The Analysis of Chaotic System and Application to Secure Communication
碩士 === 國立雲林科技大學 === 電機工程系碩士班 === 89 === This thesis is concerned with the problems of the analysis and application of chaotic systems. In the analysis, a controller is designed to stabilize the state trajectories to a equilibrium point. On the other hand, a robust control is proposed to guarantee th...
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ndltd-TW-089YUNTE4410252015-10-13T12:47:25Z http://ndltd.ncl.edu.tw/handle/72368394637545149580 The Analysis of Chaotic System and Application to Secure Communication 混沌系統的分析及安全通訊的應用 C. H. Chen 陳志恒 碩士 國立雲林科技大學 電機工程系碩士班 89 This thesis is concerned with the problems of the analysis and application of chaotic systems. In the analysis, a controller is designed to stabilize the state trajectories to a equilibrium point. On the other hand, a robust control is proposed to guarantee the chaotic system with uncertainties can been stabilized. Furthermore, a master-slave scheme is designed to construct a communication systems. By the Lyapunov stability theorem, a controller is designed to synchronize the master and slave systems. Recently, security problem of master-slave systems based on chaotic circuit is recommented, therefore, to develop a high secure communication system is the other subject of this thesis. We combined the concept of chaotic synchronization and cryptograph to achieve a more security communication system. Recently security is obvious in the communication for master-slave systems by the chaotic system. It is due to that an observer by only one of the state variable. It is worth to study and research about chaotic system in the secure communication. On the second part, a scheme of hyperchaotic cryptographic system is presented. In the scheme, chaotic synchronization and cryptograph are combined to achieve a high secure communication by using synchronization method from the first part. S. C. Tsay 蔡樹川 2001 學位論文 ; thesis 139 zh-TW |
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碩士 === 國立雲林科技大學 === 電機工程系碩士班 === 89 === This thesis is concerned with the problems of the analysis and application of chaotic systems. In the analysis, a controller is designed to stabilize the state trajectories to a equilibrium point. On the other hand, a robust control is proposed to guarantee the chaotic system with uncertainties can been stabilized. Furthermore, a master-slave scheme is designed to construct a communication systems. By the Lyapunov stability theorem, a controller is designed to synchronize the master and slave systems. Recently, security problem of master-slave systems based on chaotic circuit is recommented, therefore, to develop a high secure communication system is the other subject of this thesis. We combined the concept of chaotic synchronization and cryptograph to achieve a more security communication system.
Recently security is obvious in the communication for master-slave systems by the chaotic system. It is due to that an observer by only one of the state variable. It is worth to study and research about chaotic system in the secure communication. On the second part, a scheme of hyperchaotic cryptographic system is presented. In the scheme, chaotic synchronization and cryptograph are combined to achieve a high secure communication by using synchronization method from the first part.
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author2 |
S. C. Tsay |
author_facet |
S. C. Tsay C. H. Chen 陳志恒 |
author |
C. H. Chen 陳志恒 |
spellingShingle |
C. H. Chen 陳志恒 The Analysis of Chaotic System and Application to Secure Communication |
author_sort |
C. H. Chen |
title |
The Analysis of Chaotic System and Application to Secure Communication |
title_short |
The Analysis of Chaotic System and Application to Secure Communication |
title_full |
The Analysis of Chaotic System and Application to Secure Communication |
title_fullStr |
The Analysis of Chaotic System and Application to Secure Communication |
title_full_unstemmed |
The Analysis of Chaotic System and Application to Secure Communication |
title_sort |
analysis of chaotic system and application to secure communication |
publishDate |
2001 |
url |
http://ndltd.ncl.edu.tw/handle/72368394637545149580 |
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