Robust Nonlinear Control Design State Space And Lyapunov Techniques Systems Control Foundations Applications !exclusive! ❲Trending ●❳

—often called a Lyapunov Function—that represents the "energy" of the system. If we can design a controller such that the derivative of this energy function ( V̇cap V dot

"Robustness" refers to a controller's ability to maintain performance despite: position and velocity)

In design, we use Control Lyapunov Functions to synthesize the control law. We look for an input that makes V̇cap V dot is the control input

represents the internal "state" (e.g., position and velocity), is the control input, and position and velocity)