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首页> 外文期刊>Journal of Systems Engineering >Robust Nonlinear Control System Synthesis Method for Electro- Mechanical Pointing Systems with Flexible Modes
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Robust Nonlinear Control System Synthesis Method for Electro- Mechanical Pointing Systems with Flexible Modes

机译:柔性模式机电指向系统的鲁棒非线性控制系统综合方法

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摘要

A novel technique for designing robust nonlinear control algorithms for an electro-mechanical pointing system (a surrogate gun-turret testbed called the ATB1000) is presented. This system poses a very challenging control problem, as aiming accuracy must be achieved in an operational environment characterised by high-level disturbances (e.g., gun recoil) and with severe limitations imposed by the nonlinear behaviour of the drive train and the existence of flexible modes in the gun barrel. The control synthesis approach includes two steps: 1. use of a linear control method to design a dissipative outer-loop control law to make the overall system insensitive to the unmodelled dynamics and parameter imprecision associated with the flexible modes of the wheel-barrel subsystem; 2. use of a set of sinusoidal-input describing function (SIDF) models of the testbed's drive subsystem (which characterises the amplitude-dependent effects of backlash and nonlinear friction) to design an inner-loop nonlinear compensator to make the controlled drive-system response insensitive to input amplitude. This approach represents a major extension of previous SIDF-based techniques that make them applicable to systems with flexible modes. It achieves robustness in two senses: The final system is insensitive to the pointing command input amplitude and to the existence of unmodelled dynamics.
机译:提出了一种新颖的技术,用于设计机电指向系统(替代炮塔测试台,称为ATB1000)的鲁棒非线性控制算法。该系统提出了非常具有挑战性的控制问题,因为必须在以高水平干扰(例如,枪后坐力)为特征的操作环境中实现瞄准精度,并且由于动力传动系统的非线性行为和灵活模式的存在而受到严重限制。在枪管中。控制综合方法包括两个步骤:1.使用线性控制方法设计耗散外环控制定律,以使整个系统对与轮桶子系统的灵活模式相关的非建模动力学和参数不精确性不敏感; 2.使用测试台驱动子系统的一组正弦输入描述函数(SIDF)模型(表征反冲和非线性摩擦的幅度相关影响)来设计内环非线性补偿器,以制成受控驱动系统响应对输入幅度不敏感。这种方法代表了以前基于SIDF的技术的主要扩展,使它们适用于具有灵活模式的系统。它从两个方面实现了鲁棒性:最终系统对指示命令输入幅度和未建模动力学的存在不敏感。

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