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Isolation control for inertially stabilized platform based on nonlinear friction compensation
Cong, S.; K. Deng; W. W. Shang; D. J. Kong and H. H. Shen
2016
发表期刊Nonlinear Dynamics
卷号84期号:3
摘要A fast recognition algorithm based on the geometric characteristics of a target was proposed to pursue the fast and accurate recognition for the spacecraft target. In the algorithm, a target incorporated with linear and circular patterns was designed to facilitate the accurate recognition. The noises in the images were reduced by mean of a Gaussian filter. The object edges were detected by Canny operator and the sequences of edges were obtained by the single pixel tracking method. Then, the non-circular edges were excluded according to whether the four non-collinear points were located on the same circle or not and the circle detection was implemented by the geometrical property that two different arcs on the same circle have the same center and radius. Finally, the interruption was eliminated by the geometric relation between target circle and line, and the target was recognized precisely. The experimental results demonstrate that the algorithm is insensitive to noise, illumination and target rotation and efficiently recognizes the target in the complex scenes. Moreover, the processing time is less than 125 ms, which meets the requirement of real-time pose measurement of 8 frames. The algorithm has been used in an engineering prototype successfully, now. 2016, Science Press. All right reserved.
文章类型期刊
收录类别SCI ; EI
语种英语
文献类型期刊论文
条目标识符http://ir.ciomp.ac.cn/handle/181722/56890
专题中科院长春光机所知识产出
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Cong, S.,K. Deng,W. W. Shang,et al. Isolation control for inertially stabilized platform based on nonlinear friction compensation[J]. Nonlinear Dynamics,2016,84(3).
APA Cong, S.,K. Deng,W. W. Shang,&D. J. Kong and H. H. Shen.(2016).Isolation control for inertially stabilized platform based on nonlinear friction compensation.Nonlinear Dynamics,84(3).
MLA Cong, S.,et al."Isolation control for inertially stabilized platform based on nonlinear friction compensation".Nonlinear Dynamics 84.3(2016).
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