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Generalization of Linearly Parametrized Trajectory Shaping Guidance Laws

机译:线性参数化轨迹塑造指导法的概括

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A class of trajectory shaping guidance laws is extended, unified, and generalized. Various existing guidance laws based on linear or linearized formulation, in which desired terminal conditions are considered as fixed terminal output constraints, usually have linear-in-parameter structure. From this observation, the supposition made in this study is that a guidance law can be designed by representing the command as a product of a basis function vector and a constant coefficient vector. The design can be diversified by the ways of formulation and the choices of basis function vector. Flexibility of tuning is introduced into the proposed design framework through the tuning of basis function vector. After formulating a linear system equation and selecting an appropriate basis function vector, the constant coefficient vector can be determined to satisfy the terminal constraints by considering them as the boundary conditions. Various existing guidance laws can be unified in the proposed framework, and the design can be extended to a more general form. New guidance laws can be designed using the proposed framework by taking different way of formulation or basis function vector.
机译:一类轨迹整形指导法律延长,统一和普遍。在所希望的终端的条件基于线性或线性化的制剂的各种现有指导法律,被认为是固定的终端输出的限制,通常具有呈线性参数结构。根据该观察,在本研究中提出的假设是,一个导引律可以通过表示命令作为基函数矢量的乘积和一个常系数矢量进行设计。该设计可以通过制剂的方法和基函数矢量的选择是多样化的。调谐的灵活性引入到通过基函数矢量的调谐所提出的设计框架。配制线性系统方程并且选择适当的基函数向量之后,常系数向量可被确定通过考虑它们作为边界条件,以满足该终端的限制。现有的各种制导律可以在拟议的框架统一,设计可以扩展到更一般的形式。新的指导规律可以通过采取制订或基函数向量的不同方式使用拟议的框架来设计。

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