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Non-smooth missiles guidance: Interceptor-defender scenario with uncertainties

机译:非光滑导弹的制导:不确定的拦截防御者方案

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Here the dynamic scenario with two participants (an interceptor interpreted as an anti-missile and a defender treated as an anti-anti-missile) is considered. The first one (an interceptor) is intended to reach a capture zone, associated with a given nominal trajectory of a missile which is assumed to be non-maneuvered. But in the same time it should maintain a large enough distance from the second player (a defender) whose individual aim is to protect the nominal plant (a missile). The second participant realizes its behavior in such a way that its position would be as close as possible to an interceptor and far enough from a missile which it protects. Individual cost functions related with non-smooth feedback control strategies for each participant are introduced. The gain parameters of the non-smooth feedbacks are selected in an “optimal manner” providing the biggest rate of convergence to the desired regime. The effective zones in the state space, where the designed control decreases the cost functions, are obtained. Illustrative numerical simulations confirm the workability of the suggested approach.
机译:这里考虑了具有两个参与者(拦截器解释为反导弹,而防御者被视为反导弹)的动态场景。第一个(拦截器)旨在到达捕获区域,该区域与假定为未操纵的导弹的给定标称轨迹相关。但与此同时,它应与第二个玩家(防御者)保持足够大的距离,后者的目标是保护名义植物(导弹)。第二个参与者以这样一种方式实现其行为,即其位置应尽可能靠近拦截器,并且与它所保护的导弹相距足够远。介绍了与每个参与者的非平稳反馈控制策略相关的各个成本函数。非平滑反馈的增益参数以“最佳方式”选择,从而提供了最大的收敛速度。获得状态空间中的有效区域,在该区域中设计的控件会降低成本函数。说明性的数值模拟证实了所建议方法的可操作性。

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