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- W4200219062 abstract "Any periodic sound, as well as any other periodic oscillation of any complexity, can always be represented as a superposition of sinusoidal components with frequencies that are all multiples of the fundamental frequency of the oscillation, and with specific amplitudes. Each of these components is termed a Fourier partial, harmonic, or overtone component. A Fourier spectrum is a bar graph of amplitude versus frequency, in which all the partials are represented. The goal of Fourier sound analysis is to identify all the partials present in a sound, and their relative amplitudes. Fourier synthesis, instead, is a method used to electronically construct a signal with a specific, desired periodic waveform, by combining sine waves, which is not so interesting for reproducing the sound of real musical instruments, but excellent to create new and exciting sounds. Since both human hearing and Fourier spectra are sensitive to frequency and amplitude, but not to phase or waveform, human hearing, including ear and brain, is a Fourier analyzer." @default.
- W4200219062 created "2021-12-31" @default.
- W4200219062 creator A5068967919 @default.
- W4200219062 date "2022-01-01" @default.
- W4200219062 modified "2023-09-27" @default.
- W4200219062 title "Fourier analysis" @default.
- W4200219062 doi "https://doi.org/10.1016/b978-0-12-824347-3.00017-0" @default.
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