PERFENDICULAR BANDS OF $ALLENE^{*}$
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Date
1955
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Journal ISSN
Volume Title
Publisher
Ohio State University
Abstract
Recently Rao and $Palik^{1}$ have resolved the $\nu_{11}$(E) of allene at 28 $\mu$ and found that the average separation of the Q branches of this band which represents essentially $2[{A}_{v}^{\prime}(1-\zeta_{v})-{B}^{\prime}_{v}]_{v}-11$ is 1.2 cm$^{-1}$. Using this result, a re-evaluation has been made of the $\zeta$-factors and the constant A for allene. The following values have been obtained: {A} = 5.07 {cm}^{-1};\qquad \zeta_{8} = 0.05;\qquad \zeta_{11} = 0.82\mbox{ and } \zeta_{9} + \zeta_{10} = 0.16 A discussion will be given of some recently obtained high resolution spectra of the various perpendicular bands of allene.
Description
Author Institution: The Ohio State University; Physics Department, The University of Tennessee