FFT

Perform fourier transform on number array.

Node Data
ValuesAnimationArrayArray
Display name
FFT
Internal name
Node_FFT
Inheritances
node
node_processor
node_fft
Inputs
node_fft
float	Data
enum	Preprocess Function
Outputs
node_fft
float	Array

Fourier transformation is a process that convert series of data from time domain to frequency domain.

Data Domain

The domain describe what the x-axis represent. Array of audio data is by default in the time domain, which means each number describe the amplitude of the audio at a specific time.

After the Fourier transformation, the data is converted to frequency domain, the value now represent the amplitude of the audio at a specific frequency.

Fourier Transform

Fourier transform is a function that takes series of data in time domain and converting it to frequency domain. The formula for Fourier transform is:

$$X(f) = \int_{-\infty}^{\infty} x(t) \cdot e^{-i2\pi ft} dt$$

This may look intimidating, and it's kinda is. If you want an intuitive description please watch 3Blue1Brown video on Fourier transform here:

FFT node used an optimized version for discrete fourier Transform calls fast fourier transform. Again I'd recommend a video by Reducible on FFT which explains it way better that I could ever have done here: