Bent bond: Difference between revisions
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{{Use American English|date = March 2019}} |
{{Use American English|date = March 2019}} |
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[[File:Coulson Moffit Model.png|200px|thumb|right|One of the first bent bond theories for [[cyclopropane]] was the |
[[File:Coulson Moffit Model.png|200px|thumb|right|One of the first bent bond theories for [[cyclopropane]] was the Coulson-Moffitt model (1947).]] |
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In [[organic chemistry]], a '''bent bond''', also known as a '''banana bond''', is a type of [[covalent bond|covalent]] [[chemical bond]] with a geometry somewhat reminiscent of a [[banana]]. The term itself is a general representation of [[electron density]] or configuration resembling a similar "bent" structure within small ring molecules, such as [[cyclopropane]] (C<sub>3</sub>H<sub>6</sub>) or as a representation of double or triple bonds within a compound that is an alternative to the [[sigma bond|sigma]] and [[pi bond]] model. |
In [[organic chemistry]], a '''bent bond''', also known as a '''banana bond''', is a type of [[covalent bond|covalent]] [[chemical bond]] with a geometry somewhat reminiscent of a [[banana]]. The term itself is a general representation of [[electron density]] or configuration resembling a similar "bent" structure within small ring molecules, such as [[cyclopropane]] (C<sub>3</sub>H<sub>6</sub>) or as a representation of double or triple bonds within a compound that is an alternative to the [[sigma bond|sigma]] and [[pi bond]] model. |
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Latest revision as of 01:14, 24 May 2023
In organic chemistry, a bent bond, also known as a banana bond, is a type of covalent chemical bond with a geometry somewhat reminiscent of a banana. The term itself is a general representation of electron density or configuration resembling a similar "bent" structure within small ring molecules, such as cyclopropane (C3H6) or as a representation of double or triple bonds within a compound that is an alternative to the sigma and pi bond model.
Small cyclic molecules
[edit]
Bent bonds[1][2][3][4] are a special type of chemical bonding in which the ordinary hybridization state of two atoms making up a chemical bond are modified with increased or decreased s-orbital character in order to accommodate a particular molecular geometry. Bent bonds are found in strained organic compounds such as cyclopropane, oxirane and aziridine.
In these compounds, it is not possible for the carbon atoms to assume the 109.5° bond angles with standard sp3 hybridization. Increasing the p-character to sp5 (i.e. 1⁄6 s-density and 5⁄6 p-density)[5] makes it possible to reduce the bond angles to 60°. At the same time, the carbon-to-hydrogen bonds gain more s-character, which shortens them. In cyclopropane, the maximum electron density between two carbon atoms does not correspond to the internuclear axis, hence the name bent bond. In cyclopropane, the interorbital angle is 104°. This bending can be observed experimentally by X-ray diffraction of certain cyclopropane derivatives: the deformation density is outside the line of centers between the two carbon atoms. The carbon–carbon bond lengths are shorter than in a regular alkane bond: 151 pm versus 153 pm.[6]
Cyclobutane is a larger ring, but still has bent bonds. In this molecule, the carbon bond angles are 90° for the planar conformation and 88° for the puckered one. Unlike in cyclopropane, the C–C bond lengths actually increase rather than decrease; this is mainly due to 1,3-nonbonded steric repulsion. In terms of reactivity, cyclobutane is relatively inert and behaves like ordinary alkanes.
Walsh orbital model
[edit]An alternative model utilizes semi-localized Walsh orbitals in which cyclopropane is described as a carbon sp2 sigma bonding and in-plane pi bonding system. Critics of the Walsh orbital theory argue that this model does not represent the ground state of cyclopropane as it cannot be transformed into the localized or fully delocalized descriptions via a unitary transformation.[3]
Double and triple bonds
[edit]Two different explanations for the nature of double and triple covalent bonds in organic molecules were proposed in the 1930s. Linus Pauling proposed that the double bond results from two equivalent tetrahedral orbitals from each atom,[7] which later came to be called banana bonds or tau bonds.[8] Erich Hückel proposed a representation of the double bond as a combination of a sigma bond plus a pi bond.[9][10][11] The Hückel representation is the better-known one, and it is the one found in most textbooks since the late-20th century.
