IConTech 2025: International Conference on Technology, Trabzon, Türkiye, 1 - 04 Mayıs 2025, ss.1-21, (Tam Metin Bildiri)
In this
study, a state-space model of a representative missile was developed to analyze
its dynamic behavior under various input conditions. Using MATLAB simulations,
the system’s responses to different control inputs were examined to understand
the missile’s natural dynamics and response characteristics. Subsequently, an
LMI-based H-infinity controller was designed to enhance the stability and
performance of the missile guidance system. The controller was developed by
formulating an optimization problem within the Linear Matrix Inequalities (LMI)
framework, ensuring maximum stability and disturbance attenuation. The control
design also incorporated input saturation constraints and reference tracking by
augmenting the system with integral action.
The designed controller was implemented and tested in MATLAB, and its
effectiveness was evaluated based on system stability, disturbance attenuation.
The LMI-based design approach allowed the control gains to be optimally
determined, considering external disturbances. Simulation results demonstrate
that the LMI-based H-infinity controller provides superior stability and
improved disturbance attenuation. This study highlights that LMI-based
optimization techniques can be effectively applied to missile guidance systems,
offering a powerful tool for managing dynamic uncertainties and external
disturbances.