For a start that's not what the Hass affect relates to.
I realise on re-reading my previous post that I had two conflicting statements:
pezking said:
The Hass effect states that for two sounds with a time of arrival difference of less than ca. 50ms the second sound will be masked, so it won't be heard as two separate sounds.
which is the correct statement (please note I said circa 50ms), but then somewhat foolishly:
pezking said:
if the difference were greater than about 50ms then the Haas effect would occur
that should have been "won't occur" (I'm not very good at wording what I actually mean

maybe I should be studying English instead.)
You're correct, 30-40ms is very widely quoted, but it's very much a rough figure. It depends on what kind of sound it is. I've seen it quoted as 8-60ms. If you have a transient sound, the time is much shorter compared to a continuous sound. Heck it also depends on the individual listener, as they might not hear or perceive the same things that the next person does. Unfortunately the only specific reference I have right now is my acoustics lecturer; I had to give back my books to the library at the end of last semester
I'd suggest understanding the laws first before telling people how to interpret them!! But i say that in the nicest possible way
I do understand them but like I said I find it hard (especially just through typing) to get across what I actually mean; it's something I need to work on for sure! I don't get how I'm
telling people to interpret them though.
It is a statement on the psycho-acoustic effect of having non-descretly distinguishable delay times in a stereo monitoring setup.
It's not necessarily to do with stereo monitoring, or even binaural hearing. It directly relates to reflections (specifically early reflections). Somebody who is deaf in one ear would still experience the Haas effect.
Either way if you don't hear the second sound it will still fuck with your stereo imagine, especially if it's as long as 20ms.
Please try it with a vocal track or a guitar track, it really does work! Then feel free to say it's rubbish!
Oh and please don't quote wikipedia! It's unreliable (although in this instance it isn't
too wrong) anyone can write an article on there. I think together we could write a great definition!
Anyway sorry for the long post and for hijacking the thread somewhat!