Eigenfunctions of Discrete-Time LTI Systems - Z-Transform Part 1
Автор: Adam Panagos
Загружено: 2014-07-01
Просмотров: 18796
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http://adampanagos.org
A key component of the Z-Transform is the complex exponential signal z^k. We analyze this class of signal and show that it is an eigenfunction of discrete-time linear time-invariant (DT LTI) systems. The output of a DT LTI system due to input z^k is just H(z)z^k, i.e. the output is the same as the input except it has been scaled by the complex number H(z).
The next video in this playlist is:
Definition of the Bilateral Z-Transform - • Definition of the Bilateral Z-Transform - ...
The previous video in this playlist is:
Introduction to the Z-Transform - • Introduction to the Z-Transform - Z-Transf...
Course website:
https://www.adampanagos.org/dt-signal...
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