Harmonic Distortion

Harmonic Distortion - Total Harmonic Distortion Di Fall 2010 EE 230 Electronic Circuits and Systems Timothy A Bigelow 1 Review Nonlinear Transfer

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Total Harmonic Distortion Fall 2010 EE 230: Electronic Circuits and Systems Timothy A. Bigelow 1
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Review Nonlinear Transfer Functions V out Nonlinear Ideal 2 V in
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Example Nonlinear Transfer Function 6 out in VV   2 5 out in in V  3  2 1c o s2 sin 2 t t
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Continuous-Time Periodic Signals: Review of Fourier Series   o jk t xt X ke k  1 j kt k x t e d t 2     o o o T Xk T o o T  T o = fundamental period = fundamental frequency 4 o fundamental frequency k = integer values
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Fourier Series for Real Signals t     ** o o jk k j kt j x t Xk e t x t X ke Xke           oo kk xt   5
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Fourier Series for Real Signals         11 oo o j kt j j o kk k t jk t xt Xke X          o jk o j j XX k eX k e X k e X k e         1 * jj o k jk t jk t X k e X k e       1 o k 6
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Fourier Series for Real Signals
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This note was uploaded on 10/16/2010 for the course EE 201 taught by Professor Kruempel during the Spring '06 term at Iowa State.

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Harmonic Distortion - Total Harmonic Distortion Di Fall 2010 EE 230 Electronic Circuits and Systems Timothy A Bigelow 1 Review Nonlinear Transfer

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