(Time Invariant System)
(Time Invariant System)
Line 1: Line 1:
== Time Invariant System ==
+
=== Time Invariant System ===
If the cascade x(t)--->[time delay by t0]--->[system]---->z(t)
+
 
 +
== If the cascade x(t)--->[time delay by t0]--->[system]---->z(t)
 +
 
 
yields the same output as the cascade  
 
yields the same output as the cascade  
 +
 
x(t)--->[system]--->[time delay by t0]--->y(t) for any t0, then the
 
x(t)--->[system]--->[time delay by t0]--->y(t) for any t0, then the
system is called "time invariant".
+
 
 +
system is called "time invariant". ==

Revision as of 04:01, 19 September 2008

Time Invariant System

== If the cascade x(t)--->[time delay by t0]--->[system]---->z(t)

yields the same output as the cascade

x(t)--->[system]--->[time delay by t0]--->y(t) for any t0, then the

system is called "time invariant". ==

Alumni Liaison

Basic linear algebra uncovers and clarifies very important geometry and algebra.

Dr. Paul Garrett