Signal Processing Tutorial: Convolution Integral

http://www.FreedomUniversity.TV. A short mathematical review of a convolution to explain sampling. The input signal is an impulse. Convolution is a time domain description of system output resulting from the interaction between a system and its input. Laplace transform describes this behavior in the frequency (or LaPlace) domain. These videos are in pre-production and will be replaced with the final versions.

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• convolution
• laplace
• transform
• time
• domain
• description
• frequency
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[Pudersepp]

The convolution integral is actually defined as integrable over -inf to +inf. The one you do here is causal, which is a property of the convolution integral. Should be worth mentioning.

[mohsineee05]

thanks

[rusman001]

thanks!!!