. "RIV/70883521:28140/06:63504347" . "Relay-based autotuning with meromorphic control synthesis"@en . "Relay-based autotuning with meromorphic control synthesis" . . "[03824EA741B7]" . "121-127" . "Relay-based autotuning with meromorphic control synthesis" . "Rel\u00E9ov\u00FD autotuning s vyu\u017Eit\u00EDm meromorfn\u00EDch funkc\u00ED v n\u00E1vrhu regul\u00E1toru"@cs . . . . . "Z(MSM7088352102)" . . . "Korbel, Ji\u0159\u00ED" . "The paper brings a new combination of relay feedback identification and an algebraic control design method for time-delay systems. The estimation of the controlled process is performed by an asymmetric relay experiment. Then a stable first order transfer function with a dead-time term is identified. The controller is generated by solutions of Diophantine equations in the ring of meromorphic functions. Controller parameters are tuned through a pole-placement problem as a desired multiple root of the characteristic closed loop equation. A first order identification yields a Smith-like feedback controller with a PI structure. The methodology offers a scalar tuning parameter m0 > 0 which can be adjusted by a suitable principle." . . . "497125" . . . "The paper brings a new combination of relay feedback identification and an algebraic control design method for time-delay systems. The estimation of the controlled process is performed by an asymmetric relay experiment. Then a stable first order transfer function with a dead-time term is identified. The controller is generated by solutions of Diophantine equations in the ring of meromorphic functions. Controller parameters are tuned through a pole-placement problem as a desired multiple root of the characteristic closed loop equation. A first order identification yields a Smith-like feedback controller with a PI structure. The methodology offers a scalar tuning parameter m0 > 0 which can be adjusted by a suitable principle."@cs . "Oxford" . "Asian Control Conference" . . "The paper brings a new combination of relay feedback identification and an algebraic control design method for time-delay systems. The estimation of the controlled process is performed by an asymmetric relay experiment. Then a stable first order transfer function with a dead-time term is identified. The controller is generated by solutions of Diophantine equations in the ring of meromorphic functions. Controller parameters are tuned through a pole-placement problem as a desired multiple root of the characteristic closed loop equation. A first order identification yields a Smith-like feedback controller with a PI structure. The methodology offers a scalar tuning parameter m0 > 0 which can be adjusted by a suitable principle."@en . . "28140" . . "PERGAMON Elsevier Science Ltd" . "RIV/70883521:28140/06:63504347!RIV07-MSM-28140___" . "Peka\u0159, Libor" . . "979-15017-0" . "Rings; meromorphic functios; delayed systems; Bezout equations; Smith predictor"@en . "7"^^ . . "Relay-based autotuning with meromorphic control synthesis"@en . "Prokop, Roman" . "Rel\u00E9ov\u00FD autotuning s vyu\u017Eit\u00EDm meromorfn\u00EDch funkc\u00ED v n\u00E1vrhu regul\u00E1toru"@cs . "3"^^ . . "3"^^ . .