2011
DOI: 10.1002/aic.12540
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Internal model control design for input‐constrained multivariable processes

Abstract: Multivariable plants under input constraints such as actuator saturation are liable to performance deterioration due to control windup and directionality change. A twostage internal model control (IMC) antiwindup design for open loop stable plants is presented. The design is based on the solution of two low-order quadratic programs at each time step, which addresses both transient and steady-state behaviors of the system. For analyzing the robust stability of such systems against any infinity-norm bounded unce… Show more

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Cited by 30 publications
(34 citation statements)
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References 32 publications
(96 reference statements)
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“…A novel TMIA control structure proposed in [15] directly addresses the problems of windup and directionality change which affect multivariable plants under input constraints such as actuator saturation. Two low-order Quadratic Programs (QPs) are solved at each sample step: the dynamic QP (QP 1 ) shown in Figure 2 addresses transient behaviour of the plant ensuring that the constrained system response is as close as possible to the unconstrained, while the steady-state QP (QP 2 ) ensures optimal steady-state performance.…”
Section: Fig 1: Modified Imc Antiwindup Structurementioning
confidence: 99%
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“…A novel TMIA control structure proposed in [15] directly addresses the problems of windup and directionality change which affect multivariable plants under input constraints such as actuator saturation. Two low-order Quadratic Programs (QPs) are solved at each sample step: the dynamic QP (QP 1 ) shown in Figure 2 addresses transient behaviour of the plant ensuring that the constrained system response is as close as possible to the unconstrained, while the steady-state QP (QP 2 ) ensures optimal steady-state performance.…”
Section: Fig 1: Modified Imc Antiwindup Structurementioning
confidence: 99%
“…There is current research into fast online MPC implementation [10]- [13] on platforms such as Programmable Logic Controllers (PLCs) and Programmable Automation Controllers (PACs) [14]. A novel IMC-based online optimizing anti-windup control structure that simultaneously handles the issues of windup and directionality is proposed in [15]. This Two-stage Multivariable IMC Antiwindup (TMIA) control structure does not require the receding horizon computation of MPC and may serve as an alternative to MPC which is computationally less expensive and more transparent in terms of tuning and robustness.…”
Section: Introductionmentioning
confidence: 99%
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“…Notice that because the saturation element destroys the decoupling of the system, hence the system may exhibit traditional windup effects as well as directionality issues [27]. The nonlinearity Figure 5 is not a pure saturation function as in equations (19)- (20) but instead has the form However, it transpires, via analysis similar to that given in [13], that stability of the above system can be guaranteed by implementing an AW compensator of the form…”
Section: B Quadrotor Examplementioning
confidence: 99%
“…The principle is also instrumental in addressing the problem of robust output regulation. On this basis, robust design methods have been proposed in the literature for linear systems with uncertain parameters [3][4][5][6]. These methods consider the effect of external disturbances by an exogenous signal which belongs to the solution space of a particular differential equation.…”
Section: Introductionmentioning
confidence: 99%