The announced missions to the Saturn and Jupiter systems renewed the space community interest in simple design methods for gravity assist tours at planetary moons. A key element in such trajectories are the V-Infinity Leveraging Transfers (VILT) which link simple im-pulsive maneuvers with two consecutive gravity assists at the same moon. VILTs typically include a tangent impulsive maneuver close to an apse location, yielding to a desired change in the excess velocity relative to the moon. In this paper we study the VILT solution space and derive a linear approximation which greatly simplifies the computation of the transfers, and is amenable to broad global searches. Using this approximation, Tisserand graphs, and heuristic optimization pro...
This paper presents a graphical method for the design of transfers between the same gravity-assist b...
question on how to best solve the Endgame problem. Endgames typically aim at a cheap insertion maneu...
Abstract: An adaptation of the previously developed method of virtual trajectories for the...
UnrestrictedESA and NASA scientific missions to the Jupiter and Saturn systems will answer fundament...
The well established technique of V-infinity leveraging is applied to the phase-fixed planetary moon...
This dissertation develops analytical methods for the design of gravity-assist space- craft trajecto...
As a result of discoveries made by the Cassini spacecraft, Saturn’s moon Ence-ladus has emerged as a...
Recent discoveries regarding Saturn’s moon, Enceladus, have transformed the small icy moon into one ...
Future missions to Enceladus would benefit from multi-moon tours that leverage V-infinity on resonan...
Interplanetary and moon tour missions have benefited from the implementation of leveraging maneuvers...
Trajectory design, given the current level of propulsive technology, requires knowledge of orbital m...
Gravity-assist trajectories to Uranus and Neptune are found (with the allowance of impulsive maneuve...
The most expensive maneuver for an interplanetary spacecraft is the orbital injection. One approach ...
We present a trajectory concept for a small mission to the four inner large satellites of Saturn. Le...
The thesis consists of theoretical developments and practical applications in interplanetary traject...
This paper presents a graphical method for the design of transfers between the same gravity-assist b...
question on how to best solve the Endgame problem. Endgames typically aim at a cheap insertion maneu...
Abstract: An adaptation of the previously developed method of virtual trajectories for the...
UnrestrictedESA and NASA scientific missions to the Jupiter and Saturn systems will answer fundament...
The well established technique of V-infinity leveraging is applied to the phase-fixed planetary moon...
This dissertation develops analytical methods for the design of gravity-assist space- craft trajecto...
As a result of discoveries made by the Cassini spacecraft, Saturn’s moon Ence-ladus has emerged as a...
Recent discoveries regarding Saturn’s moon, Enceladus, have transformed the small icy moon into one ...
Future missions to Enceladus would benefit from multi-moon tours that leverage V-infinity on resonan...
Interplanetary and moon tour missions have benefited from the implementation of leveraging maneuvers...
Trajectory design, given the current level of propulsive technology, requires knowledge of orbital m...
Gravity-assist trajectories to Uranus and Neptune are found (with the allowance of impulsive maneuve...
The most expensive maneuver for an interplanetary spacecraft is the orbital injection. One approach ...
We present a trajectory concept for a small mission to the four inner large satellites of Saturn. Le...
The thesis consists of theoretical developments and practical applications in interplanetary traject...
This paper presents a graphical method for the design of transfers between the same gravity-assist b...
question on how to best solve the Endgame problem. Endgames typically aim at a cheap insertion maneu...
Abstract: An adaptation of the previously developed method of virtual trajectories for the...