2017
DOI: 10.1007/s10509-016-2968-9
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A new approach to derive a formation flying model in the presence of a perturbing body in inclined elliptical orbit: relative hovering analysis

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Cited by 15 publications
(3 citation statements)
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“…The secondary-body motion is described by hybrid orbital elements (r, v x , i, h, θ, Ω) (Bakhtiari et al 2017c) Also, the third-body is in an inclined orbit with semimajor axis a 3 , eccentricity e 3 , argument of perigee ω 3 , argument of latitude θ 3 , and RAAN Ω 3 (Xu et al 2012). Also, the potential function of the system is stated as (Bakhtiari et al 2017a)…”
Section: The Dynamic Modelmentioning
confidence: 99%
“…The secondary-body motion is described by hybrid orbital elements (r, v x , i, h, θ, Ω) (Bakhtiari et al 2017c) Also, the third-body is in an inclined orbit with semimajor axis a 3 , eccentricity e 3 , argument of perigee ω 3 , argument of latitude θ 3 , and RAAN Ω 3 (Xu et al 2012). Also, the potential function of the system is stated as (Bakhtiari et al 2017a)…”
Section: The Dynamic Modelmentioning
confidence: 99%
“…PSO algorithm requires only a set of elementary arithmetic operators, so the implementation of this algorithm is simple and economical. 41,42…”
Section: Psomentioning
confidence: 99%
“…PSO algorithm requires only a set of elementary arithmetic operators, so the implementation of this algorithm is simple and economical. 41,42 In the PSO algorithm, there are creatures which are named particle. The particles are distributed in the search space.…”
Section: Psomentioning
confidence: 99%