Hi

could some expert recommend a Liapunov function that might help control this nonlinear differetial equation:

y = x
here F(s) = 1/(1+sb), represents a 1st order low pass filter with time
constant 1/b, K is a "small" positive number; both b and K are
unknown.

I need a control law x = C[u] such that y = u.

Thanks

could some expert recommend a Liapunov function that might help control this nonlinear differetial equation:

y = x

*** (1 - K ***F(s) * |x|^2)I need a control law x = C[u] such that y = u.

Thanks