I have yet to see a high-loading horn that I would consider useful. If you manage to design one, I can put it into the optimization loop and get the last bit of performace out of itFor the sake of completeness / to compare various profiles?
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No such plans at the moment.Will you do another sand order eventually do you think?
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I have yet to see a high-loading horn that I would consider useful.
What do you mean by high-loading?
Thanks!
Well, to have the best waveguides availableOK. Your optimising loop - what are the goals?
I think that he means acoustic loading to a lower frequency - the obsolete idea that LF loading improves a horn. Not really true IMO.
It can add extension and output. Thats beneficial if its what one desires...
There are better ways how to add extension and output, without deteriorating the directivity.
Let's keep waveguides doing their best, what can't be gained otherwise - the clean directivity control. For adding extension without controlled directivity, you don't need a beaming horn.
Let's keep waveguides doing their best, what can't be gained otherwise - the clean directivity control. For adding extension without controlled directivity, you don't need a beaming horn.
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What I realized very quickly is that I actually don't need any such thing. I know what I want, and the whole algorithm is simply me briefly skimming through randomly generated results and picking the most promising ones for another round. For the most part, two rounds are enough when you know already what roughly to start with. It's really that simple and as far as I can tell there's no reason to make it any more complex - i.e. fix what you want fixed in a particular case, let other variables vary randomly within defined limits and see what happens. Typically there quickly emerges what you are looking for.I was curious about the optimization myself. What metrics do you optimize to? What is assumed? Like throat area, etc.
Let's call it an evolution by expert's eye selection.
You mean simulating the throats of the horns as simple membranes?
We already know that for 1" drivers these simulations typically match the actual measurements pretty well to 12 - 13 kHz. So for 2" one would assume it would be only around 6 kHz (pretty low, isn't it). So far I hadn't a chance to do the same for a 2" driver so I don't know. But I wouldn't hope for the reality to be much better than the simulation.
We already know that for 1" drivers these simulations typically match the actual measurements pretty well to 12 - 13 kHz. So for 2" one would assume it would be only around 6 kHz (pretty low, isn't it). So far I hadn't a chance to do the same for a 2" driver so I don't know. But I wouldn't hope for the reality to be much better than the simulation.
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