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  • What is Fourier transform used for?

    Fourier Transform is a mathematical model which helps to transform the signals between two different domains, such as transforming signal from frequency domain to time domain or vice versa. Fourier transform has many applications in Engineering and Physics, such as signal processing, RADAR, and so on.

  • What is the formula of Fourier transform?

    The discrete-time Fourier transform (DTFT) or the Fourier transform of a discrete–time sequence x [n] is a representation of the sequence in terms of the complex exponential sequence ejωn. X(ω) = Σ∞n = − ∞x(n)e − jωn...... (1) Where X re (ω), X img (ω) are real and imaginary parts of X (ω) respectively.

  • How is the Discrete Fourier Transform computed?

    The discrete-time Fourier transform (DTFT) or the Fourier transform of a discrete–time sequence x [n] is a representation of the sequence in terms of the complex exponential sequence ejωn. X(ω) = Σ∞n = − ∞x(n)e − jωn...... (1)

  • How is the Fourier transform used in signal processing?

    The Fourier transform can process out random noise and reveal the frequencies. For example, create a new signal, xnoise, by injecting Gaussian noise into the original signal, x. Signal power as a function of frequency is a common metric used in signal processing.

Introduction to Fourier Transform

Introduction to Fourier Transform

2. Fourier Transforms  Complete Concept and Problem#1  Most Important Problem

2. Fourier Transforms Complete Concept and Problem#1 Most Important Problem

Fourier Transform Equation Explained

Fourier Transform Equation Explained

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