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Active HORIZON European Commission

REAL-TIME OPTIMISATION SOLUTIONS FOR EMBEDDED NONLINEAR MODEL PREDICTIVE CONTROL APPLICATIONS USING THE LPV FRAMEWORK


Funder European Commission
Recipient Organization Universite Grenoble Alpes
Country France
Start Date Jul 07, 2024
End Date Jul 06, 2027
Duration 1,094 days
Number of Grantees 3
Roles Coordinator; Associated Partner
Data Source European Commission
Grant ID 101149263
Grant Description

Most modern technological applications of social relevance, such as renewable smart-grids and autonomous cars, consist of systems with complex dynamics operating under fast sampling.

These processes exhibit behaviours that can only be accurately represented by means of nonlinear models (thus, complex) with sampling periods of micro to milliseconds, which means that decision-making should be done under such time.

These systems only operate satisfactorily when adequate control methodologies are used, taking into account performance goals, operational constraints and physical metrics.

Thus, this project focuses on the development of real-time optimisation for control, using the Model Predictive Control (MPC) framework.MPC is a very established approach, centred on generating decision actions by solving an optimisation problem.

Over the last decades, considerable scientific effort has been devoted to the study of MPC, expounding its vast pertinence.

Yet, applying MPC with nonlinear models issues increased digital complexity, typically incompatible with real-time environments.

The standard practice consists in applying approximated solvers, which are not reproducible nor optimal.Recent works have shown an alternative to render real-time capable algorithms: designing nonlinear MPC using the Linear Parameter Varying (LPV) toolkit.

Even though the theoretical side of LPV MPC is presumably established, and several results indicate competitiveness against state-of-the-art solvers, the translation to a practically-viable tool is not yet rendered universal. That is, a ready-for-application MPC solver, using LPV representations, is not yet available.

Accordingly, the main goal of this project is to develop a comprehensive real-time optimisation solver, based on LPV MPC.

Such a tool would ensure optimality, representation exactness, and generate control laws within the microsecond range, contributing as a technological advance oriented to modern application of social concern.

All Grantees

Universite Grenoble Alpes; University of Stuttgart; Universidade Federal de Santa Catarina

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