H-Infinity Control System Design for a Small Scale Autonomous Helicopter with Nonlinear Dynamics and Uncertainties
Abstract
simultaneously as control surfaces and forces and moments generators, causing helicopter difficult to control. In this paper, we designed a H-infinity based controller and applied it to a nonlinear model of a small scale unmanned helicopter to check the performance degradation of the controller designed using a linear model. It is shown that the H-infinity controller works well even though it is designed using linear model approximation.
References
G. D. Padfield, Helicopter flight dynamic: The theory and application of flying qualities and simulation modeling, AIAA Education Series, 1996.
Bramwell, A.R.S., Bramwell’s Helicopter Dynamics, Korea Printed Edition 2001
Budiyono A, Sudiyanto T, Lesmana H., “First Principle Approach to Modelling of Small Scale Helicopter,” International Conference on Intelligent Unmanned System, 2007
Gavrilets V, Mettler B, Feron E., Dynamic Model for a Miniature Aerobatic Helicopter, MIT LIDS report, 2003
Gavrilets V, Mettler B, Feron E., Dynamic Model for X-Cell 60 Helicopter in Low Advance Ratio Flight, Tech. Rep. P-2543. MIT Laboratory for Information and Decision Systems, 2002
Gavrilets, V., Mettler, B., and Feron, E., “Nonlinear model for small-size acrobatic helicopter,” Proceedings of the AIAA Guidance, Navigation, and Control Conference, Montreal, Canada, Paper No: AIAA 2001-4333, 2001.
Mettler B, Tischler M, Kanade T., “System Identification of Small Size Unmanned Helicopter Dynamics,” American Helicoter Society 55’ Forum,
Montreal, Quebec, Canada. 1999
Mettler B., Identification Modelling and Characteristics of Miniature Rotorcraft, Kluwer Academic Publishers, 2003
DOI: http://dx.doi.org/10.21535%2FProICIUS.2010.v6.504
Refbacks
- There are currently no refbacks.