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› Forums › Basic skills › Maths › Fourier Transformation and Harmonics
If a complex wave is composed of three components at 100Hz,120Hz and 200Hz and its fundamental frequency is the GCD of this three numbers, 20Hz. The harmonic frequencies are whole-number multiples of the fundamental frequency, but in this case, there are only 5th, 6th and 10th harmonics. Where are other harmonics like 2th, 3th or someting like that?
The signal you describe is quite extreme. Those other harmonics exist but have zero amplitude. Even the fundamental (we could call this the first harmonic) has zero amplitude.
A more reasonable example would be a square wave, in which only the odd harmonics have energy and all the even ones (2nd, 4th, 6th, …) have zero amplitude.
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