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Rotating Fourier Series

Famous aqueducts in Stanczyki-North Suwalski Region

TABLE OF CONTENTS

1. Introduction
2. Complex function exp (jωt) as a model of the real function cos (ωt)
3. Summation of rotating vectors exp (jωt)
4. How to filter harmonic from f (t) = 0.5cos (4t)?
5. How to filter harmonic from f(t)=1.3+0.7cos(2t)+0.5cos(4t)?
6. How to filter harmonic from f(t)=0.5+1.08cos(1t-33.7°)+0.72cos(3t+33.7°)+0.45cos(5t-26.6°)
7. How to calculate scn-the centers of gravity of the trajectories F (njω0t)?
8. Fourier Series of an even square wave.
9. Fourier Series of an odd square wave.
10. Fourier Series of an square wave with an offset of -30°
11. Checking the formulas for Fourier Series with WolframAlpha program
12. Fourier Series classically

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Main page
Automatics
Complex numbers
Classical Fourier Series
Rotating Fourier Series
Fourier Transform
CRC
Ring Buffer
Apitor
Author