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海上目标多源轨迹数据关联综述
引用本文:鹿强,吴琳,陈昭,王琪,徐勇军,阚荣才. 海上目标多源轨迹数据关联综述[J]. 地球信息科学学报, 2018, 20(5): 571-581. DOI: 10.12082/dqxxkx.2018.180024
作者姓名:鹿强  吴琳  陈昭  王琪  徐勇军  阚荣才
作者单位:1. 中国科学院大学, 北京 1000492. 中国科学院计算技术研究所 专项技术研究中心, 北京 1001903. 92896 部队, 大连 1160184. 广东省大数据分析与处理重点实验室, 广州 510006
基金项目:中国科学院重点部署项目(ZDRW-ZS-2016-6-3);广东省大数据分析与处理重点实验室开放基金项目(201804)
摘    要:船舶自动识别系统、船舶远程识别与跟踪系统、卫星导航定位系统、导航雷达、星载雷达等海上目标监控系统互相补充,极大地增加了海上移动目标监控的广度和质量。然而,同一个移动目标在不同系统中具有不同的标识和轨迹,需要进行有效的数据融合,关联多源轨迹数据,建立各系统中移动目标的对应关系,才能形成统一的海上态势,为移动目标跟踪、轨迹数据挖掘等提供支持。本文介绍和总结了海上目标多源轨迹的常见数据源;剖析与比较了可用于移动轨迹数据关联的最近邻、概率数据关联、联合概率数据关联和多假设跟踪4种量测/航迹关联方法,和基于统计方法或模糊数学的2类航迹/航迹关联方法,以及相关工作进展;总结了常见的算法评估方式;最后讨论了现有方法适用场景问题,及其进一步的研究方向。

关 键 词:数据关联  量测/航迹关联  航迹/航迹关联  多假设跟踪  关联评估  
收稿时间:2017-12-30

A Review of Multi-source Trajectory Data Association for Marine Targets
LU Qiang,WU Lin,CHEN Zhao,WANG Qi,XU Yongjun,KAN Rongcai. A Review of Multi-source Trajectory Data Association for Marine Targets[J]. Geo-information Science, 2018, 20(5): 571-581. DOI: 10.12082/dqxxkx.2018.180024
Authors:LU Qiang  WU Lin  CHEN Zhao  WANG Qi  XU Yongjun  KAN Rongcai
Affiliation:1. University of Chinese Academy of Sciences, Beijing 100049, China2. Special Technology Research Center, Institute of Computing Technology, Chinese Academy of Sciences, Beijing 100190, China3. Troops 92896, Dalian 116018, China4. Guangdong Key Laboratory of Big Data Analysis and Processing, Guangzhou 510006, China
Abstract:With the globalization of the Belt and Road national strategy, the volume of shipping trade is increasing rapidly. As a result, the problem of the safety of maritime navigation and monitoring has become increasingly prominent. The real-time monitoring of large-scale ships, based on the spatio-temporal data, through target tracking and information fusion is an effective method, but it also faces great challenges. Data association, as the basis and a key step of target tracking and information fusion, has important application value in military and civil fields. This paper summarizes the problems related to data association. Firstly, the data sources for trajectories of the marine targets were introduced and compared, showing its necessity and feasibility. Then two kinds of problems in data association, i.e., measurement-to-track association (MTTA) and track-to-track association (TTTA), were described. Based on the data association methods in MTTA, we abstracted a data association model consisting of state estimation and association judgment, and described the Kalman filter used generally in state estimation. After that, the basic principles and improvements of nearest neighbor (NN), probabilistic data association (PDA), joint probabilistic data association (JPDA) and multiple hypothesis tracking (MHT) were introduced. NN implements the data association using the distance between the measured and predicted values. PDA, considering only a single target, calculates the association probability of each measurement in the circumstance with presence of clutter and target missing, and associates the measurement with the maximum association probability to the target. JPDA as the extension of PDA, suitable for multiple targets, calculates the joint association probability of measurements and targets by joining all targets, and selects the association event corresponding to the maximum joint association probability as the association result. MHT is a multi-scan multi-hypothesis method and has the characteristics of track creation, maintenance, deletion and false alarm. It achieves the optimum in theory by maintaining multiple possible hypotheses generated by each association cycle. The key to the MHT is how to control the scale of the hypotheses by effective pruning in order to improve the efficiency of time and space of the algorithm. With regard to TTTA, two kinds of methods, based on statistics and fuzzy mathematics, were introduced respectively. The statistics methods consist of NN/K-NN/MK-NN, double threshold track correlation, sequential track correlation, etc. The key of fuzzy methods is the construction of fuzzy factor set and membership function. We also introduced the evaluation methods for data association. Finally, the problems in the existing methods, e.g., the application scenarios, and further researches were explained.
Keywords:data association  measurement-to-track association  track-to-track association  multiple hypothesis tracking  association evaluation  
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