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• W1964184406 endingPage "20140093" @default.
• W1964184406 startingPage "20140093" @default.
• W1964184406 abstract "In this work, we present an algorithm that enables computation of inertial modes and their corresponding frequencies in a rotating triaxial ellipsoid. The method consists of projecting the inertial mode equation onto finite-dimensional bases of polynomial vector fields. It is shown that this leads to a well-posed eigenvalue problem, and hence, that eigenmodes are of polynomial form. Furthermore, these results shed new light onto the question whether the eigenmodes form a complete basis, i.e. whether any arbitrary velocity field can be expanded in a sum of inertial modes. Finally, we prove that two intriguing integral properties of inertial modes in rotating spheres and spheroids also extend to triaxial ellipsoids." @default.
• W1964184406 created "2016-06-24" @default.
• W1964184406 creator A5077255435 @default.
• W1964184406 date "2014-08-08" @default.
• W1964184406 modified "2023-10-17" @default.
• W1964184406 title "Inertial modes in a rotating triaxial ellipsoid" @default.
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• W1964184406 doi "https://doi.org/10.1098/rspa.2014.0093" @default.
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