以馬可夫模型對線上及離線系統之識別與應用
碩士 === 中正理工學院 === 兵器工程研究所 === 86 === The purpose of this thesis is to discuss three algorithms of parameter identification and apply them to some practical and simulation cases. Firstly the time-invariant system of Markov parameter model is discussed. It i...
Main Authors: | , |
---|---|
Other Authors: | |
Format: | Others |
Language: | zh-TW |
Published: |
1998
|
Online Access: | http://ndltd.ncl.edu.tw/handle/55662664908086965590 |
id |
ndltd-TW-086CCIT0157010 |
---|---|
record_format |
oai_dc |
spelling |
ndltd-TW-086CCIT01570102016-01-22T04:17:29Z http://ndltd.ncl.edu.tw/handle/55662664908086965590 以馬可夫模型對線上及離線系統之識別與應用 CHAO HUI CHENG 趙惠誠 碩士 中正理工學院 兵器工程研究所 86 The purpose of this thesis is to discuss three algorithms of parameter identification and apply them to some practical and simulation cases. Firstly the time-invariant system of Markov parameter model is discussed. It is to model the time-variant system. Then the comparison between recursive least-square (RLS) and fast transversal filter (FTF) identification algorithms are made in real-time system. The recursive estimation methods are implemented to the practical system. The results are shown that using the Markov parameter estimated model as the initial value of RLS is better than the RLS without initial value. In many cases it is necessary, useful, to have a model of the system available on-line while the system is operation. The model should then be based on observations up to the current time. Identification techniques that comply with this requirement will be called recursive identification methods. Since the measured input-output data are processed recursively as they become available . For a time-varying and complex systems the off-line estimation can not cope with the engineering requirement, and the errors will get. Recursive identification algorithms are instrumental for most adaptation schemes, and the on-line estimate for the real-time systems is also the powerful method for the real-time system. Liu, J.J. 劉瑞榮 1998 學位論文 ; thesis 79 zh-TW |
collection |
NDLTD |
language |
zh-TW |
format |
Others
|
sources |
NDLTD |
description |
碩士 === 中正理工學院 === 兵器工程研究所 === 86 === The purpose of this thesis is to discuss three algorithms
of parameter identification and apply them to some practical
and simulation cases. Firstly the time-invariant system of
Markov parameter model is discussed. It is to model the
time-variant system. Then the comparison between recursive
least-square (RLS) and fast transversal filter (FTF)
identification algorithms are made in real-time system. The
recursive estimation methods are implemented to the practical
system. The results are shown that using the Markov parameter
estimated model as the initial value of RLS is better than the
RLS without initial value.
In many cases it is necessary, useful, to have a model of
the system available on-line while the system is operation.
The model should then be based on observations up to the
current time. Identification techniques that comply with this
requirement will be called recursive identification methods.
Since the measured input-output data are processed recursively
as they become available .
For a time-varying and complex systems the off-line
estimation can not cope with the engineering requirement,
and the errors will get. Recursive identification algorithms
are instrumental for most adaptation schemes, and the on-line
estimate for the real-time systems is also the powerful method
for the real-time system.
|
author2 |
Liu, J.J. |
author_facet |
Liu, J.J. CHAO HUI CHENG 趙惠誠 |
author |
CHAO HUI CHENG 趙惠誠 |
spellingShingle |
CHAO HUI CHENG 趙惠誠 以馬可夫模型對線上及離線系統之識別與應用 |
author_sort |
CHAO HUI CHENG |
title |
以馬可夫模型對線上及離線系統之識別與應用 |
title_short |
以馬可夫模型對線上及離線系統之識別與應用 |
title_full |
以馬可夫模型對線上及離線系統之識別與應用 |
title_fullStr |
以馬可夫模型對線上及離線系統之識別與應用 |
title_full_unstemmed |
以馬可夫模型對線上及離線系統之識別與應用 |
title_sort |
以馬可夫模型對線上及離線系統之識別與應用 |
publishDate |
1998 |
url |
http://ndltd.ncl.edu.tw/handle/55662664908086965590 |
work_keys_str_mv |
AT chaohuicheng yǐmǎkěfūmóxíngduìxiànshàngjílíxiànxìtǒngzhīshíbiéyǔyīngyòng AT zhàohuìchéng yǐmǎkěfūmóxíngduìxiànshàngjílíxiànxìtǒngzhīshíbiéyǔyīngyòng |
_version_ |
1718161778500698112 |