fourier coefficients in the
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Fourier Series Overview
The period of any trigonometric term in the infinite series is an integral multiple, or harmonic, of the period T of the periodic function. ... 1.1, av , an , and bn are known as the Fourier coefficients and can be found from f(t).
Electronic oscillators, which are extremely useful in laboratory testing of equipment, are specifically designed to create non-sinusoidal periodic waveforms. Moreover, non-sinusoidal periodic functions are important in analyzing non-electrical systems. Problems that involve fluid flow, mechanical vibration, and heat flow all make use of different periodic functions. This article will detail a brief overview of a Fourier series, calculating the trigonometric form of the Fourier coefficients for a given waveform, and simplification of the waveform when provided with more than one type of symmetry.