(TIME INVARIANCE)
(TIME INVARIANCE)
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== TIME INVARIANCE ==
 
== TIME INVARIANCE ==
 
<pre>
 
<pre>
A system is defined as ''time invariant'' when it does not depend on a value t outside of the normal x(t) or y(t).  For instance, consider the following systems:
+
A system is defined as "time invariant" when it does not depend on a value t outside of the normal x(t) or y(t).  For instance, consider the following systems:
  
 
a.) h1(t) = 2x1(3t) + 5
 
a.) h1(t) = 2x1(3t) + 5

Revision as of 07:38, 11 September 2008

TIME INVARIANCE

A system is defined as "time invariant" when it does not depend on a value t outside of the normal x(t) or y(t).  For instance, consider the following systems:

a.) h1(t) = 2x1(3t) + 5
b.) h2(t) = 6t*x2(3t)


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