先进发射系统的鲁棒摄动制导

J. Speyer, B. Jarmark
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引用次数: 5

摘要

实时生成最优弹道来构造制导律似乎是可行的。然而,这些确定性制导方案可能对系统和环境的不确定性敏感。为了克服这一缺陷,建议将最优路径的附属问题作为代价准则,该问题在摄动状态下生成一个二次代价准则,并且控制远离最优轨迹。修正的二次代价相对于摄动控制是最小的,而相对于线性化动力学和线性化测量中的不确定性是最大的。这样,构造了一个鲁棒的邻域优化方案。本文提出了一种摄动制导方案。为了说明这一理论,我们考虑了运载火箭的第二级。生成了最优路径,并对该路径构造了鲁棒邻接最优制导律并进行了测试。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Robust Perturbation Guidance For The Advanced Launch System
Real-Time optimal trajectory generation for constructing guidance laws seems feasible. However, these deterministic guidance schemes maybe sensitive to system and environmental uncertainties. To overcome this deficiecy, it is suggested that the accessory problem about an optimal path, which generates a quadratic cost criterion in the perturbed states and control away from the optimal trajectory, be used as the cost criterion. A modified quadratic cost is to be minimized with respect to the perturbed control but maximized with respect to addive uncertainties in the linearized dynamics and the uncertainty in the linearized measurements. In this way, a robust neighboring optimum scheme is constructed. A perturbed guidance scheme is stated here. To illustrate the theory the second stage of a launch vehicle is considered. An optimal path is generated, and about this path a robust neighboring optimum guidance law is constructed and tested.
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