So if the comb filtering is solely the result of the mid-tweeter driver, that implies at least 2 discrete surfaces with a significant distance between them, no?
How very peculiar.
How very peculiar.
Bending wave, low order crossovers and tradeoffs
I dunno. Frankly, I don’t really understand how they work. At CAF the designer Paul Paddock was there with a guy doing the dog and pony, and PP was pretty cagey about the details. This is him: https://patents.justia.com/inventor/paul-w-paddock They were a real sleeper at the 2018 CAF, but now this year after the 2019 CAF everyone is oohing and aahing over them. Go figure. |
Here is the old thread we had on bending wave transducers: https://forum.audiogon.com/discussions/gobel-and-the-bending-wave?highlight=bending%2Bwave |
I'm probably going to offend people who actually know bending wave transducers, but I think the Ohm Walsh drivers are great examples. In a normal cone, you want the whole thing to move, like a solid piston, but without the mass. :) That is, ideally, the voice coil, dust cap and cone all move at exactly the same time. The Ohm Walsh driver looks like a piston, but here's what's different: The cone bends. The signal starts at the voice coil and then, over time, travels down the length of the cone to the ends. I'm not even sure if the end of the cone is allowed to move or not, it may be fixed. And to me this is the overall principle of a bending wave transducer. They are excited at one point, and then at some point in time the signal finally reaches the edges. With a cone, ribbon, ESL, AMT the ideal situation, the signal reaches the edges of the driver at the same time it reaches everywhere else. Of course, there are no absolutes, but that's the definition I work on. |