  On any closed Riemannian 3-manifold which is not a torus bundle, every
nonvanishing analytic solution of the stationary Euler equations has a periodic
trajectory. This result is originally due to A. Rechtman (arXiv:0904.2719) and
K. Cieliebak and E. Volkov (arXiv:1402.6484); here we present an alternative
proof of it.
