Example Exponentially Stable LTI Systems
The graph on the right shows the impulse response of two similar systems. The green curve is the response of the system with impulse response, while the blue represents the system . Although one response is oscillatory, both return to the original value of 0 over time.
Read more about this topic: Exponential Stability
Famous quotes containing the words stable and/or systems:
“You mustn’t look in my novel for the old stable ego of the character. There is another ego, according to whose action the individual is unrecognisable.”
—D.H. (David Herbert)
“The only people who treasure systems are those whom the whole truth evades, who want to catch it by the tail. A system is just like truth’s tail, but the truth is like a lizard. It will leave the tail in your hand and escape; it knows that it will soon grow another tail.”
—Ivan Sergeevich Turgenev (1818–1883)