Jul 16, 2019   6:46 p.m. Drahomír
Academic information system

Final theses

Basic information

Basic information about a final thesis

Type of thesis: Habilitation thesis
Thesis title:Efficient embedded explicit model predictive control via convex lifting
Written by (author): doc. Ing. Martin Gulan, PhD.
Department: Institute of automation, measurement and applied informatics (FME)
Opponent 1:prof. Ing. Danica Rosinová, PhD.
Opponent 2:doc. Ing. Lukáš Ferkl, Ph.D.
Opponent 3:prof. RNDr. Ing. Miloš Šeda, Ph.D.
Final thesis progress:Final thesis was successfully defended.

Additional information

Additional information about the final thesis follows. Click on the language link to display the information in the desired language.

Language of final thesis:English

Slovak        English

Title of the thesis:Efficient embedded explicit model predictive control via convex lifting
Summary:The proposed habilitation thesis deals with complexity reduction and efficient implementation of explicit model predictive control (MPC) so as to make it deployable even on low-cost embedded microcontrollers in applications with fast sampling rates. The work presents the concept of convex lifting and describes how this particular piecewise affine function can be constructed and used to reduce the complexity of explicit MPC solutions. The approach to do so is twofold, one built upon the concept of inverse parametric optimization, the other merely exploiting the structural properties of a convex lifting. Ultimately, a compact methodology is presented to synthesize regionless yet optimal explicit MPC controllers allowing for a dramatic decrease in both the memory footprint and the online evaluation effort, as compared with the standard region-based explicit MPC implementation. This development is shown to offer an immense potential for optimal control applications deployed on the increasingly coveted and low-cost embedded computing platforms, such as the herein considered 32-bit and 8-bit microcontrollers.
Key words:model predictive control, explicit solution, convex lifting, complexity reduction, efficient implementation, embedded microcontrollers

Parts of thesis with postponed release:

Final thesis (final thesis appendices) unlimited
Reviews for final thesis unlimited