3 ms·
It's honestly very easy to counteract big peaks like those at such high frequencies, especially when you can virtually guarantee that every single driver will h
by entropicdrifter 6y ago
It's honestly very easy to counteract big peaks like those at such high frequencies, especially when you can virtually guarantee that every single driver will have essentially identical frequency response curves
- jeffbee 6y agoSure, especially if you control the whole package (like a bluetooth headphone would) and double especially if you can rely on your source material having zero spectral content above 15k (many streaming music formats) or even lower (phone calls). But a 20dB cut is pretty dramatic. I use a 5-band parametric DSP with my headphones and it is only capable of 12dB cuts.
- wtallis 6y agoIt sounds like "controlling the whole package" is already a foregone conclusion, given the requirement for a fairly non-standard amplifier.
- nitrogen 6y ago-20dB is a multiplication by 10%. Not difficult to implement, but usually not available on manually controlled EQs unless you stack two bands. I haven't actually confirmed this with testing yet, but won't those resonances still increase decay time at those frequencies after equalization? I'd like to see post-EQ waterfall plots.
- Espressosaurus 6y agoI would expect it to be a straightforward signal processing problem if all that's needed is 20dB of suppression across a relatively narrow frequency range. If the frequency response is consistent from MEMS to MEMS, it should be straightforward to simply create a model, invert it, and apply it to the incoming waveform. DSPs these days can be pretty tiny and power efficient so I bet it wouldn't even take up too much power and area to do something like that.