Some applications of Lie groups in astrodynamics
Differential equations that arise in astrodynamics are examined from the standpoint of Lie group theory. A summary of the Lie method is given for first degree differential equations.
Jackson, A. A.
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MGA trajectory planning with an ACO-inspired algorithm [PDF]
Given a set of celestial bodies, the problem of finding an optimal sequence of gravity assist manoeuvres, deep space manoeuvres (DSM) and transfer arcs connecting two or more bodies in the set is combinatorial in nature.
Vasile, M., Ceriotti, M.
core +1 more source
Dynamics in the Vicinity of the Stable Halo Orbits. [PDF]
Lujan D, Scheeres DJ.
europepmc +1 more source
The Unified State Model. Derivation and Applications in Astrodynamics and Navigation.
Astrodynamics and Space MissionsAerospace ...
Vittaldev, V. (author)
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A multi-criteria assessment of deflection methods for dangerous NEOs [PDF]
Over the last few years, the possible scenario of an asteroid threatening to impact the Earth has stimulated an intense debate among the scientific community about possible deviation methods.
Colombo, Camilla +10 more
core +1 more source
Astrodynamics-optimization theory and guidance theory Research achievements review series no. 15-16
Review of research achievements in astrodynamics, optimization theory, and guidance ...
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Arctic Climate Variability and Trends from Satellite Observations
Arctic climate has been changing rapidly since the 1980s. This work shows distinctly different patterns of change in winter, spring, and summer for cloud fraction and surface temperature.
Xuanji Wang +5 more
doaj +1 more source
Exploring Transfers between Earth-Moon Halo Orbits via Multi-Objective Reinforcement Learning. [PDF]
Sullivan CJ +4 more
europepmc +1 more source
Fully Numerical Methods for Continuing Families of Quasi-Periodic Invariant Tori in Astrodynamics
Quasi-periodic invariant tori are of great interest in astrodynamics because of their capability to further expand the design space of satellite missions.
Daniel J. Scheeres +5 more
core +1 more source
New developments in astrodynamics algorithms for autonomous rendezvous
A the core of any autonomous rendezvous guidance system must be two algorithms for solving Lambert's and Kepler's problems, the two fundamental problems in classical astrodynamics.
Klumpp, Allan R.
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