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A study into advanced guidance laws using computational methods

机译:使用计算方法研究高级制导律

摘要

Effective guidance laws that are optimal for tactical air-to-air scenarios tend to improve the performance characteristics of the missile and increase the probability of a hit in combat. Proportional guidance is the current baseline algorithm for tactical missile guidance. Increases in computational capabilities now permit more complicated guidance laws to be implemented. This research focuses on two promising advanced guidance laws, comparing them to proportional navigation using simulation, with the kinematic boundary as the performance measure. Studies are also made of performance degradation in the presence of sensor noise. The three guidance laws, Proportional Navigation (PN), Augmented Proportional Navigation (APN) and Differential Geometry (DG), were each simulated against a non-maneuvering target and a maneuvering target. The theoretical missile engagement envelope (the kinematic boundary) is utilized as a simple and intuitive visual aid in comparing the effectiveness of each guidance law. Band-limited white noise is then introduced into the seeker system to determine the ability of the guidance law to deal with noise perturbations, in particular, to discover the level of noise tolerance for each guidance law. This research used a simulation model previously developed here at the Naval Postgraduate School (NPS). This simplified six degree of freedom (6DOF) model was used in a slightly modified form to: 1) verify earlier results obtained at NPS, 2) investigate an additional guidance law, the DG law, and 3) study the effects of noise on the robustness of the various guidance laws.
机译:最适合战术空战情境的有效制导法则往往会改善导弹的性能,并增加战斗中命中的可能性。比例制导是战术导弹制导的当前基准算法。计算能力的提高现在允许实施更复杂的制导律。这项研究的重点是两个有前途的高级制导律,将它们与使用运动学边界作为性能度量的模拟导航进行比例导航进行比较。还研究了传感器噪声存在下的性能下降。针对非机动目标和机动目标分别模拟了三种制导律:比例导航(PN),增强比例导航(APN)和微分几何(DG)。在比较每个制导律的有效性时,将理论上的导弹啮合范围(运动学边界)用作简单直观的视觉辅助工具。然后将带限白噪声引入到导引器系统中,以确定制导律处理噪声扰动的能力,尤其是发现每种制导律的噪声容忍度。该研究使用了海军研究生院(NPS)先前在此处开发的仿真模型。这个经过简化的六自由度(6DOF)模型以稍微修改的形式用于:1)验证NPS早期获得的结果,2)研究其他指导律,DG律,以及3)研究噪声对噪声的影响。各种指导法的鲁棒性。

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    Perh Daniel.;

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  • 年度 2011
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