Dynamics of Coupled Chaotic Systems and Simulations of Synthesis of Fine Ceramics Cascade via the SHS Method

碩士 === 國立中正大學 === 化學工程研究所 === 84 === There are two parts in this thesis: dynamics of coupled chaotic systems and simulations of synthesis of fine ceramics cascade via the SHS method. First, by interacting with another same attractor, chaoti...

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Main Authors: Chen, Bei-Wei, 陳百維
Other Authors: Chen Chien-Chong
Format: Others
Language:zh-TW
Published: 1996
Online Access:http://ndltd.ncl.edu.tw/handle/57349544560230816696
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spelling ndltd-TW-084CCU000630022016-07-15T04:12:58Z http://ndltd.ncl.edu.tw/handle/57349544560230816696 Dynamics of Coupled Chaotic Systems and Simulations of Synthesis of Fine Ceramics Cascade via the SHS Method 交互混沌系統之動態行為與燃燒法合成連串排列之精密陶瓷的模擬 Chen, Bei-Wei 陳百維 碩士 國立中正大學 化學工程研究所 84 There are two parts in this thesis: dynamics of coupled chaotic systems and simulations of synthesis of fine ceramics cascade via the SHS method. First, by interacting with another same attractor, chaotic attractor can be changd tonew ones, such as distorted chaotic attractor, torus attractor, limit cycle att- ractor, or even simple fixed point attractor. We use two interaction forms: oneis the simple interaction in the x direction, and the other is of a feed-backtype. From the stability analysis, the bifurcation points were found for the cou-pled systems. And dynamic behavior near the bifurcation points were studied.SHS method has many advantages, such as low energy requirement, shorter reaction time and possible metastable phase product, such that SHS method re-ceives much research attentions recently. This part is to find the maximal re-acted pellet length using a cascade arrangement of pellets. We analyse the ef-fect of all parameters in the reaction and chang the interface properties to see if the reacted length can be further increased. Chen Chien-Chong 陳建忠 1996 學位論文 ; thesis 118 zh-TW
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description 碩士 === 國立中正大學 === 化學工程研究所 === 84 === There are two parts in this thesis: dynamics of coupled chaotic systems and simulations of synthesis of fine ceramics cascade via the SHS method. First, by interacting with another same attractor, chaotic attractor can be changd tonew ones, such as distorted chaotic attractor, torus attractor, limit cycle att- ractor, or even simple fixed point attractor. We use two interaction forms: oneis the simple interaction in the x direction, and the other is of a feed-backtype. From the stability analysis, the bifurcation points were found for the cou-pled systems. And dynamic behavior near the bifurcation points were studied.SHS method has many advantages, such as low energy requirement, shorter reaction time and possible metastable phase product, such that SHS method re-ceives much research attentions recently. This part is to find the maximal re-acted pellet length using a cascade arrangement of pellets. We analyse the ef-fect of all parameters in the reaction and chang the interface properties to see if the reacted length can be further increased.
author2 Chen Chien-Chong
author_facet Chen Chien-Chong
Chen, Bei-Wei
陳百維
author Chen, Bei-Wei
陳百維
spellingShingle Chen, Bei-Wei
陳百維
Dynamics of Coupled Chaotic Systems and Simulations of Synthesis of Fine Ceramics Cascade via the SHS Method
author_sort Chen, Bei-Wei
title Dynamics of Coupled Chaotic Systems and Simulations of Synthesis of Fine Ceramics Cascade via the SHS Method
title_short Dynamics of Coupled Chaotic Systems and Simulations of Synthesis of Fine Ceramics Cascade via the SHS Method
title_full Dynamics of Coupled Chaotic Systems and Simulations of Synthesis of Fine Ceramics Cascade via the SHS Method
title_fullStr Dynamics of Coupled Chaotic Systems and Simulations of Synthesis of Fine Ceramics Cascade via the SHS Method
title_full_unstemmed Dynamics of Coupled Chaotic Systems and Simulations of Synthesis of Fine Ceramics Cascade via the SHS Method
title_sort dynamics of coupled chaotic systems and simulations of synthesis of fine ceramics cascade via the shs method
publishDate 1996
url http://ndltd.ncl.edu.tw/handle/57349544560230816696
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