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Stability-constrained model predictive control
DOI:10.1109/9.964698.png)
Abstract
En 中文
This note presents a new approach to guaranteeing stability of model predictive control (MPC). A stability constraint is computed and propagated forward at each stage as a constraint on the magnitude of the predicted state vector for a state-space controllable-form realization. It is shown that asymptotic stability is guaranteed for the case of constrained multi-input linear time-invariant systems under full-state measurement or with state estimation for any prediction horizon and any optimization objective function.
Keywords:
constrained control
finite-horizon optimal control
linear systems
model predictive control
stability
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