Signals and systems/Exponential signals: Difference between revisions

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Latest revision as of 07:48, 11 March 2024


Complex exponentials are some of the most important functions in our study of signals and systems. Their importance stems from their status as eigenfunctions of linear time invariant systems.

Example of exponential function when a < 1
Example of exponential function when a < 1

With exponential function possible to "envelope" other functions. Here example of

ax*sinx

function:

Enveloping of sinusoidal function