File:Shape deformations 3.jpg
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Summary
Rotational coupling scheme describing rotational motion of a spheroidal shape. The symmetry axis is labeled by \(S\), the total angular momentum by \({\bf I}\) and the collective rotational angular-momentum by \({\bf R}\), while \(K\) is the projection of \({\bf I}\) on \(S\). Since \({\bf R}\) must be perpendicular to \(S\), \(K=\Omega\), where \(\Omega\) is associated with the intrinsic state \(\phi_{K}\).
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| Date/Time | Thumbnail | Dimensions | User | Comment | |
|---|---|---|---|---|---|
| current | 20:39, 10 December 2011 | | 1,104 × 1,044 (174 KB) | Leo Trottier (Talk | contribs) | Rotational coupling scheme describing rotational motion of a spheroidal shape. The symmetry axis is labeled by \(S\), the total angular momentum by \({\bf I}\) and the collective rotational angular-momentum by \({\bf R}\), while \(K\) is the projection of |
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