Both models represent the same total electron density, with the orbitals related by a unitary transformation. We can construct the two equivalent bent bond orbitals h and h' by taking linear combinations h = c1σ + c2π and h' = c1σ – c2π for an appropriate choice of coefficients c1 and c2. In a 1996 review, Kenneth B. Wiberg concluded that "although a conclusive statement cannot be made on the basis of the currently available information, it seems likely that we can continue to consider the σ/π and bent-bond descriptions of ethylene to be equivalent."[3] Ian Fleming goes further in a 2010 textbook, noting that "the overall distribution of electrons [...] is exactly the same" in the two models.[12]
Other applications
[edit]The bent bond theory can also explain other phenomena in organic molecules. In fluoromethane (CH3F), for instance, the experimental F–C–H bond angle is 109°, which is greater than the calculated value. This is because according to Bent's rule, the C–F bond gains p-orbital character leading to high s-character in the C–H bonds, and H–C–H bond angles approaching those of sp2 orbitals – e.g. 120° – leaving less for the F–C–H bond angle. The difference is again explained in terms of bent bonds.[3]
Bent bonds also come into play in the gauche effect, explaining the preference for gauche conformations in certain substituted alkanes and the alkene cis effect associated with some unusually stable alkene cis isomers.[3]
References
[edit]- ^ Burnelle, Louis; Kaufmann, Joyce J. (1965). "Molecular Orbitals of Diborane in Terms of a Gaussian Basis". J. Chem. Phys. 43 (10): 3540–45. Bibcode:1965JChPh..43.3540B. doi:10.1063/1.1696513.
- ^ Klessinger, Martin (1967). "Triple Bond in N2 and CO". J. Chem. Phys. 46 (8): 3261–62. Bibcode:1967JChPh..46.3261K. doi:10.1063/1.1841197.
- ^ a b c d e Wiberg, Kenneth B. (1996). "Bent Bonds in Organic Compounds". Acc. Chem. Res. 29 (5): 229–34. doi:10.1021/ar950207a.
- ^ Carey, F. A.; Sundberg, R. J. (1985). Advanced Organic Chemistry. ISBN 0-306-41198-9.
- ^ De Meijere, Armin (1979). "Bonding Properties of Cyclopropane and Their Chemical Consequences" (PDF). Angew. Chem. Int. Ed. Engl. 18 (11): 809–886. doi:10.1002/anie.197908093.
- ^ Allen, Frank H.; Kennard, Olga; Watson, David G.; Brammer, Lee; Orpen, A. Guy; Taylor, Robin (1987). "Tables of bond lengths determined by X-ray and neutron diffraction. Part 1. Bond lengths in organic compounds". J. Chem. Soc., Perkin Trans. 2. 1987 (12): S1–S19. doi:10.1039/P298700000S1.
- ^ Pauling, Linus (1931). "The nature of the chemical bond. Application of results obtained from the quantum mechanics and from a theory of paramagnetic susceptibility to the structure of molecules". J. Am. Chem. Soc. 53 (4): 1367–1400. doi:10.1021/ja01355a027..
- ^ Wintner, Claude E. (1987). "Stereoelectronic effects, tau bonds, and Cram's rule". J. Chem. Educ. 64 (7): 587. Bibcode:1987JChEd..64..587W. doi:10.1021/ed064p587..
- ^ Hückel, E. (1930). "Zur Quantentheorie der Doppelbindung". Z. Phys. 60 (7–8): 423–456. Bibcode:1930ZPhy...60..423H. doi:10.1007/BF01341254. S2CID 120342054.
- ^ Penney, W. G. (1934). "The Theory of the Structure of Ethylene and a Note on the Structure of Ethane". Proc. R. Soc. A144 (851): 166–187. Bibcode:1934RSPSA.144..166P. doi:10.1098/rspa.1934.0041.
- ^ Penney, W. G. (1934). "The Theory of the Stability of the Benzene Ring and Related Compounds". Proc. R. Soc. A146 (856): 223–238. Bibcode:1934RSPSA.146..223P. doi:10.1098/rspa.1934.0151..
- ^ Fleming, Ian (2010). Molecular Orbitals and Organic Chemical Reactions (Reference ed.). London: Wiley. p. 61. ISBN 978-0-470-74658-5..
