Buckle-meister said:
Can you elaborate please?
38 Hz is about 30 feet in length in air. The half wavelength is roughly 15 feet in length. This frequency is not going to have much complex interaction in the room because of it's large size, it's going to basicly be a simple resonance based on a major room dimension. It is described as minimum phase because it will, for the most part(
it won't be entirely minimum phase, because some multi-point behaviour is still an issue, but it is not to a large effect), be a resonance that's amplitude magnitude is directly related to it's phase angle. This is because that essentially[and for the purposes here] the resonance is coming from a single source(
1 large room dimension, the parrallel wall space). If the frequency was much shorter, thus also had the opportunity to reflect from multiple intersecting points that exceeded a 1/4 wavelength difference of the frequency, then it would no longer be essentially a single point of source resonance. Equalization would be very difficult in this case and cause as many problems as it solved(
as an extreme example, a 100Hz resonance in your room would have substantial non-minimum phase behaviour).
This being said, it is critical to properly identify a resonance's center frequency and bandwidth(Q), otherwise the equalization will worsen the response. It is usually easy to measure and calcuate these, but it can be further complicated if you have, for example, significant null affecting one side of the resonant peak, thus making calculation more difficult. But in this case, you can use simple trial and error, where you change the value slightly in increments and remeasure after every change until you find a suitable value. Nothing difficult.
Everything hinges on that innocent little word 'properly'.
If a PEQ is capable of removing the resonance completely, are Helmholtz resonators never used nowadays? Are they obsolete?
Certainly Hemholtz resonators are still used. But I don't see a dinstict advantage to one in your particular case at the very low frequency resonance that you specified. The equalizer will easily handle this frequency, and in addition, if you change rooms in the future, the equalizer can be re-accomodated with a quick reset to the new target frequencies. The Helmholtz resonator works over a very narrow band and will not likely be useful in the next room/set-up.
but although treating my room has changed the frequency responce at the listening position, with the solution being passive, there's never been any chance of damaging my equipment. With parametric equalisation being an active solution, I'm just a little nervous about the (I feel) real risk of my inadvertantly damaging either my amp or speakers (or both) from messing with settings. Especially at the bottom end of the frequency range, where speaker drivers are working the hardest anyway.
For one, it's easy to insure that you never cause damage by simply not ever using much in the way of boost, which you should not be doing anyways in corrections.
But let's assume you ignore this, and add significant boost levels to your bass. To damage the speakers, you would have to meet a complete list of critierion. You would have to meet ALL of these qualifications to risk damage:
1. Use a substantial boost of equalization.
2. Have this boost coincide with a bandwidth where the speakers were operating near their limits initially.
3. Use the speakers at high SPL continuously playing content that has significant energy in the frequencies that were boosted.
4. Ignore the obvious audible distortions that will be created in this case when you are bottoming out your woofer(s) continuously or clipping your amplifiers continuously.
It seems highly impropable that you would fulfill all of the above conditions by 'accident'.
-Chris