2016
DOI: 10.5028/jatm.v8i4.700
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NSGA-II-Based Multi-objective Mission Planning Method for Satellite Formation System

Abstract: This study proposes a non-dominated sorting genetic algorithm-II-based multi-objective optimization method to solve the multi-objective mission planning problem for satellite formation flying system which has the ability to obtain both digital elevation map and ground moving target indicator information at the same time when certain conditions are satisfied. The 2 objectives considered in this study are maximizing total profits and maximizing numbers of completed acquisitions. Thus, the multiple-objective sate… Show more

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Cited by 6 publications
(3 citation statements)
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References 7 publications
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“…The proposed approach was evaluated with some previous work such as a mixed-integer linear program MILP [18], NSGA-II [19], and simulated annealing [20]. Some of these clustering methods have been used for a set of targets with common features.…”
Section: Computational Results and Discussionmentioning
confidence: 99%
“…The proposed approach was evaluated with some previous work such as a mixed-integer linear program MILP [18], NSGA-II [19], and simulated annealing [20]. Some of these clustering methods have been used for a set of targets with common features.…”
Section: Computational Results and Discussionmentioning
confidence: 99%
“…Typical regional decomposition methods include the grid method and the strip method. The grid method [40] divides the regional target into a collection of point targets, and the strip method [18,[28][29][30][31]36,37] decomposes the regional target into a rectangular strip according to certain rules that can be completely covered by a single transit of the satellite. Hu [25] proposed a grid-based split method that generates more flexible strips than the traditional parallel split method, and proved that the optimal solution can be achieved on all basic covering strips [27].…”
Section: Single Satellite Multi-satellitesmentioning
confidence: 99%
“…On this basis, a mathematical model for the reconnaissance satellite scheduling problem was established, which optimizes the two objective functions of the maximum observation benefit and minimum observation cost in a hierarchical priority manner. Shao [18] decomposed regional targets into multiple point targets using a grid of equal latitude and longitude and established a planning model with the maximum total revenue and maximum number of completed tasks as objective functions. The digital elevation model and moving target on the ground are obtained simultaneously using the satellite formation flight system.…”
Section: Introductionmentioning
confidence: 99%