THE DEFINITION POLYHARMONIC SIGNALS IN HARMONIC ANALYSIS
Journal Title: Інженерні та освітні технології - Year 2013, Vol 1, Issue 1
Abstract
The features of the formation of the axial symmetry of the harmonic signal for a periodic signal and its further expansion in a Fourier series. Shows the versatility of the harmonic approximation to determine the cosine and sine components, as well as the values of the constant component of the periodic signal of any kind. To show that any part of any periodic signal can be represented as the sum of harmonic oscillations with frequencies that are multiples of the fundamental frequency of vibration.
Authors and Affiliations
Mykyta Andriiovych Rudenko, Yurii Volodymyrovych Romashykhin
Keywords
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