Existence of infinitely many optimal iso-impulse trajectories in two-body dynamics

K Saloglu, E Taheri, D Landau - Journal of Guidance, Control, and …, 2023 - arc.aiaa.org
The question of how many impulses are necessary to optimize a transfer-type maneuver has
remained open for decades. Recently, the introduction of optimal switching surfaces …

Generation of multiple-revolution many-impulse optimal spacecraft maneuvers

V Arya, K Şaloğlu, E Taheri, JL Junkins - Journal of Spacecraft and …, 2023 - arc.aiaa.org
Impulsive trajectories provide time-and Δ V-reachability insights. Two novel homotopy-
based methods are proposed for generating optimal many-impulse, multirevolution …

Acceleration-Based Switching Surfaces for Impulsive Trajectory Design Between Cislunar Libration Point Orbits

K Saloglu, E Taheri - The Journal of the Astronautical Sciences, 2024 - Springer
A method is proposed to generate an initial guess for impulsive trajectory design in the
circular restricted three-body problem. The method uses acceleration-based switching …

New Insights Into Infinitely Many Equal-Impulse Impulsive Trajectories Under Two-Body Dynamics

K Saloglu, E Taheri - AIAA SCITECH 2024 Forum, 2024 - arc.aiaa.org
Under the two-body dynamics assumptions, we have proven that given a sufficiently long
flight time, generating infinitely many extremal impulsive solutions is possible without …

Infinitely Many Optimal Iso-Impulse Trajectories in Two-Body Dynamics

K Saloglu - 2023 - search.proquest.com
Rendezvous maneuvers are designed to match the position and velocity vectors of a target
body (eg, planet, comet, satellite) whereas transfer maneuvers are designed to match the …

[PDF][PDF] Existence of Infinitely Many Optimal Iso-Impulse Trajectories in Two-Body Dynamics

K Şaloğlu, E Taheri, D Landau - researchgate.net
The question of how many impulses is necessary to optimize a transfer-type maneuver has
remained open for decades. Recently, the introduction of optimal switching surfaces …

[PDF][PDF] EXISTENCE OF INFINITELY MANY OPTIMAL EQUAL-∆ v TRAJECTORIES IN TWO-BODY DYNAMICS

K Saloglu, E Taheri, D Landau - researchgate.net
We study the multiplicity of minimum-∆ v impulsive trajectories for long-time-horizon
problems. One notable feature of these extremal impulsive trajectories is that many of the …