高宇, 孔星炜, 董新民, 王海涛, 王健. 基于TLD算法的加油锥套跟踪[J]. 应用光学, 2016, 37(3): 385-391. DOI: 10.5768/JAO201637.0302004
引用本文: 高宇, 孔星炜, 董新民, 王海涛, 王健. 基于TLD算法的加油锥套跟踪[J]. 应用光学, 2016, 37(3): 385-391. DOI: 10.5768/JAO201637.0302004
Gao Yu, Kong Xingwei, Dong Xinmin, Wang Haitao, Wang Jian. Refueling drogue tracking based on trackinglearningdetection algorithm[J]. Journal of Applied Optics, 2016, 37(3): 385-391. DOI: 10.5768/JAO201637.0302004
Citation: Gao Yu, Kong Xingwei, Dong Xinmin, Wang Haitao, Wang Jian. Refueling drogue tracking based on trackinglearningdetection algorithm[J]. Journal of Applied Optics, 2016, 37(3): 385-391. DOI: 10.5768/JAO201637.0302004

基于TLD算法的加油锥套跟踪

Refueling drogue tracking based on trackinglearningdetection algorithm

  • 摘要: 针对自主空中加油对接阶段锥套跟踪问题,提出了一种基于trackinglearningdetection (TLD)的锥套跟踪算法。该算法将加油锥套的跟踪任务分解成跟踪、学习、检测3个部分。跟踪模块在LK光流法的基础上添加跟踪失败自检测,筛选出好的跟踪点,跟踪加油锥套;检测模块构建级联分类器,对滑动窗遍历得到的图像块进行分类并返回含有目标的图像块,融合跟踪模块的跟踪框,给出最终跟踪结果;学习模块引入PN约束修正错误样本并学习更新检测模块。利用Creator/Vega Prime软件对空中加油进行视景仿真,在视景仿真视频上测试锥套跟踪算法。结果表明:TLD算法跟踪加油锥套成功率达95.5%,处理每帧平均耗时31.4 ms,能够满足加油锥套跟踪鲁棒性、准确率、实时性的要求。

     

    Abstract: To solve the drogue tracking problem during the capture phase of autonomous aerial refueling, a trackinglearningdetection (TLD) algorithm was proposed. The algorithm decomposes the drogue tracking task into 3 subtasks: tracking, learning and detection. The tracking component is based on the LucasKanade (LK) method extended with failure detection and chooses tracking points with good performance to track the refueling drogue; and the detector constructs cascaded classifier to sort the picture patches scanned by scanningwindow and returns patches containing object, which integrates with tracking component result and gives final tracking result; and then the PN constraints are introduced into the learning component to correct wrong samples and then learn and update the detector. A scene simulation for aerial refueling was developed based on Creator/Vega Prime. The experimental results of the test on the video of scene simulation show that the success rate of tracking drogue is 95.5%, the average time consumption is about 31.4 ms, and the algorithm can meet well requirements of drogue tracking, such as robustness, precision and real time performance.

     

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