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1.海军大连舰艇学院导弹与舰炮系,辽宁大连 116018
2.海军工程大学兵器工程学院,湖北武汉 430033
Received:07 January 2022,
Revised:2022-07-01,
Published Online:15 November 2023,
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JIANG Shang, SUN Dong-yan, LIANG Wei-ge, et al. Multiple Constraint Cooperative Strategy of Networked Projectile Considering Communication Delay[J/OL]. ACTA ELECTRONICA SINICA, 2023, 1-11.
JIANG Shang, SUN Dong-yan, LIANG Wei-ge, et al. Multiple Constraint Cooperative Strategy of Networked Projectile Considering Communication Delay[J/OL]. ACTA ELECTRONICA SINICA, 2023, 1-11. DOI: 10.12263/DZXB.20220047.
为提升对高价值目标的突防打击能力,考虑通信延迟与多项约束提出一种分布式自适应协同策略,将多发制导弹药组网作战. 针对视线角速率测量受限,设计扩张状态观测器并分析稳定性,准确估计出视线角速率与未知干扰. 为克服通信延迟,在视线方向上基于协同一致性理论,运用积分滑模设计分布式控制量,使命中时刻在有限时间内趋同. 为确保视线角跟踪误差与视线角速率在有限时间内收敛至零,在视线法向上结合剩余飞行时间,设计具有自适应趋近率的非奇异终端滑模. 通过构建Lyapunov–Krasovskii泛函与Lyapunov理论,证明全系统一致最终有界. 仿真实验表明:较现有方法,该策略使网络化弹药在延迟与多约束工况下,能以良好的协同性能攻击机动目标.
In order to improve the penetration attack ability against high-value target
considering communication delay and many constraints
a distributed adaptive cooperative strategy is proposed to network multiple guided projectiles. Aiming at the limitation measurement of line of sight(LOS) angle rate
the extended state observer(ESO) is designed and its stability is analyzed to accurately estimate LOS angle rate and uncertain disturbance. Then
for the communication delay
based on the cooperative consistency theory in LOS direction
the integral sliding mode is used to design the distributed control quantity
and the mission time is converged in a limited time. In order to ensure LOS angle tracking error and LOS angle rate converge to zero in a finite time
a nonsingular terminal sliding mode with adaptive reaching law is designed in LOS normal direction
combined with the remaining flight time. Through constructing Lyapunov–Krasovskii functional and Lyapunov theory
it is proved that the whole system is uniformly ultimately bounded(UUB). Simulation experiment shows this strategy enables the networked projectiles to attack maneuvering target with well cooperative performance
under the conditions of delay and multiple constraints
compared with existing methods.
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