摘要
通过对交互式多模型(IMM)算法和概率数据关联(PDA)算法的研究,指出Bar-Shalom和Blom等提出的IMMPDA算法结构和理论上存在的问题。根据全局最优的思想,设计了一个最优波门,从而得到全局最优的量测集合,保证了系统的理论完整性和结构合理性。推导完成了新的联合IMMPDA算法——C-IMMP-DA算法。大量仿真计算验证了C-IMMPDA算法在减少计算量的同时,总体性能上较之原IMMPDA算法有大幅度提高。
Considering the four defects of construction and theory of IMMPDA algorithm which is proposed by Y. Bar Shalom and H. A. P. Blom, the authors work out a new Combined IMMPDA algorithm C IMMPDA algorithm. In C IMMPDA, a global optimal validating gate for every sub filter is constructed instead of the different gates for every sub filter in IMMPDA algorithm. That means it has only one PDAF in the filter system. All the formulas are deduced and the diagram of the new algorithm is drawn. The work makes the IMMPDA more satisfactory in construction and theory. Simulation results show that the new algorithm will decrease the computational burden and be of much better performance than IMMPDA.
出处
《航空学报》
EI
CAS
CSCD
北大核心
1999年第3期234-238,共5页
Acta Aeronautica et Astronautica Sinica
基金
国家自然科学基金
关键词
交互式多模型
概率数据关联
多目标跟踪
跟踪
interacting multiple models algorithm
probabilistic data association algorithm
multiple targets tracking