fearlessflier said:
PROBLEM SOLVED!! Or understood, anyway.
The first thing I did was to drag out my Peavey Delta Blues. Plugged in and played the open D plus 16th fret B on the clean channel. All clean with no noticeable intermodulation. Then switched channels and dialled in a similar amount of crunch as my FAS crunch preset. And guess what - the ugly intermodulation sound was there in spades!!! So, I wrong about saying my tube amp didn't do it. It does.
So I plugged back into FAS crunch preset again and reduced drive. Intermodulation dropped significantly. And here's where I realised something really embarrassing. I told you all that I had drive set to 5.12. Well I did, but I forgot to mention the modifier which switches between 56.7% and 72%. It is only at 72% (Drive= 7.2, I suppose) that the intermodulation is there.
Clearly I am going to be eating some humble pie.
So where did I go wrong? Well, just a bit too much crunch for this song and that combination of notes, I think. I'll change my strings and look for an amp block which has less of the effect, but clearly it is not an AxeFX problem since my tube amp does exactly the same thing. I actually looked up a video of the Cult playing live and Billy Duffy gets a bit of it as well at the same part of the song. I'll chalk this up to experience.
So to all who've offered advice and tried to duplicate (with my dodgy drive setting info), I apologise. And to Cliff too. Thanks for all your kind advice and spirit of helpfulness. Cheers, Phil
Could it be that what you're hearing is just difference tones?
http://www.google.ca/search?q=diffe...s=org.mozilla:en-GB:official&client=firefox-a
http://en.wikipedia.org/wiki/Combination_tone
A high gain amplification setting will increase the audibility of difference tones.
Certain intervals will produce a more pronounced difference tone.
With pure intervals (i.e. the types of frequency ratios that exist within the harmonic overtone series) the difference tone will be "in-tune" with the tones comprising the interval. It will be their "acoustical root".
Eg. C#550 plus E330 would produce the difference tone A220.
So, the acoustical root of that min 3rd interval (C#-E) is A.
But the intervals we use within the 12-tone equal tempered scale system, except for octaves, are not pure intervals.
So their difference tones will seem quite out-of-tune with the tones creating the interval.
Eg. In 12-TET, it's C#554.365 and E329.628, so their difference tone would be 224.737 (554.365 - 329.628) which is a very sharp A (In standard tuning it's A220).
This might be what you're hearing. Just a guess.
The open D string is D146.832.
The 16th fret B on the G string is B493.883.
In order to calculate the acoustical root of this interval we need to transpose the D up so that it's in the same octave as the B. So we'll use D293.664.
493.883 - 293.664 = 200.219 which is about half-way between the 12TET G and G#. (G195.998 is the 12TET G.)
The actual audible difference tone produced by B493.883 plus D146.832 would be a few octaves below the D146.832, possibly 50.05475 (200.219 div by 2, div by 2).
[Please forgive any math mistakes.]
If we were working with pure intervals, then the maj 20th interval formed between the low D and the high B would at a ratio of 10:3, with an acoustical root of G.
I.e. The acoustical root of this interval is G, but the acoustical root of the 12TET interval is a very out-of-tune G, so any audible difference tone produced from this interval will sound kind of "bad" in most musical situations, especially if this interval is being sounded as part of some sort of a Dmaj or Bmin chord.
Just thinking out loud here. This may all be irrelevant bullshit.