DC-DC轉換器之混沌分析與最佳化控制

碩士 === 國立勤益科技大學 === 電機工程系 === 104 === This paper presents a study of the chaos behavior of a DC-DC Buck Converter, where the input voltage Vin is changed to simulate and test Period 1, Period 2 and Chaos in the Buck circuit output phenomena. After deducing a dynamic system model using basic electron...

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Main Authors: Yu-Cheng Liu, 劉宥成
Other Authors: Kuo-Nan Yu
Format: Others
Language:zh-TW
Published: 2016
Online Access:http://ndltd.ncl.edu.tw/handle/bddtwm
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spelling ndltd-TW-104NCIT54420192019-05-15T23:09:29Z http://ndltd.ncl.edu.tw/handle/bddtwm DC-DC轉換器之混沌分析與最佳化控制 DC-DC轉換器之混沌分析與最佳化控制 Yu-Cheng Liu 劉宥成 碩士 國立勤益科技大學 電機工程系 104 This paper presents a study of the chaos behavior of a DC-DC Buck Converter, where the input voltage Vin is changed to simulate and test Period 1, Period 2 and Chaos in the Buck circuit output phenomena. After deducing a dynamic system model using basic electronic circuit theory, the circuit simulation program Pspice was used to study the system status (induction, resistance and capacitance) of the fixed circuit structure. By changing the characteristics of the supplied voltage we were able to observe the Double Period phenomenon from the Phase-Plane figures obtained in the simulation. This finding will facilitate the control of systems-related output conditions. After deducing a dynamic system model using basic electronic circuit theory, the circuit simulation program Pspice and Matlab were used to study the system status (induction, resistance and capacitance) of the fixed circuit structure. By changing the characteristics of the supplied voltage we were able to observe the Period 1, Period 2 and Chaos phenomena from the Phase-Plane figures obtained in the simulation. A PID controller with IAE (integral absolute error) was used to control the Chaos phenomena and optimization of the controller was achieved using particle swarm optimization (PSO) and genetic algorithms (GA) as well as a fuzzy method. The simulations clearly showed that Period 1 to Period 2 and Chaos, and chaos can be controlled with a PID controller. Kuo-Nan Yu Her-Terng Yau 喻國湳 姚賀騰 2016 學位論文 ; thesis 59 zh-TW
collection NDLTD
language zh-TW
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sources NDLTD
description 碩士 === 國立勤益科技大學 === 電機工程系 === 104 === This paper presents a study of the chaos behavior of a DC-DC Buck Converter, where the input voltage Vin is changed to simulate and test Period 1, Period 2 and Chaos in the Buck circuit output phenomena. After deducing a dynamic system model using basic electronic circuit theory, the circuit simulation program Pspice was used to study the system status (induction, resistance and capacitance) of the fixed circuit structure. By changing the characteristics of the supplied voltage we were able to observe the Double Period phenomenon from the Phase-Plane figures obtained in the simulation. This finding will facilitate the control of systems-related output conditions. After deducing a dynamic system model using basic electronic circuit theory, the circuit simulation program Pspice and Matlab were used to study the system status (induction, resistance and capacitance) of the fixed circuit structure. By changing the characteristics of the supplied voltage we were able to observe the Period 1, Period 2 and Chaos phenomena from the Phase-Plane figures obtained in the simulation. A PID controller with IAE (integral absolute error) was used to control the Chaos phenomena and optimization of the controller was achieved using particle swarm optimization (PSO) and genetic algorithms (GA) as well as a fuzzy method. The simulations clearly showed that Period 1 to Period 2 and Chaos, and chaos can be controlled with a PID controller.
author2 Kuo-Nan Yu
author_facet Kuo-Nan Yu
Yu-Cheng Liu
劉宥成
author Yu-Cheng Liu
劉宥成
spellingShingle Yu-Cheng Liu
劉宥成
DC-DC轉換器之混沌分析與最佳化控制
author_sort Yu-Cheng Liu
title DC-DC轉換器之混沌分析與最佳化控制
title_short DC-DC轉換器之混沌分析與最佳化控制
title_full DC-DC轉換器之混沌分析與最佳化控制
title_fullStr DC-DC轉換器之混沌分析與最佳化控制
title_full_unstemmed DC-DC轉換器之混沌分析與最佳化控制
title_sort dc-dc轉換器之混沌分析與最佳化控制
publishDate 2016
url http://ndltd.ncl.edu.tw/handle/bddtwm
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