Similarity of Discrete Gilbert-Elliot and Polya Channel Models to Continuous Rayleigh Fading Channel Model

碩士 === 國立交通大學 === 電信工程系 === 90 === In this thesis, the concept of channel similarity is explored by two different methodologies---an analytical methodology based on divergence, and an empirical methodology based on error free run matching. In the analytical methodology, we showed that div...

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Main Authors: Pen-Ting, Sun, 孫本庭
Other Authors: Po-Ning, Chen
Format: Others
Language:en_US
Published: 2002
Online Access:http://ndltd.ncl.edu.tw/handle/70685636259962256778
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spelling ndltd-TW-090NCTU04350502015-10-13T10:05:22Z http://ndltd.ncl.edu.tw/handle/70685636259962256778 Similarity of Discrete Gilbert-Elliot and Polya Channel Models to Continuous Rayleigh Fading Channel Model 吉伯特-艾略特傳輸管道與波利亞傳輸管道對瑞雷衰減傳輸管道的相似度之研究 Pen-Ting, Sun 孫本庭 碩士 國立交通大學 電信工程系 90 In this thesis, the concept of channel similarity is explored by two different methodologies---an analytical methodology based on divergence, and an empirical methodology based on error free run matching. In the analytical methodology, we showed that divergences can serve as an index to channel similarity. We then proceeded to compare the resemblance between the Gilbert-Elliott and Polya channels, and obtained that for some very specific case, the two channels are not similar to each other. In the empirical methodology, we examined which of the two channel models, Gilbert-Elliott and Polya, is more suitable to approximate the binary-quantized simplification of a continuous multipath Rayleigh fading channel. In terms of the EFR quantitative index, we showed that the Gilbert-Elliott channel is a better approximation to the binary-quantized multipath Rayleigh fading channel than the Polya model. A side result is that among all Rayleigh fading channels examined, the Gilbert-Elliott channel is particularly suitable to represent a two-path Rayleigh fading channel. Po-Ning, Chen 陳伯寧 2002 學位論文 ; thesis 44 en_US
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description 碩士 === 國立交通大學 === 電信工程系 === 90 === In this thesis, the concept of channel similarity is explored by two different methodologies---an analytical methodology based on divergence, and an empirical methodology based on error free run matching. In the analytical methodology, we showed that divergences can serve as an index to channel similarity. We then proceeded to compare the resemblance between the Gilbert-Elliott and Polya channels, and obtained that for some very specific case, the two channels are not similar to each other. In the empirical methodology, we examined which of the two channel models, Gilbert-Elliott and Polya, is more suitable to approximate the binary-quantized simplification of a continuous multipath Rayleigh fading channel. In terms of the EFR quantitative index, we showed that the Gilbert-Elliott channel is a better approximation to the binary-quantized multipath Rayleigh fading channel than the Polya model. A side result is that among all Rayleigh fading channels examined, the Gilbert-Elliott channel is particularly suitable to represent a two-path Rayleigh fading channel.
author2 Po-Ning, Chen
author_facet Po-Ning, Chen
Pen-Ting, Sun
孫本庭
author Pen-Ting, Sun
孫本庭
spellingShingle Pen-Ting, Sun
孫本庭
Similarity of Discrete Gilbert-Elliot and Polya Channel Models to Continuous Rayleigh Fading Channel Model
author_sort Pen-Ting, Sun
title Similarity of Discrete Gilbert-Elliot and Polya Channel Models to Continuous Rayleigh Fading Channel Model
title_short Similarity of Discrete Gilbert-Elliot and Polya Channel Models to Continuous Rayleigh Fading Channel Model
title_full Similarity of Discrete Gilbert-Elliot and Polya Channel Models to Continuous Rayleigh Fading Channel Model
title_fullStr Similarity of Discrete Gilbert-Elliot and Polya Channel Models to Continuous Rayleigh Fading Channel Model
title_full_unstemmed Similarity of Discrete Gilbert-Elliot and Polya Channel Models to Continuous Rayleigh Fading Channel Model
title_sort similarity of discrete gilbert-elliot and polya channel models to continuous rayleigh fading channel model
publishDate 2002
url http://ndltd.ncl.edu.tw/handle/70685636259962256778
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