| URN |
etd-0213112-121208 |
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| Author |
Hsing-jen Tsai |
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| Author's Email Address |
m973010043@student.nsysu.edu.tw |
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| Statistics |
This thesis had been viewed 382 times. Download 2 times. |
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| Department |
Electrical Engineering |
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| Year |
2011 |
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| Semester |
1 |
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| Degree |
Master |
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| Type of Document |
|
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| Language |
zh-TW.Big5 Chinese |
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| Title |
On Applying the Jensen Inequality to Robust H-infinity Analysis and Design for Uncertain Discrete-Time Systems with Interval Time-Varying Delay |
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| Date of Defense |
2012-01-19 |
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| Page Count |
64 |
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| Keyword |
linear matrix inequality
discrete-time
norm-bounded uncertainties
time-varying delay
asymptotic stability
|
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| Abstract |
This thesis concerns stability analysis and robust H∞ performance analysis for discrete-time systems with interval time-varying delay; moreover, the results are extended to the systems with norm-bounded uncertainties. By defining a novel Lyapunov functional and combining delay partition methods to improve the results in existing literature, we obtain a less conservative linear matrix inequality condition to guarantee the asymptotic stability for the discrete-time systems. There are examples to illustrate the advantage of our method in every chapter. |
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| Advisory Committee |
Chih-chiang Cheng - chair
Chung-cao Kao - co-chair
Li Lee - advisor
|
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| Files |
Indicate in-campus at 2 year and off-campus access at 2 year. |
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| Date of Submission |
2012-02-13 |
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