Quote:
Originally Posted by
OpusOfTrolls
One thing that affects HH effective area is Q. The higher the Q, the higher the appearant sabins.
Yes, but
Helmholtz Calculator
only goes to 100% absorbtion, not over.
So, if we model a Helmholtz device using this tool, what will it behave like ?
Say a box, 60cm width, 20 cm deep, 120cm high.
With one opening in it, 3cm wide, 110cm high.
Will the box behave as:
a. an absorber of 3x110 cm
b. an absorber of 60x120cm
c. a virtual equivalent absorber of eg. 120x200 cm (if the Q is high enough)
???
In other words, a back wall full of helmholtz devices, will it outperform a 50cm deep full backwall rockwool treatment ?
In even other words, will one huge helmholtz device on my backwall, with just the one slat of just mere square centimeters be able to absorb a massive 24Hz standing wave ?
It was my understanding, for this we would need a massive surface area.
But a very low tuned Helmholtz actually has very little open area !
Hence the question Dan was asking - I believe.