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Stabilizing High-order Delayed Systems with Minimum-phase Zeros Using Simple Controllers
Author(s) -
Vázquez Rosas C. D.,
Márquez Rubio J. F.,
Basilio del MuroCuéllar,
David Fernando Novella Rodríguez,
Olivier Sename,
Luc Dugard
Publication year - 2019
Publication title -
studies in informatics and control
Language(s) - English
Resource type - Journals
SCImago Journal Rank - 0.321
H-Index - 22
eISSN - 1841-429X
pISSN - 1220-1766
DOI - 10.24846/v28i4y201902
Subject(s) - computer science , simple (philosophy) , minimum phase , control theory (sociology) , order (exchange) , phase (matter) , control (management) , artificial intelligence , physics , philosophy , epistemology , finance , economics , quantum mechanics
Time-delay is a property present in many dynamical systems. When the delay is significant, compared with the main time constant in the process, it causes undesirable behaviours in a control system like poor performance, oscillations or even instability, (Kharitonov, 1998). This phenomenon can be found in many engineering systems such as: tele-operated process, chemical and biochemical engineering process, information and material transmission, (Wu et al., 2015). The particular problem of unstable systems with timedelay is usual in the chemical processes, such as continuously stirred-tank reactor (CSTR), (QingChang, 2006). Thus, the control and stabilization of delay processes becomes an interesting topic in which the explicit stability conditions for many unstable processes are not available yet.

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