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中国科学院 长春光学精密机械与物理研究所,吉林 长春 130033
Received:02 June 2026,
Revised:2026-06-13,
Published:06 July 2026
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NIU Haipeng, HUANG Yawei. Space target detection algorithm for star images based on multi-feature Hungarian matching[J]. Chinese Journal of Liquid Crystals and Displays, 2026, 41(7): 1053-1071.
NIU Haipeng, HUANG Yawei. Space target detection algorithm for star images based on multi-feature Hungarian matching[J]. Chinese Journal of Liquid Crystals and Displays, 2026, 41(7): 1053-1071. DOI: 10.37188/CJLCD.2026-0099. CSTR: 32172.14.CJLCD.2026-0099.
传统匈牙利算法在星图空间目标检测中存在4方面局限性:缺乏运动预测、全局搜索冗余、匹配特征单一和固定权重缺乏适应性。在高低速目标共存、目标密集逼近、尺寸动态变化及低信噪比等复杂场景下,上述不足导致检测精度和身份一致性显著下降。本文提出一种基于多特征递进改进的匈牙利匹配算法,首先引入卡尔曼滤波器对目标位置和速度进行预测,以预测位置替代静态观测位置构造匹配代价;其次利用卡尔曼预测协方差矩阵构建马氏距离门控,将匈牙利匹配的搜索空间从全局约束至预测椭球内的局部区域;然后设计多特征动态权重机制,根据位置、面积和长宽比的实时可靠性自适应调整各特征的代价贡献;最后引入异常惩罚机制,对面积和长宽比异常突变的候选匹配施加额外代价。在5种代表性仿真星图场景(多速度目标、目标密集逼近、多机制混合、高密度目标和低信噪比)下的实验结果表明,本文算法平均MOTA为88.3%,超出传统匈牙利算法(82.4%)5.9个百分点、PPMHT算法(64.6%)23.7个百分点和最近邻算法(82.3%)6.0个百分点;平均IDF1为65.8%,超出传统匈牙利算法(56.3%)9.5个百分点、PPMHT算法(50.0%)15.8个百分点;平均IDS为1.6次,低于传统匈牙利算法(3.9次)2.3次、低于最近邻算法(5.2次)3.6次;算法平均耗时为41.2 ms/帧,满足实时性要求。消融实验表明,卡尔曼预测、马氏门控、动态权重和异常惩罚4项改进分别贡献MOTA增益8.8、6.5、3.2和1.2个百分点。本文算法通过4个维度递进改进框架,在检测精度、身份一致性和计算效率之间取得了有效平衡,为星图空间目标的可靠帧间关联提供了一种有效方案。
Four major limitations exist when the conventional Hungarian algorithm is applied to space target detection in star images, including the lack of motion prediction, redundant global searching, single matching feature, and poor adaptability of fixed weights. In complex scenarios with coexisting high-speed and low-speed targets, densely distributed and closely approaching targets, dynamically varying target sizes, and low signal-to-noise ratios, the above drawbacks significantly degrade tracking accuracy and identity consistency. An improved Hungarian matching algorithm based on progressive multi-feature optimization is proposed. Firstly, a Kalman filter is introduced to predict the position and velocity of space targets, and predicted coordinates are adopted to construct matching costs instead of static observations. Secondly, a Mahalanobis distance gating mechanism is established using the covariance matrix derived from Kalman prediction, which constrains the matching search range from the global image to the local region within the predicted ellipsoid and reduces computational redundancy. Thirdly, a dynamic multi-feature weighting strategy is designed to adaptively adjust the cost contribution of position, area and aspect ratio according to their real-time reliability. Furthermore, an anomaly penalty term is added to impose extra costs on matching pairs with abrupt changes in area or aspect ratio to suppress false associations. Comparative experiments are carried out on five types of simulated star image scenes. The experimental results show that the average MOTA of the proposed algorithm reaches 88.3%, which is 5.9 percentage points higher than the conventional Hungarian algorithm, and 23.7 and 6.0 percentage points higher than PPMHT and the nearest neighbor method, respectively. Its average IDF1 is 65.8%, 9.5 percentage points higher than that of the conventional Hungarian algorithm. The average IDS is only 1.6, which are 2.3 and 3.6 times lower than the conventional Hungarian algorithm and the nearest neighbor method, respectively. The average processing time per frame is 41.2 ms, which meets the real-time operation requirements. Ablation experiments verify that the Kalman prediction module, Mahalanobis distance gating, dynamic weighting and anomaly penalty bring MOTA gains of 8.8, 6.5, 3.2 and 1.2 percentage points, respectively. The proposed four-module progressive optimization framework achieves an effective balance among tracking accuracy, identity consistency and computational efficiency, and provides a reliable solution for inter-frame association of space targets in star images.
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