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Analysis of non-dimensional forms of singular perturbation structures for hypersonic vehicles

机译:高超音速飞行器奇异摄动结构的无量纲形式分析

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摘要

In guidance and control of many aerospace vehicles, based on the knowledge of the speed of the state variables or the dynamics and previous experience in working with particular problems, a singularly perturbed structure is assumed by artificial insertion of a small unit-valued parameter with highest derivative or some of the state variables of the nonlinear dynamical equations. However, attempts have been made to identify the singular perturbation structure in terms of the parameters of the nonlinear dynamical system leading to a natural occurrence of the small parameter responsible for the singular perturbation structure. In this paper, further investigations are explored in identifying the singular perturbation parameter by using non-dimensional forms for the nonlinear dynamical equations. In particular, four different structures of identifying the singular perturbation parameter are presented and the various features of these structures are discussed.
机译:在许多航空航天飞行器的制导和控制中,基于状态变量或动力学的速度知识以及以前在处理特定问题上的经验,通过人工插入具有最高单位值的小单位值参数来假设结构是奇异的非线性动力学方程的导数或某些状态变量。然而,已经尝试根据非线性动力学系统的参数来识别奇异摄动结构,从而导致负责奇异摄动结构的小参数自然出现。在本文中,对于通过使用非线性动力学方程的无量纲形式来识别奇异摄动参数,进行了进一步的研究。特别是,提出了识别奇异摄动参数的四种不同结构,并讨论了这些结构的各种特征。

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