this post was submitted on 07 Apr 2025
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I have a small hard drive that is making a constant high pitched sound that is typical of the drive, and not very noticeable to the average person, but I have pain induced noise sensitivity. I am curious about how to calculate damping potential. As an initial guestimate, the frequency is very near to my maximum audible range and likely around 12kHz-16kHz. It is a little higher than the switch mode power supplies that I can also hear if it is dead silent in the room, although the drive is a higher amplitude. Addressing the noise with a solution is probably beyond the scope of anything I would actually do, but knowing how to solve it is far more interesting to me. (ELI15 )

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[–] [email protected] 3 points 2 weeks ago (9 children)

I think my point is being missed.

If you were to take two identical waves and line them up with each other, matching up the peaks and troughs, the two waves are said to be “in-phase,” which, when summed, results in an even larger wave (louder sound). But what happens if you delay one of the waves by exactly one-half wavelength, matching up the troughs with the peaks of the other like in the picture below?

Imagine illustrating noise cancelling by adding two identical but opposite soundwaves.

Source: https://www.soundguys.com/how-noise-cancelling-headphones-work-12380/

[–] [email protected] 6 points 2 weeks ago (3 children)

what happens if you delay one of the waves by exactly one-half wavelength, matching up the troughs with the peaks of the other like in the picture below?

Noise cancellation relies on precisely controlling the distances to listener. If OP were to simply set up a tone generator near the hard drive, the waves would alternately constructively and destructively interfere as OP walked around the room.

[–] [email protected] 1 points 2 weeks ago (1 children)

Given that they're both coming from the same laptop, I'm not so sure.

[–] [email protected] 2 points 2 weeks ago

With low frequencies, where it is hard to locate the source of the sound anyways, it works well, even without carefully arranging the distances, higher frequencies get trickier and you'll likely get good cancellation in some places and a terrible mushy noise in others.

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