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Polynomial guidance law for impact angle control with a seeker look angle limit

机译:带有导引头视角极限的冲击角控制的多项式制导律

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In this paper, the impact angle control problem is investigated by applying the polynomial shaping method. By shaping the light-of-sight angle with relative range, a guidance law called range polynomial guidance is proposed, and the coefficients are determined by boundary conditions. The range polynomial guidance law can be applied to maneuvering targets. By profiling the seeker look angle with the light-of-sight angle, a guidance law called line-of-sight polynomial guidance is developed for impact angle control under a limitation on the seeker look angle. The line-of-sight polynomial guidance law is also effective in intercepting a non-maneuvering moving target at the desired impact angle. Guidance laws with different gain sets are discussed in this paper. The proposed guidance laws take the form of proportional navigation with a time-varying navigation gain. Nonlinear simulations are performed to validate the efficacy of the proposed guidance laws in various engagement conditions. Comparison with other studies demonstrates the practicality and flexibility of the proposed guidance laws in the design of desired impact angles and maximum look angles.
机译:本文采用多项式整形方法研究了冲击角控制问题。通过以相对范围对视距角进行整形,提出了一种称为范围多项式制导的制导律,并由边界条件确定了系数。范围多项式制导律可以应用于机动目标。通过用视线角对搜寻器的视线进行轮廓分析,开发了一种称为视线多项式制导的制导律,用于在对搜寻器的视线角度进行限制的情况下进行冲击角控制。视线多项式制导律在以所需的冲击角拦截非机动目标时也很有效。本文讨论了具有不同增益集的制导律。拟议的制导律采用比例导航和随时间变化的导航增益的形式。进行非线性仿真以验证所提出的制导律在各种参与条件下的功效。与其他研究的比较表明,在设计所需的冲击角和最大视角时,建议的制导律具有实用性和灵活性。

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