作者: Manfred Morari , Alberto Bemporad , Francesco Borrelli
DOI:
关键词: Mathematics 、 Linear function 、 Robust control 、 Control theory 、 Optimal control 、 Piecewise linear function 、 Model predictive control 、 Linear-quadratic-Gaussian control 、 Mathematical optimization 、 Control theory 、 Piecewise
摘要: For discrete-time linear time-invariant systems with input disturbances and constraints on inputs states, we develop an algorithm to determine explicitly, as a function of the initial state, solution robust optimal control problems based min-max optimization. We show that sequence is piecewise state. Thus, when problem solved at each time step according moving horizon scheme, on-line computation resulting MPC controller reduced simple evaluation. In this paper uncertainty modeled additive norm-bounded disturbance vector. The technique can be also extended constrained affected by polyhedral parametric uncertainty.