电子学报
電子學報
전자학보
Acta Electronica Sinica
2015年
9期
1673-1681
,共9页
高晓光%万开方%李波%李飞
高曉光%萬開方%李波%李飛
고효광%만개방%리파%리비
反隐身%指示搜索%MPC%任务规划%滚动优化%PSO
反隱身%指示搜索%MPC%任務規劃%滾動優化%PSO
반은신%지시수색%MPC%임무규화%곤동우화%PSO
anti-stealth%cued search%MPC%mission planning%receding optimization%PSO
针对 ESM/雷达协同反隐身探测中的指示搜索问题,引入模型预测控制(Model Predictive Control,MPC)理论,给出指示搜索任务规划的 MPC 框架,建立指示搜索的目标状态预测模型和在线滚动优化模型。针对模型求解,引入粒子群优化(Particle Swarm Optimization,PSO)算法,设计了高维矩阵粒子编码方式,引入尺度计算因子处理边界约束,引入概率模型处理离散变量,设计实现了一种“多主节点-单从节点”的(Multi-Master-Single-Slave,MM-SS)多种群并行计算策略。仿真结果表明,所建立的模型能够在不确定、多目标环境下实现对多雷达的高效协同控制,所提出的模型求解算法能够实现对滚动优化问题的快速、高效求解,即模型和算法的有效性得到了验证。
針對 ESM/雷達協同反隱身探測中的指示搜索問題,引入模型預測控製(Model Predictive Control,MPC)理論,給齣指示搜索任務規劃的 MPC 框架,建立指示搜索的目標狀態預測模型和在線滾動優化模型。針對模型求解,引入粒子群優化(Particle Swarm Optimization,PSO)算法,設計瞭高維矩陣粒子編碼方式,引入呎度計算因子處理邊界約束,引入概率模型處理離散變量,設計實現瞭一種“多主節點-單從節點”的(Multi-Master-Single-Slave,MM-SS)多種群併行計算策略。倣真結果錶明,所建立的模型能夠在不確定、多目標環境下實現對多雷達的高效協同控製,所提齣的模型求解算法能夠實現對滾動優化問題的快速、高效求解,即模型和算法的有效性得到瞭驗證。
침대 ESM/뢰체협동반은신탐측중적지시수색문제,인입모형예측공제(Model Predictive Control,MPC)이론,급출지시수색임무규화적 MPC 광가,건립지시수색적목표상태예측모형화재선곤동우화모형。침대모형구해,인입입자군우화(Particle Swarm Optimization,PSO)산법,설계료고유구진입자편마방식,인입척도계산인자처리변계약속,인입개솔모형처리리산변량,설계실현료일충“다주절점-단종절점”적(Multi-Master-Single-Slave,MM-SS)다충군병행계산책략。방진결과표명,소건립적모형능구재불학정、다목표배경하실현대다뢰체적고효협동공제,소제출적모형구해산법능구실현대곤동우화문제적쾌속、고효구해,즉모형화산법적유효성득도료험증。
To solve the cued search problem when ESMs and radars cooperate with each other in anti-stealth detection,a MPC-based(Model Predictive Control)mission planning frame for cued search is proposed,and the targets’states predictive model and on-line receding optimization model are established based on the MPC theory.Then,this paper puts forward an improved paral-lel PSO(Particle Swarm Optimization)algorithm to solve the problem.Concretely,a high-dimensional matrix mode is designed for particle coding,a scale-factor is imported for boundary restriction,a probabilistic model is proposed for processing discrete variable, and a new multi-swarm parallel strategy called MM-SS(Multi-Master-Single-Slave)is presented for promoting optimization effi-ciency.Experiments show that the established model realizes an efficient control of multi-radars in condition of uncertainty and mul-tiple targets,and that the proposed algorithm can solve the receding optimization problem efficiently.That is,the validity of the mod-el and algorithm is demonstrated.