(Time Invariant System)
 
(3 intermediate revisions by the same user not shown)
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If the cascade x(t)--->[time delay by t0]--->[system]---->z(t)
 
If the cascade x(t)--->[time delay by t0]--->[system]---->z(t)
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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".
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 +
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=== Time variant System ===
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If the cascade x(t)--->[time delay by t0]--->[system]---->z(t)
 +
 +
does not yield the same output as the cascade
 +
 +
x(t)--->[system]--->[time delay by t0]--->y(t) for any t0, then the
 +
 +
system is called "time variant".

Latest revision as of 05:47, 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".


Time variant System

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

does not yield the same output as the cascade

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

system is called "time variant".

Alumni Liaison

Ph.D. 2007, working on developing cool imaging technologies for digital cameras, camera phones, and video surveillance cameras.

Buyue Zhang