Large-scale satellite group configuration control method and system, storage medium and electronic equipment
A control method and large-scale technology, applied in the field of systems, storage media and electronic equipment, and large-scale constellation configuration control methods, can solve the problems of inability to obtain specific position information, slow convergence speed, and insufficient algorithm flexibility, and achieve Reduce the possibility of invalid transfer, excellent convergence speed and error, and ensure high efficiency and rapidity
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Embodiment 1
[0100] Example 1, the target unit is defined as the unit containing the target configuration, and the expected density of these units should be greater than zero: after the end of the process, all individuals should only be concentrated in the target unit, and the density of these target units should be greater than Zero, the density of non-target cells should be zero.
[0101] Obtain the real-time density distribution of N units at the current moment, and calculate the error value between the real-time density distribution and the expected density distribution based on the error function; for each individual, it is necessary to calculate the probability transition matrix P at the next moment to indicate the individual transition Probability to other units; Then use the method of roulette to randomly sample according to the probability value to obtain the unit number l to be transferred to at the next moment.
[0102] In order to avoid situations such as outliers, uneven local...
Embodiment 2
[0132] Example 2, such as image 3 As shown, the transfer trajectory of individual j is determined by the Voronoi segmentation method at a certain moment, image 3 (a) to image 3 (b) are the Voronoi segmentation diagrams before the Vth to V+3th movement respectively, in which the solid line polygon is the segmentation result of the Voronoi method; the dotted line polygon is a new polygon with an internal similarity (with a distance of R from the original polygon min ); the polygon at the starting point of the arrow is the polygon where individual j is located; the dotted arrow is the new transfer direction determined for individual j before each movement, and the individual will move along this direction to the intersection of the new polygon and this direction during the next movement Position (the farthest transfer distance within the restricted range); the end point of the arrow is the tentative target position of individual j at the next moment, that is, the position of ...
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