海军航空大学, 山东 烟台 264001
*邮箱: E-mail:prettywarm@126.com
收稿:2022-01-10,
网络出版:2023-07-19,
纸质出版:2023-05-31
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陈美杉, 刘赢, 曾维贵, 等. 空射诱饵弹干扰资源动态分配策略[J]. 兵工学报, 2023,44(5):1443-1455.
Meishan CHEN, Ying LIU, Weigui ZENG, et al. Dynamic Jamming Resource Allocation Strategy of MALD[J]. Acta Armamentarii, 2023, 44(5): 1443-1455.
陈美杉, 刘赢, 曾维贵, 等. 空射诱饵弹干扰资源动态分配策略[J]. 兵工学报, 2023,44(5):1443-1455. DOI: 10.12382/bgxb.2022.0032.
Meishan CHEN, Ying LIU, Weigui ZENG, et al. Dynamic Jamming Resource Allocation Strategy of MALD[J]. Acta Armamentarii, 2023, 44(5): 1443-1455. DOI: 10.12382/bgxb.2022.0032.
基于空射诱饵弹干扰机理和战术使用原则
针对诱饵弹动态干扰资源分配中存在的问题
提出一种更加贴合战场实际且时效性更强的空射诱饵弹对抗组网雷达干扰资源动态分配方法。采用基于ICRITIC—变权理论的威胁评估方法确定组网雷达的动态威胁矩阵;结合诱饵弹有源假目标干扰模式
从匹配度角度分析了影响干扰效果的相关指标
并构造了干扰效能矩阵;基于最优干扰效能建立了资源优化目标模型
并利用改进粒子群优化算法对资源优化问题进行求解。仿真结果表明
提出的优化方法能更合理地实现干扰资源分配
更加符合诱饵弹作战实际;相比传统方法
其计算效率和最优解正确率具有更明显优势。
In order to address the problems existing in dynamic jamming resource allocation
based on the jamming mechanism and tactical principles of miniature air-launched decoy (MALD)
a dynamic allocation method of jamming resources for MALD to counter the netted radar system
which is more relevant to the battlefield and has better timeliness
is proposed. Firstly
a threat assessment method based on the ICRITIC variable weights theory is used to determine the dynamic threat matrix of the netted radars. Then
combined with the MALD’s active decoy jamming mode and based on the matching degree
the relevant indexes affecting the jamming effect are analyzed
and the jamming effectiveness matrix is constructed. Finally
the objective model of resource optimization is established based on the optimal jamming efficiency
and the improved particle swarm optimization algorithm is adopted to solve the resource optimization problem. The simulation results show that the proposed optimization method can achieve jamming resource allocation in a more rational way and better conforms to the actural operational situation of MALD. Compared with the traditional methods
the computational efficiency and the accuracy of the optimal solution have more remarkable advantages.
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