2007
DOI: 10.1007/978-0-85729-398-5_2
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Model Predictive Controllers

Abstract: This chapter describes the elements that are common to all Model Predictive controllers, showing the various alternatives used in the different implementations. Some of the most popular methods will later be reviewed to demonstrate their most outstanding characteristics. MPC ElementsAll the MPC algorithms possess common elements, and different options can be chosen for each element giving rise to different algorithms. These elements are:• prediction model, • objective function and • obtaining the control law. … Show more

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Cited by 342 publications
(521 citation statements)
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“…We refer to [3,6,36,60] for further discussion on the analytical and numerical studies on this class of problems. The additional constraints on the pointwise values of u(t) given by uL and uR, are necessary in order to preserve the bounds of wi ∈ I (see [35,82]). …”
Section: Control By An External Actionmentioning
confidence: 99%
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“…We refer to [3,6,36,60] for further discussion on the analytical and numerical studies on this class of problems. The additional constraints on the pointwise values of u(t) given by uL and uR, are necessary in order to preserve the bounds of wi ∈ I (see [35,82]). …”
Section: Control By An External Actionmentioning
confidence: 99%
“…In what follows we sketch an approximation method for the solution of (2.1)-(2.2), based on model predictive control (MPC), which furnishes a suboptimal control by an iterative solution over a sequence of finite time steps, but, nonetheless, it allows an explicit representation of the control strategy [6,35,81,80].…”
Section: Model Predictive Control Of the Microscopic Dynamicsmentioning
confidence: 99%
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“…constraints to express the 1-norm in (3), plus as many constraints as the ones that are optionally de¦ned in (2). The user can exploit the maximum §exibility o¨ered by the EML language to de¦ne the prediction model (1) and all the parameters appearing in the MPC optimization problem (2) in an EML module, which is then used by the LTV-MPC Simulink block to construct and solve problem (3).…”
Section: Guidance and Controlmentioning
confidence: 99%
“…We refer for instance to [6] for a detailed study of the LQG design, to [1] for the MPC strategy and to [2] for Riccati equations.…”
Section: X(t) = −X(t)a(t) − a T (T)x(t) + X(t)b(t)r −1 B T (T)x(t) − mentioning
confidence: 99%