This paper proposes a novel approach to the design of Nonlinear Model Predictive Control (NMPC) schemes based on the Finite-Gain Stability (FGS) concept. The proposed formulation considers the case where the plant is affected by unknown but bounded disturbances, which renders the classical Lyapunov-based analysis/design difficult. Based on FGS conditions for a closed-loop system, we develop a systematic scenario-based NMPC design methodology, allowing us to choose the relevant NMPC parameters enforcing FGS and providing satisfactory tracking performance. A simulated example is presented to demonstrate the effectiveness of our framework.

A Finite-Gain Stability Approach to NMPC Design / Novara, C., Boggio, M., Calogero, L., Pagone, M.. - ELETTRONICO. - (In corso di stampa). (65th Conference on Decision and Control (CDC) Honolulu, Hawaii (USA) 15-18 Dicembre, 2026).

A Finite-Gain Stability Approach to NMPC Design

Carlo Novara;Michele Pagone
In corso di stampa

Abstract

This paper proposes a novel approach to the design of Nonlinear Model Predictive Control (NMPC) schemes based on the Finite-Gain Stability (FGS) concept. The proposed formulation considers the case where the plant is affected by unknown but bounded disturbances, which renders the classical Lyapunov-based analysis/design difficult. Based on FGS conditions for a closed-loop system, we develop a systematic scenario-based NMPC design methodology, allowing us to choose the relevant NMPC parameters enforcing FGS and providing satisfactory tracking performance. A simulated example is presented to demonstrate the effectiveness of our framework.
In corso di stampa
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11583/3015670
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