Periodic solutions in a model of pulsar rotation

Details Periodic solutions in a model of pulsar rotation Periodic solutions in a model of pulsar rotation

Sep 1985

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1985cmaph.102..349b&link_type=abstract

Communications in Mathematical Physics, Volume 102, Issue 3, pp.349-359

Mathematics

Mathematical Physics

Scientific paper

A rotating rigid body with ellipsoidal cavity filled with magnetic fluid is considered as a pulsar model. Dynamical equations for the pulsar model are derived and investigated, certain integrable cases are indicated. Three-parameter sets of periodic solutions integrable in terms of elliptic functions of the time variable are obtained. A formula is derived for the period of rotation and magneto-rotational oscillations of the pulsar.

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