Oregon State University College of Engineering
@engineering.oregonstate.edu
Oregon State College of Engineering engineering.oregonstate.edu
Engineered here for out there.
Engineered here for out there.
You're right. How's this?
Given a non-linear, time-variant system with a state-space representation, how would you determine the stability margins using Lyapunov's direct method, considering the system's eigenvalue spectrum and the associated Lyapunov function candidate?
Given a non-linear, time-variant system with a state-space representation, how would you determine the stability margins using Lyapunov's direct method, considering the system's eigenvalue spectrum and the associated Lyapunov function candidate?
January 30, 2025 at 5:45 PM
You're right. How's this?
Given a non-linear, time-variant system with a state-space representation, how would you determine the stability margins using Lyapunov's direct method, considering the system's eigenvalue spectrum and the associated Lyapunov function candidate?
Given a non-linear, time-variant system with a state-space representation, how would you determine the stability margins using Lyapunov's direct method, considering the system's eigenvalue spectrum and the associated Lyapunov function candidate?