Management of linear quadratic regulator optimal control with full-vehicle control case study

  • Tchamna, Rodrigue
  • Lee, Moonyong
  • Youn, Iljoong
  • Maxim, Vladislav
  • Zidek, Kamil
  • 외 1명
Citations

WEB OF SCIENCE

3
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SCOPUS

5

초록

Linear quadratic regulator is a powerful technique for dealing with the control design of any linear and nonlinear system after linearization of the system around an operating point. For small systems, which have fewer state variables, the transformation of the performance index from scalar to matrix form can be straightforward. On the other hand, as the system becomes large with many state variables and controllers, appropriate design and notations should be defined to make it easy to automatically implement the technique for any large system without the need to redesign from scratch every time one requires a new system. The main aim of this article was to deal with this issue. This article shows how to automatically obtain the matrix form of the performance index matrices from the scalar version of the performance index. Control of a full-vehicle in cornering was taken as a case study in this article.

키워드

Active suspension controlperformance index designvehicle attitude controloptimal controlLQR controlACTIVE SUSPENSIONSATTITUDE-CONTROL
제목
Management of linear quadratic regulator optimal control with full-vehicle control case study
저자
Tchamna, RodrigueLee, MoonyongYoun, IljoongMaxim, VladislavZidek, KamilKelemenova, Tatiana
DOI
10.1177/1729881416667610
발행일
2016-09-28
유형
Article
저널명
International Journal of Advanced Robotic Systems
13