Joe Bloggs
Sponsor: HiByMember of the Trade: EFO Technologies Co, YanYin TechnologyHis Porta Corda walked the Green Mile
This is a very vast topic I can't hope to answer in one go... but I'd just start by saying that I think that the idea of putting together your ELC (what does ELC stand for and where did this term emerge, btw? I think I had something to do with it but I'd be darned if I remember anything of it
) by listening to any number of steady pure tones (like 60 tones as you propose) is a bad idea.
To understand why just look at a typical loudspeaker FR measurement:

Ignore the overall hilly nature of the graph, because this wasn't measured via a measurement mic on a finally calibrated system in this case; what I want you to look at is the sheer number of jagged edges to the response, which gets crazier the higher in frequency you go. These are caused by the sheer number of reflected sound waves from different directions, at different distances, in your typical listening room. Each reflection causes its own comb filtering effect, and the combined result is a frequency response that looks like a million-teeth comb even after correction.
Thus any pure tone you listen to will inevitably fall on a point or a crack in the response and be several dBs off from the average value. Deriving ELC from speakers by listening is, well, hard.
Theoretically the best technical solution may be to replace pure tones with some synthetic signal that has a narrow but non-zero bandwidth (unlike a pure tone), sort of like a narrow-band noise signal but with steady amplitude. But I don't know if such a beast exists, and certainly don't know of any existing software that lets you sweep such a signal up and down in frequency in real time.
As an alternative, I suggest using your choice of signal generator to sweep the test frequency up and down more or less quickly. I find that at a certain speed, the spikes of the comb blend together so that on a calibrated system you can perceive the sweep as being more or less steady in amplitude after applying the ELC, whilst still being slow enough that you can pick out wider band peaks and dips that should be corrected in the speaker system or applied to the ELC, as the case may be...
Best regards,
Joe

To understand why just look at a typical loudspeaker FR measurement:
Ignore the overall hilly nature of the graph, because this wasn't measured via a measurement mic on a finally calibrated system in this case; what I want you to look at is the sheer number of jagged edges to the response, which gets crazier the higher in frequency you go. These are caused by the sheer number of reflected sound waves from different directions, at different distances, in your typical listening room. Each reflection causes its own comb filtering effect, and the combined result is a frequency response that looks like a million-teeth comb even after correction.
Thus any pure tone you listen to will inevitably fall on a point or a crack in the response and be several dBs off from the average value. Deriving ELC from speakers by listening is, well, hard.
Theoretically the best technical solution may be to replace pure tones with some synthetic signal that has a narrow but non-zero bandwidth (unlike a pure tone), sort of like a narrow-band noise signal but with steady amplitude. But I don't know if such a beast exists, and certainly don't know of any existing software that lets you sweep such a signal up and down in frequency in real time.
As an alternative, I suggest using your choice of signal generator to sweep the test frequency up and down more or less quickly. I find that at a certain speed, the spikes of the comb blend together so that on a calibrated system you can perceive the sweep as being more or less steady in amplitude after applying the ELC, whilst still being slow enough that you can pick out wider band peaks and dips that should be corrected in the speaker system or applied to the ELC, as the case may be...
Best regards,
Joe
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