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Wow, is there another equation for doing that? I tried to get the radius of a square using Pythagorean Equation from a 16" x 16" sqaure as noted and I get 11.3". How he arrives at 9" I don't get?
I'll prolly trim it up some more and see how far I can go and still get the bass response I have right now.
I'd like to add another woofer but these were buyout deals and I only bought 2 (still kicking myself in the rear for not buying more) As for the H frame, what's up with N frames? Can sticking a wide baffle at a ~45* angle and slim up the width of the front, still yielding the same results as a wide baffle/ width combo? Any thoughts on that?
I originally had the woofer down low for that purpose, but since the planar only plays to 500Hz the woofer ( crossed @ 300Hz ) has to fill in the rest. The low mount woofer was drawing the imaging down because of the distance between the drivers, hence I had to bring the woofer up closer to the planar.
Also, the surface area of the baffle dictates the lowend response, right?
Is there any way to physically measure any distances to dictate the lowest frequency it can produce?
I still havent heard what driver FS might coralate to as far as low end cut off.
I see your point with the lowering everything and tilting it back, I thought of tring that at a later stage of experimentation. Let me ask this, would you tilt the whole H frame or just the baffle inside the H frame? I ask because if I cut an angle at the bottom, the back opening would be less than the opening in the front. Or maybe just angle the planar... The FS question has to do with the driver. If a speaker has a 40Hz Fs, how would it differ from a driver with a 25Hz Fs in the same H frame if all other specs were the same. I'm also under the assumtion that drivers with a Qts higher than .50 are more suited to the OB frame set-ups, this true?