Before you ask, I haven't started using MMM or MSO yet. As per suggestions in this thread, I am going to use a new strategy for room correction.
Below the Schroder frequency, I will use
Multi-Sub Optimizer (MSO). In the transitional zone, I will use MMM (Moving Microphone Measurement). Above the transitional zone, I will use the anechoic response of the speaker.
Since I don't have access to an anechoic chamber, I will use the
quasi-anechoic measurement using beamforming method. I laid down a tape measure down the center between the two speakers. I then started at 0cm and took repeated sine wave sweeps every 10cm until I covered +1.5m and -1.5m from the MLP. Then all the responses are averaged. The idea is that direct on-axis sound from the speakers are correlated, and room reflections are uncorrelated. It took me almost 3 hours yesterday to perform 30 sweeps. Each time I moved the microphone I had to make sure it was centered between the two speakers, that the microphone wasn't clipping (obviously volume gets louder the closer you get to the speaker), etc. ... it took me a long time.
Here is a sum of five curves into one. 25 more to go. At this point I am really hating Acourate's limitation of only allowing you to load 6 curves at a time.
Finished summing all 30 sine wave sweeps. The red line is a single measurement which is noticeably noisier than the averaged left channel (in cyan) and right (in black). The response is really jagged because room correction has not yet been applied. There is also no smoothing. Yes, I know there is a channel mismatch between left and right tweeters. Each tweeter is active and has an individual volume pot which is unstepped. I will have to go and fix it later.
Next step is to calculate the Schroder frequency. The formula is Fs = 2000 * sqrt (T30/V).
- Fs = Schroder frequency
- T30 = time for impulse to decay by 30dB. From my measurements, it is 0.31 sec.
- V = Volume of the room in m^3. My room is 7m * 5.8m * 2.7m = 109.62m^3.
Therefore predicted Schroder frequency is 106.36Hz. The end of the transitional zone is 4Fs, or 425.44Hz.
(Pardon me for borrowing
@mitchco's labels in his article on room correction posted on another forum).
The calculated prediction matches very nicely with the measurement. Ideally the modal region should be fixed by bass traps or Helmholtz resonators tuned to predicted room modes and then refined by DSP. Since I don't have adequate bass traps, I am stuck with using DSP only for the time being to smooth out bass response.
Next step is to figure out how to do two things I have never done before - use MSO and MMM. Homework for tonight is to get MSO up and running.