In the Fourier Transform Interpretation of Sampling lesson you will learn how the Fourier transform of the sampled signal depends on the Fourier transform of the original continuous-time signal. This relationship provides the basis for understanding the sampling theorem, how to reconstruct a continuous-time signal from samples, and how aliasing can distort the frequency content of the sampled signal.
This lesson provides a step-by-step derivation of this relationship using properties of the Fourier transform and complements the more intuitive development in the preceding lesson.
Prerequisites
Key Concepts and Screenshots
Concepts and Screenshots for Fourier Transform Interpretation of Sampling
QuizzesStatus
