Families / Belgrade classes
Moth IVc orbits
Moth-like shapes from a third topological class.
Moth IVc orbits are periodic solutions of the planar three-body problem. The atlas holds 22 of them, with periods from 25.84 to 95.08, all with equal masses; 9 of them are linearly stable. They come from Šuvakov & Dmitrašinović (2013), Three classes of Newtonian three-body planar periodic orbits. Every orbit is precomputed to machine precision and plays one period at a time; open one to watch it, nudge it or rate it.
Šuvakov & Dmitrašinović (2013). Three classes of Newtonian three-body planar periodic orbits. Physical Review Letters 110, 114301 (doi)