One can describe a clipped signal (or square wave) as the sum of a large number of sine waves of varying amplitudes and frequencies. (That's called Fourier analysis.) When compared to a pure sine wave at the same frequency as the square wave, the square wave contains many additional high-amplitude, high-frequency sine waves. Saying that those high frequencies damage speaker drivers is just another way of describing the same situation. People often forget to mention that it's their amplitudes which matter, though.
post #59251 of 62195
1/20/13 at 8:27am
- Selden Ball
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What matters is the total power being delivered to the speaker driver. When an amplifier clips, it's usually because its input signal voltage is so large that the amp is delivering its maximum possible power long before and after the input signal gets to its peak. I wouldn't expect square waves at very small signal levels to cause problems in most cases.
One can describe a clipped signal (or square wave) as the sum of a large number of sine waves of varying amplitudes and frequencies. (That's called Fourier analysis.) When compared to a pure sine wave at the same frequency as the square wave, the square wave contains many additional high-amplitude, high-frequency sine waves. Saying that those high frequencies damage speaker drivers is just another way of describing the same situation. People often forget to mention that it's their amplitudes which matter, though.
One can describe a clipped signal (or square wave) as the sum of a large number of sine waves of varying amplitudes and frequencies. (That's called Fourier analysis.) When compared to a pure sine wave at the same frequency as the square wave, the square wave contains many additional high-amplitude, high-frequency sine waves. Saying that those high frequencies damage speaker drivers is just another way of describing the same situation. People often forget to mention that it's their amplitudes which matter, though.










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She might spot the gaps in the rack where the amps used to be, but I could easily explain that away. LOL....