Continuous and discrete Fourier spectra of aperiodic sequences for sound modeling

Escudero J. G.
DAFx-2000 - Verona
The Fourier analysis of aperiodic ordered time structures related with number eight is considered. Recursion relations for the Fourier amplitudes are obtained for a sequence with discrete spectrum. The continuous spectrum of a different type of sequence is also studied . By increasing the number of points in the time axis dynamic spectra can be obtained and used for sound synthesis.