  Equilibrium eigenstates of an axisymmetric magnetically confined plasma with
toroidal flow are investigated by means of exact solutions of the ideal
magnetohydrodynamic equations. The study includes "compressible" flows with
constant temperature, but varying density on magnetic surfaces and
incompressible ones with constant density, but varying temperature thereon. In
both cases eigenfunctions of the form Psi_{nl} = Z_l(z)R_n(R) (l, n=1,2,...)
describe configurations with lxn magnetic axes. By varying the flow parameters
a change in magnetic topology is possible. In addition, the effects of the flow
and the aspect ratio on the Shafranov shift are evaluated along with the
variations of density and temperature on magnetic surfaces.
