1978
DOI: 10.1021/ja00493a004
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Iterative force-field calculations of cycloundecane, cyclotridecane, and cyclopentadecane

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Cited by 35 publications
(36 citation statements)
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“…According to the strain energy calculations, there are five low-energy conformations, which are separated by low energy barriers (Fig. 72) [31,47]. Two quinquangular conformations are of the lower energy, while three triangular are of somewhat higher.…”
Section: Cyclotridecanementioning
confidence: 99%
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“…According to the strain energy calculations, there are five low-energy conformations, which are separated by low energy barriers (Fig. 72) [31,47]. Two quinquangular conformations are of the lower energy, while three triangular are of somewhat higher.…”
Section: Cyclotridecanementioning
confidence: 99%
“…Two quinquangular conformations are of the lower energy, while three triangular are of somewhat higher. Based on the calculations [48] and the studies of related systems [46,49] [46,47] to be the lowest energy conformation.…”
Section: Cyclotridecanementioning
confidence: 99%
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“…Force-field calculations for cycloundecane have identified six conformations within an energy span of 11 kJ mol-1, with the two lowest-energy conformations, [335] and [12323], being nearly identical in strain energy (Anet & Rawdah, 1978). The NMR spectra of cycloundecane demonstrate conformational exchange in solution down to ca 120 K and this has been interpreted in terms of interconversion of the [335] and [12323] forms and pseudorotation of the former (Anet & Rawdah, 1978).…”
Section: Introductionmentioning
confidence: 99%
“…The interconversion of these conformations in solution follows the mechanism for the racemization of medium-ring trans cycloalkenes (Newton & Whitham, 1979) and trans lactones (Brown, Chaloner & Martens, 1981). The rotation of double bonds through the rings in unsaturated cyclic hydrocarbons has been studied by force-field calculations and NMR spectroscopy (Anet & Rawdah, 1978) and is expected to be a facile process for an eleven-membered ring in the liquid phase at normal temper/ttures (Shirahama, Osawa & Matsumoto, 1980). …”
Section: Discussionmentioning
confidence: 99%