Robust Controller Design Example Using Yu's LMI Approach
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Yu Li robust control is an important methodology in modern control theory that effectively enhances system robustness. Within the framework of Linear Matrix Inequality (LMI) methods, Yu's robust control approach has gained increasing popularity. This example program will comprehensively demonstrate the complete process of robust controller design for a system, from system modeling to final controller implementation. The implementation typically involves using MATLAB's LMI toolbox or YALMIP interface to formulate and solve the convex optimization problems. Key functions like lmivar for variable declaration and feasp for feasibility checks are commonly employed in such implementations. The example aims to help readers deepen their understanding of Yu's robust control methodology and apply it effectively in practical engineering applications, with particular attention to numerical implementation considerations and stability margin analysis.
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