NMMark1962 said:
So what happens if I take one of the Golden Rules (1 x 1.6 x 2.33) and use a ceiling of 16', I get a room that is 16' x 25.6' x 37.28' (imperial, not metric).....what happens if I were to keep the height at 16' but went to 27.6 x 38.9??
What happens is that the distribution of mode frequencies is different, i.e. the frequencies are different as is the spacing between them. However, when you play music, how many modes are excited simultaneously, and to a degree that they disturb? One, two, more? Certainly not all of them as the mode calculator suggests, so the question arises: where’s the optimal place on the frequency scale for a single mode? So what’s the use of distributing 50 mode frequencies in an optimized manner when only one mode is driven at any one time?
Further, the mode calculator does not tell you anything about the level at which the mode is excited, and nothing about the level at which you perceive that mode. It does not tell you anything about happens in the time domain, how long it takes for that mode to decay.
So no, it won’t go all to hell, since you play music, not test tones, your room is built from real world stuff, not from infinitely rigid ones as the mode calculator assumes.
I’ve probably mentioned this in the thread: when building my room I determined the dimensions using an optimization criterion, the room was built slightly wider and it didn’t go all to hell.
…and my future audio guy says that these rules are not set in concrete and such numbers will be massaged when I select my brand of speakers;;;
I wonder why any well-educated mode would care about what brand of speaker is driving it.
@jj,
Checked Fastl/Zwicker and Blauert, and found nothing about this issue of “As frequencies get higher, HRTF's convert part of the velocity field into pressure in the ear canal…”
Klaus