Wang's (Wang) stability analysis

Wang's stability analysis involves assessing a system's ability to return to equilibrium after a disturbance. It focuses on examining the system's mathematical properties—such as eigenvalues or characteristic equations—to determine whether small changes will dissipate or amplify. If the system's parameters meet specific conditions identified by Wang, it is considered stable, meaning it resists deviations and maintains its behavior over time. This approach provides a systematic way to predict and ensure the reliable performance of control systems by analyzing their inherent dynamics.