I know the standard mantra is to not stuff a vented box, but SVS and Hsu apparently use a significant amount of fiberglass in their offerings, so there must be some sort of advantage.
I experimented with stuffing a vented Tempest subwoofer several years ago. 270L, 18.5Hz tune. I stuffed it 50% of its volume at about 1-1.5lbs/cf (can't remember exactly). I didn't have a mic at the time, but did take an impedance measurement of the before and after:
You can see the change in the LF impedance (very obvious) as well as the attenuation of internal cabinet standing waves at ~200Hz and above (sub was 23x23x42 IIRC with 1.25" walls, so whatever freqs that gives).
Anyway, it's obvious the stuffing is doing something, but I don't know what it is doing to the response curve. Is there anyway to generate a response curve from an impedance curve knowing driver data, box data etc?
More importantly, I can't get simulations to match the results for this by fiddling with Ql, Qa etc. How do I model the effects of stuffing a vented enclosure?
There's got to be some benefit to this if the big boys do it, and I think the standard and very good idea of not to stuff vented boxes is because there's not information out there (at least that I've found) to predict what it does. Is there a model or is it just all empirically done?
I experimented with stuffing a vented Tempest subwoofer several years ago. 270L, 18.5Hz tune. I stuffed it 50% of its volume at about 1-1.5lbs/cf (can't remember exactly). I didn't have a mic at the time, but did take an impedance measurement of the before and after:
You can see the change in the LF impedance (very obvious) as well as the attenuation of internal cabinet standing waves at ~200Hz and above (sub was 23x23x42 IIRC with 1.25" walls, so whatever freqs that gives).
Anyway, it's obvious the stuffing is doing something, but I don't know what it is doing to the response curve. Is there anyway to generate a response curve from an impedance curve knowing driver data, box data etc?
More importantly, I can't get simulations to match the results for this by fiddling with Ql, Qa etc. How do I model the effects of stuffing a vented enclosure?
There's got to be some benefit to this if the big boys do it, and I think the standard and very good idea of not to stuff vented boxes is because there's not information out there (at least that I've found) to predict what it does. Is there a model or is it just all empirically done?
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