Design of Fuzzy Sliding Mode Controller with Adaptive Fuzzy Rule Insertion

碩士 === 大同大學 === 電機工程研究所 === 88 === In this thesis, efficient fuzzy rules of an adaptive fuzzy sliding mode controller (FSMC) are developed systematically according to the performance of the controller. The input variables of conventional FSMC are mostly two fuzzy inputs regardless of the complexity...

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Main Authors: Feng-Sang Chen, 陳鳳珊
Other Authors: Prof. Chung-Chun Kung
Format: Others
Language:en_US
Published: 2000
Online Access:http://ndltd.ncl.edu.tw/handle/51537681044861339600
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spelling ndltd-TW-088TTU004420222016-01-29T04:19:38Z http://ndltd.ncl.edu.tw/handle/51537681044861339600 Design of Fuzzy Sliding Mode Controller with Adaptive Fuzzy Rule Insertion 具有適應性插入模糊規則之滑動模式控制器設計 Feng-Sang Chen 陳鳳珊 碩士 大同大學 電機工程研究所 88 In this thesis, efficient fuzzy rules of an adaptive fuzzy sliding mode controller (FSMC) are developed systematically according to the performance of the controller. The input variables of conventional FSMC are mostly two fuzzy inputs regardless of the complexity of controlled plants. We propose a new simple FSMC called distance-based FSMC (D-FSMC) by using a single fuzzy input variable called the signed distance, which is the distance from the actual state to the sliding line in the -S plane. Hence, the number of fuzzy rules is greatly reduced compared to the case of the conventional FSMC with two fuzzy inputs. The stability of the fuzzy control system is guaranteed using the Lyapunov stability. We provide learning algorithms to design fuzzy rules of D-FSMC from basic two rules to three rules and upward for performance improvement. The new rules we insert into the rule-base structure are initialized with the knowledge of the redundant fuzzy rules. And the parameters of the membership functions of the fuzzy rules are trained on—line to minimize the cost functions. Thus, the D-FSMC can be systematically designed. The performance of D-FSMC is revealed via computer simulations using nonlinear plants. Prof. Chung-Chun Kung 龔宗鈞 2000 學位論文 ; thesis 63 en_US
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description 碩士 === 大同大學 === 電機工程研究所 === 88 === In this thesis, efficient fuzzy rules of an adaptive fuzzy sliding mode controller (FSMC) are developed systematically according to the performance of the controller. The input variables of conventional FSMC are mostly two fuzzy inputs regardless of the complexity of controlled plants. We propose a new simple FSMC called distance-based FSMC (D-FSMC) by using a single fuzzy input variable called the signed distance, which is the distance from the actual state to the sliding line in the -S plane. Hence, the number of fuzzy rules is greatly reduced compared to the case of the conventional FSMC with two fuzzy inputs. The stability of the fuzzy control system is guaranteed using the Lyapunov stability. We provide learning algorithms to design fuzzy rules of D-FSMC from basic two rules to three rules and upward for performance improvement. The new rules we insert into the rule-base structure are initialized with the knowledge of the redundant fuzzy rules. And the parameters of the membership functions of the fuzzy rules are trained on—line to minimize the cost functions. Thus, the D-FSMC can be systematically designed. The performance of D-FSMC is revealed via computer simulations using nonlinear plants.
author2 Prof. Chung-Chun Kung
author_facet Prof. Chung-Chun Kung
Feng-Sang Chen
陳鳳珊
author Feng-Sang Chen
陳鳳珊
spellingShingle Feng-Sang Chen
陳鳳珊
Design of Fuzzy Sliding Mode Controller with Adaptive Fuzzy Rule Insertion
author_sort Feng-Sang Chen
title Design of Fuzzy Sliding Mode Controller with Adaptive Fuzzy Rule Insertion
title_short Design of Fuzzy Sliding Mode Controller with Adaptive Fuzzy Rule Insertion
title_full Design of Fuzzy Sliding Mode Controller with Adaptive Fuzzy Rule Insertion
title_fullStr Design of Fuzzy Sliding Mode Controller with Adaptive Fuzzy Rule Insertion
title_full_unstemmed Design of Fuzzy Sliding Mode Controller with Adaptive Fuzzy Rule Insertion
title_sort design of fuzzy sliding mode controller with adaptive fuzzy rule insertion
publishDate 2000
url http://ndltd.ncl.edu.tw/handle/51537681044861339600
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