(New page: The definition of time-invariant is If the cascade x(t)--->[time delay by t0]----->[system]-----z(t) ---(1) yields the same output as the reverse of (a);x(t)--->[system]--->[time del...) |
(No difference)
|
Revision as of 05:26, 12 September 2008
The definition of time-invariant is
If the cascade
x(t)--->[time delay by t0]----->[system]-----z(t) ---(1)
yields the same output as the reverse of (a);x(t)--->[system]--->[time delay by t0]---y(t), it is called Time invariant.
When I substitute into (1) and the reverse order of (1), the results are not the same. Thus, it is not time-invariant.
