Delay-dependent robust Hinfinity control for uncertain systems with a state-delay
By Young Sam Lee, Young Soo Moon, Wook Hyun Kwon, PooGyeon Park. at - Automatisierungstechnik, 2004
376 citations recorded by the source corpus.
Subfields: Control and Systems Engineering
View Paper: https://www.semanticscholar.org/paper/a47b655e3672b0dc511cfd094512ce4f20569e8d
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In Control and Systems Engineering
- James Lam
- Shengyuan Xu
- Hamid Reza Karimi
- Frédéric Gouaisbaut
- Yong He
- Huijun Gao
- Dimitri Peaucelle
- Qing‐Guo Wang
Citations in the corpus
- H∞ design of 2D controller for batch processes with uncertainties and interval time-varying delays (2013, background): “New matrix variables in Theorem 1 should be introduced for the solution, as shown in Lee et al. (2004), and then the original nonconvex feasibility problem described by the matrix inequality (12) can be thus converted to the nonlinear minimization problem in regular LMI format.”
- DELAY-DEPENDENT ROBUST STABILITY OF TIME DELAY SYSTEMS (2006, result): “…(Moon et al. , 2001) 4.3588 16 (Han, 2002) 4.4721 9 or 18 (Fridman, 2002) 4.47 27 (Xu and Lam, 2005) 4.4721 17 (Suplin et al. , 2004) 4 1 show that Theorem 1 gives similar results to papers using descriptor system approach and bounding techniques from (Lee et al. , 2004) and (Moon et al. , 2001).”
- DELAY‐DEPENDENT ROBUST CONTROL OF DESCRIPTOR SYSTEMS WITH TIME DELAY (2006, methodology): “Recently, in [16] and [17] by applying some new methods, neither model transformation nor bounding for cross terms is required to obtain delay-dependent results.”
- Observer-Based Mixed H2/H∞ Control Design for Linear Systems with Time-Varying Delays: An LMI Approach (2008, methodology): “Among the past results on delay systems, the LMI approach is an efficient method to solve many filtering and control problems such as stability analysis and stabilization (see for instance the references [9-16]), H∞ filter design (see for instance the references [17-23]), H∞ control problems (see fo”
- Improved delay-dependent stability criteria for time-delay systems (2005, result): “It can be seen that the results demonstrate that the delay-dependent robust stability condition in this note is less conservative than those in [2] and [4].”