Frequency weighted model order reduction techniques
This thesis investigates the frequency weighted balanced model order reduction problem for linear time invariant systems. First, two new frequency weighted balanced truncation techniques based on zenoonossterms are proposed. Both methods are applicable for single-sided weighting, smdl are based on...
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Tesis University of Western Australia
2012
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my.umt.ir-19132012-09-04T07:04:23Z Frequency weighted model order reduction techniques Wan Mariam Wan Muda QC 178 .W3 2012 Wan Mariam Wan Muda Tesis University of Western Australia 2012 Gravitation -- Experiments This thesis investigates the frequency weighted balanced model order reduction problem for linear time invariant systems. First, two new frequency weighted balanced truncation techniques based on zenoonossterms are proposed. Both methods are applicable for single-sided weighting, smdl are based on modifications to Sreeram and Sahlan’s technique. The first method ras.es the properties of all-pass function to transform the original frequency weighted model order reduction problem into an equivalent unweighted model reduction problem, while in the second method, the relationship between the final and the intemaediiate reduced order model used in Sreeram and Sahlan's technique is derived. 2012-09-04T07:04:23Z 2012-09-04T07:04:23Z 2012 Thesis http://hdl.handle.net/123456789/1913 en application/pdf application/pdf Tesis University of Western Australia |
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QC 178 .W3 2012 Wan Mariam Wan Muda Tesis University of Western Australia 2012 Gravitation -- Experiments |
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QC 178 .W3 2012 Wan Mariam Wan Muda Tesis University of Western Australia 2012 Gravitation -- Experiments Wan Mariam Wan Muda Frequency weighted model order reduction techniques |
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This thesis investigates the frequency weighted balanced model order reduction problem for linear time invariant systems. First, two new frequency weighted balanced truncation techniques based on zenoonossterms
are proposed. Both methods are applicable for single-sided weighting, smdl are
based on modifications to Sreeram and Sahlan’s technique. The first method ras.es the properties of all-pass function to transform the original frequency weighted model
order reduction problem into an equivalent unweighted model reduction problem,
while in the second method, the relationship between the final and the intemaediiate
reduced order model used in Sreeram and Sahlan's technique is derived. |
format |
Thesis |
author |
Wan Mariam Wan Muda |
author_facet |
Wan Mariam Wan Muda |
author_sort |
Wan Mariam Wan Muda |
title |
Frequency weighted model order reduction techniques |
title_short |
Frequency weighted model order reduction techniques |
title_full |
Frequency weighted model order reduction techniques |
title_fullStr |
Frequency weighted model order reduction techniques |
title_full_unstemmed |
Frequency weighted model order reduction techniques |
title_sort |
frequency weighted model order reduction techniques |
publisher |
Tesis University of Western Australia |
publishDate |
2012 |
url |
http://hdl.handle.net/123456789/1913 |
_version_ |
1738395495928168448 |
score |
13.222552 |