Receding horizon control of switching systems

This paper exploits the concept of periodic invariance in order to derive a novel predictive control algorithm for switched systems. The offline computation here concerns the definition of sequences of switches which return the state vector to a set after a given number of moves, while an online opt...

Full description

Bibliographic Details
Main Authors: Lee, Y, Kouvaritakis, B
Format: Conference item
Published: 2009
_version_ 1797100055090429952
author Lee, Y
Kouvaritakis, B
author_facet Lee, Y
Kouvaritakis, B
author_sort Lee, Y
collection OXFORD
description This paper exploits the concept of periodic invariance in order to derive a novel predictive control algorithm for switched systems. The offline computation here concerns the definition of sequences of switches which return the state vector to a set after a given number of moves, while an online optimization is used to improve performance by exploiting information available on the value of the state at each time instant. The algorithm is shown to have closed loop stability and to ensure that the state is steered to a bounded set of ellipsoids centered on the target state. The results of the paper are illustrated by means of a numerical example. © 2009 Elsevier Ltd. All rights reserved.
first_indexed 2024-03-07T05:32:20Z
format Conference item
id oxford-uuid:e2b10a7c-b1ae-4bf4-9aa7-d39c3520d50a
institution University of Oxford
last_indexed 2024-03-07T05:32:20Z
publishDate 2009
record_format dspace
spelling oxford-uuid:e2b10a7c-b1ae-4bf4-9aa7-d39c3520d50a2022-03-27T10:03:19ZReceding horizon control of switching systemsConference itemhttp://purl.org/coar/resource_type/c_5794uuid:e2b10a7c-b1ae-4bf4-9aa7-d39c3520d50aSymplectic Elements at Oxford2009Lee, YKouvaritakis, BThis paper exploits the concept of periodic invariance in order to derive a novel predictive control algorithm for switched systems. The offline computation here concerns the definition of sequences of switches which return the state vector to a set after a given number of moves, while an online optimization is used to improve performance by exploiting information available on the value of the state at each time instant. The algorithm is shown to have closed loop stability and to ensure that the state is steered to a bounded set of ellipsoids centered on the target state. The results of the paper are illustrated by means of a numerical example. © 2009 Elsevier Ltd. All rights reserved.
spellingShingle Lee, Y
Kouvaritakis, B
Receding horizon control of switching systems
title Receding horizon control of switching systems
title_full Receding horizon control of switching systems
title_fullStr Receding horizon control of switching systems
title_full_unstemmed Receding horizon control of switching systems
title_short Receding horizon control of switching systems
title_sort receding horizon control of switching systems
work_keys_str_mv AT leey recedinghorizoncontrolofswitchingsystems
AT kouvaritakisb recedinghorizoncontrolofswitchingsystems