Hey Al,
Wow, that's great stuff, I really enjoyed your post!
I forgot about the Dipole Effect.
Hi Devon,
Keep im mind that if you move your speakers out into the room more, than you may have to move your listening position backwards if that's possible. I don't believe side walls will effect dipoles that much because there is a null effect at the sides of the speakers.
I believe you said you have a short ceiling that slopes upward, so be aware that the further you get away from the front wall, your ceiling height will change also. Since these are tall speakers, ceilling reflections can also have an effect. I found another formula for magnepan speakers, regarding ceiling height.
I'm not sure if this formula takes into account your sloping ceiling, however it may help other people that have Magnepans. This is for a rectangular room.
0.618 x ceiling height in feet = The distance from the speaker to the front wall in feet.
This refernce formula is from George Cardas at Cardas Audio.
However, the "1/4 wave effect" will probably have a larger effect, since most of the sound is projected forward and backwards.
At least Al, gave you a really good starting point, and obviously you must go by your ears.
Good Luck,
Rich
Wow, that's great stuff, I really enjoyed your post!
I forgot about the Dipole Effect.
Hi Devon,
Keep im mind that if you move your speakers out into the room more, than you may have to move your listening position backwards if that's possible. I don't believe side walls will effect dipoles that much because there is a null effect at the sides of the speakers.
I believe you said you have a short ceiling that slopes upward, so be aware that the further you get away from the front wall, your ceiling height will change also. Since these are tall speakers, ceilling reflections can also have an effect. I found another formula for magnepan speakers, regarding ceiling height.
I'm not sure if this formula takes into account your sloping ceiling, however it may help other people that have Magnepans. This is for a rectangular room.
0.618 x ceiling height in feet = The distance from the speaker to the front wall in feet.
This refernce formula is from George Cardas at Cardas Audio.
However, the "1/4 wave effect" will probably have a larger effect, since most of the sound is projected forward and backwards.
At least Al, gave you a really good starting point, and obviously you must go by your ears.
Good Luck,
Rich