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An impact angle constraint integral sliding mode guidance law for maneuvering targets interception

机译:机动目标拦截的冲击角约束积分滑模制导律

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摘要

An integral sliding mode guidance law (ISMGL) combined with the advantages of the integral sliding mode control (SMC) method is designed to address maneuvering target interception problems with impact angle constraints. The relative motion equation of the missile and the target considering the impact angle constraint is established in the longitudinal plane, and an integral sliding mode surface is constructed. The proposed guidance law resolves the existence of a steady-state error problem in the traditional SMC. Such a guidance law ensures that the missile hits the target with an ideal impact angle in finite time and the missile is kept highly robust throughout the interception process. By adopting the dynamic surface control method, the ISMGL is designed considering the impact angle constraints and the autopilot dynamic characteristics. According to the Lyapunov stability theorem, all states of the closed-loop system are finally proven to be uniformly bounded. Simulation results are compared with the general sliding mode guidance law and the trajectory shaping guidance law, and the findings verify the effectiveness and superiority of the ISMGL.
机译:设计了一种集成滑模制导律(ISMGL),并结合了集成滑模控制(SMC)方法的优点,以解决具有冲击角约束的机动目标拦截问题。在纵向平面上建立考虑了冲击角约束的导弹与目标的相对运动方程,构造了一个整体的滑模面。拟议的指导法解决了传统SMC中存在稳态误差问题的问题。这样的制导律确保导弹在有限的时间内以理想的撞击角击中目标,并在整个拦截过程中保持导弹的高强度。通过采用动态表面控制方法,在设计ISMGL时考虑了冲击角约束和自动驾驶仪的动态特性。根据Lyapunov稳定性定理,最后证明闭环系统的所有状态都是一致有界的。将仿真结果与一般滑模制导律和轨迹整形制导律进行了比较,结果证明了ISMGL的有效性和优越性。

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