控制惯性和模糊刹车

M. Mohammadzaheri, Lei Chen
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引用次数: 1

摘要

本文介绍了一种新的控制特性,即控制惯性。在本研究中,不需要系统数学模型的控制技术被研究。神经预测(NP)方法是一种非基于模型的技术,适用于各种各样的非线性系统,使我们能够比较不同系统的行为。在仿真环境下,采用神经预测方法对直升机模型和罐式反应器这两个不同的非线性系统进行了相似的控制。虽然采用NP方法对罐式反应器进行了成功的控制,但模型直升机在控制过程中出现了明显的反复超调现象(沉降时间长,能耗大)。这种控制行为的差异可以用系统的一种特性来解释,这种特性被称为“控制惯性”。本文将控制惯量定义为控制输入与系统输出的二阶导数之比。指出了模型直升机的高控制惯量对其不良控制行为(反复超调及其后果)的影响。为了改善控制性能,设计了模糊推理系统,并在控制电路中加入模糊推理系统,使系统在接近设定值时进行减速。这种模糊推理系统被称为ldquofuzzy brakerdquo,它在大惯性情况下显著提高了性能。对系统动力学(不一定是数学模型)有一个大致的了解,就可以判断系统是高惯性还是低惯性,以及是否需要模糊制动。一般来说,控制惯量的概念可以与输入输出数据和由经验/观察得出的模糊规则一起用于智能控制系统的设计。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Control inertia and fuzzy brakes
A new control property namely ldquocontrol inertiardquo is introduced in this article. In this research, control techniques not needing a mathematical model of the system are subject to study. Neuro-predictive (NP) method is a non-model based technique works for a wide variety of nonlinear systems, and lets us compare different systemspsila behaviour. In this paper, two different nonlinear systems, a model helicopter and a tank reactor, are controlled similarly by neuro-predictive method in simulation environment. Although tank reactor is controlled successfully by NP method, a repeated significant overshoot is observed when model helicopter is controlled (leading very long settling time and a considerable amount of energy consumption). This discrepancy in control behaviour is explained by a property of systems, called ldquocontrol inertiardquo. In this paper, control inertia is defined as the ratio of control input to the second temporal derivative of systempsilas output. It is indicated that the undesirable control behaviour of model helicopter (repeated overshoot and its consequences) is influenced by its high control inertia. In order to improve the control behaviour, a fuzzy inference system is designed and added to the control circuit to decelerate system when it is approaching setpoint. This fuzzy inference system is called ldquofuzzy brakerdquo, which improves the performance significantly in case of high inertia. Having a general understanding of systempsilas dynamics (not necessarily a mathematical model), it is possible to judge whether the system is high inertia or low inertia, and whether a fuzzy brake is needed or not. In general, the concept of control inertia can be used in intelligent control system design together with input-output data and fuzzy rules derived by experience/observation.
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