Methods based on ordered fuzzy numbers used in fuzzy control

Piotr Prokopowicz
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引用次数: 19

Abstract

The model of the ordered fuzzy numbers (OFN) has been defined and explored in the recent publications of the author and his co-workers (2003 and 2004). It provides a quite simple representation of non-precise information and algebraic operations on them. If one performs many operations on OFN's then the fuzziness of their results is limited in contrast to the operations on standard convex fuzzy numbers. The implementation of OFN in a fuzzy controller is made. The controller makes use of multi-conditional fuzzy rules. New methods of determining their levels of activities are proposed as well inference methods based on special properties of OFNs. Fuzzy control is applied here to a hypothetical process of moving device (can be related to car, robot, etc.). Proposed control uses the readings from two devices: actual speed and distance to a critical (boundary) point, which cannot be achieved. The control variable is the applying acceleration. Goal of the control is to keep the device in a safe distance from the critical point.
基于有序模糊数的模糊控制方法
有序模糊数(OFN)的模型已经在作者和他的同事(2003年和2004年)最近的出版物中进行了定义和探索。它提供了一个非常简单的非精确信息的表示和对它们的代数运算。如果对凸模糊数进行多次运算,则其结果的模糊性与对标准凸模糊数的运算相比是有限的。给出了OFN在模糊控制器中的实现方法。该控制器采用多条件模糊规则。提出了确定ofn活动水平的新方法以及基于ofn特殊性质的推理方法。这里将模糊控制应用于一个假设的移动设备过程(可以与汽车,机器人等有关)。建议的控制使用两个设备的读数:实际速度和到临界(边界)点的距离,这是无法实现的。控制变量是施加加速度。控制的目的是使设备与临界点保持安全距离。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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