Developing and Applying The Generalized π -Sharing Theory Using Linear Matrix Inequality (2/3)
Date Issued
2004-07-31
Date
2004-07-31
Author(s)
馮蟻剛
DOI
922213E002040
Abstract
In this report, there are three main
achievements with respect to the π -sharing
theory. First of all, there are some results
about the π -stability analysis for a class of
nonlinear systems. Then, an improved
algorithm for the design of state feedback
controller via the linear matrix inequalities is
proposed. Finally, two types of robust
filters with time-domain mask and pole
region constraints, respectively, are designed
using the π -sharing theory. All of the
design methods and constraints are expressed
via linear matrix inequalities so that convex
optimization problems can be considered.
Subjects
π -sharing theory
LMI
controller/filter design
mask constraint
pole
region constraint
region constraint
Publisher
臺北市：國立臺灣大學電機工程學系暨研究所
Type
report
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