Traversing the Lagrange Point Trajectory Network Using Isolating Neighborhoods

Isolating blocks and isolating neighborhoods have previously been shown to be useful for computing orbits, invariant manifolds, and transit trajectories around the collinear libration points in the CRTBP. They may also be used to compute transfers between periodic and quasi-periodic orbits inside the libration point iso- lated invariant set using invariant manifolds. In this study, we explore the network of these connections between orbits and evaluate the cost of these transfers. We also search for sequences of transfers in this trajectory network to find transfers between specific orbits. The characteristics of these transfers are described and total maneuver costs are computed.