It is possible to distinguish two types of Meisenheimer or sigma-complexes, the sigma(H)-complex or sigma(X)-complex (also named ipso), depending on the aromatic ring position attacked by the nucleophile (a non-substituted or substituted one, respectively). Special examples of sigma(X)- or ipso-complexes are formed through intermediate spiro adducts, via intramolecular SNAr. Some of these spirocyclic Meisenheimer complexes, a type of sigma(X)-complex, are exceptionally stable in solution and/or as solids. They can be isolated and characterized using X-ray, and various spectroscopic techniques such as NMR, UV-Vis, IR, and fluorescence. A few of these stable spirocyclic Meisenheimer complexes are zwitterionic and exhibit interesting photophysical and redox properties. We will review recent advances, synthesis and potential applications of these stable spirocyclic Meisenheimer complexes.Entities:
Mesh:
Substances:
Year: 2008 PMID: 18596655 PMCID: PMC6245453 DOI: 10.3390/molecules13061282
Source DB: PubMed Journal: Molecules ISSN: 1420-3049 Impact factor: 4.411
Scheme 1Where X is a good leaving group and EWG an electron withdrawing group.
Scheme 2
Scheme 3
Scheme 4
Scheme 5
Scheme 6
Scheme 7
Scheme 8
Scheme 9
Scheme 10
Scheme 11List of stable SMCs and reaction conditions.
| SMC | Reactants | Conditions | Reference |
|---|---|---|---|
|
|
| KOCH3 / MeOH | [ |
|
|
| KOCH3 / MeOH | [ |
|
|
| KOC(CH3)3/
| [ |
|
|
| KOC(CH3)3/
| [ |
|
| KOC(CH3)3/
| [ | |
|
|
| KOC(CH3)3/ t-butanol | [ |
|
|
| Et3N/ CH2Cl2 | [ |
|
|
| Et3N/ CH2Cl2 | [ |
|
|
| Et3N/ CH2Cl2 | [ |
|
|
| Et3N/ CH2Cl2 | [ |
|
|
| Et3N/ CH2Cl2 | [ |
Scheme 12
Scheme 13
Scheme 14
Scheme 15
Scheme 16
Scheme 17
Scheme 18
Scheme 19