Chaos, and Chaos Synchronization and Control by GYC Partial Region Stability Theory of a New Double-Froude System, Hyperchaos of Rössler System with Legendre Function Parameters and Yin-Yang Generalized Synchronization of Lü System by Adaptive

Chaos, and Chaos Synchronization and Control by GYC Partial Region Stability Theory of a New Double-Froude System, Hyperchaos of Rössler System with Legendre Function Parameters and Yin-Yang Generalized Synchronization of Lü System by Adaptive

碩士 === 國立交通大學 === 機械工程系所 === 97 === This thesis consists of four parts: (1) the chaotic behaviors of Double-Froude system are studied numerically by phase portraits, Pooincaré maps, bifurcation diagrams and Lyapunov exponent diagrams. (2) generalized synchronization and control of chaos is studied b...

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Main Authors: Chen, Zhi-Ming, 陳志銘
Other Authors: Ge, Zheng-Ming
Format: Others
Language:zh-TW
Online Access:http://ndltd.ncl.edu.tw/handle/9g36j7
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spelling ndltd-TW-097NCTU54890362019-05-15T20:06:25Z http://ndltd.ncl.edu.tw/handle/9g36j7 Chaos, and Chaos Synchronization and Control by GYC Partial Region Stability Theory of a New Double-Froude System, Hyperchaos of Rössler System with Legendre Function Parameters and Yin-Yang Generalized Synchronization of Lü System by Adaptive 新Double-Froude系統的渾沌現象,應用GYC部分區域穩定理論的渾沌同步及控制，以Legendre函數為參數的Rössler系統之超渾沌現象與藉適應控制之Lü系統的陰陽廣義同步 Chen, Zhi-Ming 陳志銘 碩士 國立交通大學 機械工程系所 97 This thesis consists of four parts: (1) the chaotic behaviors of Double-Froude system are studied numerically by phase portraits, Pooincaré maps, bifurcation diagrams and Lyapunov exponent diagrams. (2) generalized synchronization and control of chaos is studied by GYC partial region stability theory. (3) the Rössler system with Legendre function is studied for chaos, hyperchaos and synchronization. (4) Yin-Yang generalized synchronization (YYGS) of Yang Lü and Yin Lü systems are studied by adaptive control based on pragmatical asymptotical stability theory. Ge, Zheng-Ming 戈正銘 學位論文 ; thesis 97 zh-TW
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language zh-TW
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sources NDLTD
description 碩士 === 國立交通大學 === 機械工程系所 === 97 === This thesis consists of four parts: (1) the chaotic behaviors of Double-Froude system are studied numerically by phase portraits, Pooincaré maps, bifurcation diagrams and Lyapunov exponent diagrams. (2) generalized synchronization and control of chaos is studied by GYC partial region stability theory. (3) the Rössler system with Legendre function is studied for chaos, hyperchaos and synchronization. (4) Yin-Yang generalized synchronization (YYGS) of Yang Lü and Yin Lü systems are studied by adaptive control based on pragmatical asymptotical stability theory.
author2 Ge, Zheng-Ming
author_facet Ge, Zheng-Ming
Chen, Zhi-Ming
陳志銘
author Chen, Zhi-Ming
陳志銘
spellingShingle Chen, Zhi-Ming
陳志銘
Chaos, and Chaos Synchronization and Control by GYC Partial Region Stability Theory of a New Double-Froude System, Hyperchaos of Rössler System with Legendre Function Parameters and Yin-Yang Generalized Synchronization of Lü System by Adaptive
author_sort Chen, Zhi-Ming
title Chaos, and Chaos Synchronization and Control by GYC Partial Region Stability Theory of a New Double-Froude System, Hyperchaos of Rössler System with Legendre Function Parameters and Yin-Yang Generalized Synchronization of Lü System by Adaptive
title_short Chaos, and Chaos Synchronization and Control by GYC Partial Region Stability Theory of a New Double-Froude System, Hyperchaos of Rössler System with Legendre Function Parameters and Yin-Yang Generalized Synchronization of Lü System by Adaptive
title_full Chaos, and Chaos Synchronization and Control by GYC Partial Region Stability Theory of a New Double-Froude System, Hyperchaos of Rössler System with Legendre Function Parameters and Yin-Yang Generalized Synchronization of Lü System by Adaptive
title_fullStr Chaos, and Chaos Synchronization and Control by GYC Partial Region Stability Theory of a New Double-Froude System, Hyperchaos of Rössler System with Legendre Function Parameters and Yin-Yang Generalized Synchronization of Lü System by Adaptive
title_full_unstemmed Chaos, and Chaos Synchronization and Control by GYC Partial Region Stability Theory of a New Double-Froude System, Hyperchaos of Rössler System with Legendre Function Parameters and Yin-Yang Generalized Synchronization of Lü System by Adaptive
title_sort chaos, and chaos synchronization and control by gyc partial region stability theory of a new double-froude system, hyperchaos of rössler system with legendre function parameters and yin-yang generalized synchronization of lü system by adaptive
url http://ndltd.ncl.edu.tw/handle/9g36j7
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