On a class of escape orbits without collisions in the general threebody problem.
Abstract
The paper considers the general threebody problem with arbitrary masses and negative total energy, and demonstrates the existence of a class of solutions in which one particle comes in from infinity, passes by the other two, and then goes to infinity, with no collisions occurring. The set of these orbits fills an infinite volume in phase space.
 Publication:

Acta Physica Austriaca
 Pub Date:
 1975
 Bibcode:
 1975AcPhA..43..255B
 Keywords:

 Escape;
 Orbital Mechanics;
 Particle Motion;
 Three Body Problem;
 Equations Of Motion;
 Extremum Values;
 Particle Collisions;
 Particle Mass;
 Physics (General)