Abstract
The problem of a uniformly rotating magnetic star in radiative equilibrium is considered. It is found that in order to maintain radiative balance throughout the star, a magnetic field of P1 -type has to be strongly centrally condensed, but that the total magnetic energy is very much less than the centrifugal energy. The evolution of the field in a magnetic star is supposed to proceed by Ohmic decay through states of radiative equilibrium, i.e. states without meridian circulation. There is found to be a minimum flux, corresponding to zero surface field, below which no P1 -type solution can be found.

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