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Implications of Sampling
http://musicweb.ucsd.edu/~trsmyth/digitalAudio171/Implications_Sampling.html
Implications of Sampling. Nyquist Sampling Theorem Music 171: Fundamentals of Digital Audio Answer 4. Implications of Sampling. Is a sampled sequence only an approximation of the original? Is it possible to perfectly reconstruct a sampled signal? Will anything less than an infinite sampling rate introduce error?
Signals Sampling Theorem - Tutorialspoint
https://www.tutorialspoint.com/signals_and_systems/signals_sampling_theorem.htm
Signals Sampling Theorem. Statement: A continuous time signal can be represented in its samples and can be recovered back when sampling frequency f s is greater than or equal to the twice the highest frequency component of message signal. i. e. f s ≥ 2 f m. Proof: Consider a continuous time signal x (t). The spectrum of x (t) is a band ...
What is the best audio sampling ... - LmK Music Production
https://lmkprod.com/best-audio-sampling-frequency/
The best sampling frequency is 2 times the frequency of the highest frequency of your incoming signal. Which, in case of music, is 20.000 Hz (20Khz). Therefore: 2 x 20.000 = 40.000. There we go: the best frequency for audio sampling is around 40Khz. And talking about industrial standards, we have the mighty 44.1 Khz at our disposal.
An Introduction to the Sampling Theorem - UC Santa Barbara
https://web.ece.ucsb.edu/Faculty/rodwell/Classes/ece2c/resources/an-236.pdf
The sampling theorem by C.E. Shannon in 1949 places re-strictions on the frequency content of the time function sig-nal, f(t), and can be simply stated as follows: In order to recover the signal function f(t) exactly, it is necessary to sample f(t) at a rate greater than twice
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