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What is Output-Feedback Control for Hyperbolic PDEs about?

This article develops a methodology for output feedback control of distributed parameter systems described by first-order hyperbolic partial differential equations. The methodology employs a combination of PDE theory and geometric control concepts. A characteristic index is introduced to synthesize distributed state feedback controllers that guarantee output tracking. Analytical formulas for distributed output feedback controllers are derived by combining appropriate distributed state observers with the sta

Author

Jacques Kazaku

Language

EN