Model order reduction for control systems
Speaker: Chu Binh Minh

Time: 9h30, Tuesday, April 9, 2019
Location: Room 302 Building A5, Institute of Mathematics, 18 Hoang Quoc Viet, Cau Giay, Hanoi
Abstract: Designing a control system for complex models leads to very large scale problems which require huge computing resources. Model order reduction is a technique to approximate these very large systems by simpler ones of appropriate order but keeping their most important features. In this talk we present some model order reduction for

  1. Stable symmetric linear state-space systems,
  2. Unstable linear state-space systems

and the balanced generalized singular perturbation method for unstable linear time invariant continuous systems.


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