Browsing by Author "Fu, Jun"
Now showing items 1-10 of 10
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Dwell-time-based stabilization of switched linear singular systems with all unstable-mode subsystems
Li, Jinghan; Ma, Ruicheng; Dimirovski, Georgi M.; Fu, Jun (Elsevier, 2017-05)The global stabilization design of a class of switched linear singular systems via a novel dwell-time switching is investigated and solved in this work. The distinguishing feature of the proposed method is that stability ... -
Integrated H-infinity filtering bumpless transfer control for switched linear systems
Zhao, Ying; Zhao, Jun; Fu, Jun; Dimirovski, Georgi M. (Elsevier Science Inc, 2019)The integrated H-infinity filtering bumpless transfer control problem for switched linear systems is studied in this paper. The target is to attain the H-infinity filtering property of the switched linear systems via ... -
Integrated H∞ filtering bumpless transfer control for switched linear systems
Zhao, Ying; Zhao, Jun; Fu, Jun; Dimirovski, Georgi M. (The International Society of Automation, 2019)The integrated H ∞ filtering bumpless transfer control problem for switched linear systems is studied in this paper. The target is to attain the H ∞ filtering property of the switched linear systems via switchings, while ... -
A new approach to global adaptive tracking for nonlinear systems in generalized output-feedback canonical form
Fu, Jun; Dimirovski, Georgi M.; Zhao, Jun (IEEE, 2006)In this paper, a new global adaptive output feedback dynamic compensator is proposed for tracking of a class of systems that are globally diffeomorpbic into systems in generalized output feedback canonical form. Output-dependent ... -
New synthesis design of adaptive back-stepping controller for static SVC
Fu, Jun; Kolemisevska-Gugulovska, Tatjana D.; Dimirovski, Georgi M.; Zhao, Jun (IEEE, 2007-07)A new synthesis design for nonlinear adaptive control of Static VAR Compensator for a single-machine infinite-bus system with SVC is derived and proved. The proposed method differs from the 'traditional' adaptive back-stepping ... -
Robust and adaptive stabilization of a class of uncertain non-minimum-phase nonlinear systems in generalized output feedback canonical form
Fu, Jun; Dimirovski, Georgi M.; Zhao, Jun; Li, Li-li (IEEE, 2006)In this paper, a global robust stabilizer for a class of uncertain non-minimum-phase nonlinear systems in generalized output feedback canonical form is designed. The system contains unknown parameters multiplied by ... -
Robust control of SVC: A new adaptive backstepping method
Fu, Jun; Zhao, Jun; Dimirovski, Georgi M. (Chinese Society for Electrical Engineering, 2006)A new extended adaptive backstepping algorithm for general nonlinear systems in parametric feedback form is proposed. The method preserves useful nonlinearities and the real-time estimation of uncertainty parameter, and ... -
Robust stabilization of a class of non - minimum - phase nonlinear systems in a generalized output feedback canonical form
Fu, Jun; Jin, Ying; Zhao, Jun; Dimirovski, Georgi M. (Wiley, 2009-03)In this paper, a globally robust stabilizer for a class of uncertain non-minimum-phase nonlinear systems in generalized output feedback canonical form is designed. The system contains unknown parameters multiplied by ... -
Switching strategy in tracking constant references for linear time-varying delay systems with actuator failures
Li, Qing-Kui; Dimirovski, Georgi M.; Fu, Jun; Wang, Jiuhe (Taylor and Francis, 2017-12)Tracking of command constant references is a tracking control problem of fundamental importance. This problem for linear time-varying delay systems in the presence of actuator failures is solved in this article. The linear ... -
Switching strategy in tracking constant references for linear time-varying delay systems with actuator failures
Li, Qing-Kui; Dimirovski, Georgi M.; Fu, Jun; Wang, Jiuhe (Taylor & Francis Ltd, 2019)Tracking of command constant references is a tracking control problem of fundamental importance. This problem for linear time-varying delay systems in the presence of actuator failures is solved in this article. The linear ...
