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Hi everyone. Well like two months ago I got hocked with DML's. I can't really tell where I saw the first sample, but I ordered 10 exciters from China 40W versions of Dayton's. I couldn't order from the US because of tariffs I think I got the same ones from billionsound. Because everyone here said that EPS/XPS would be best I tried them first. When I tried some Birch Ply I threw away the plastics. They really sound unnatural and plasticy?? Wood gave me more pleasure. The best results I got from 3mm (1/8th inch). My panels are 60cmx120cm (around 2 by 4). As the last few messages suggested I've put a frame around the panel. They are hanging from the ceiling for now but a proper outer frame is in the planning. Yesterday I got some Spruce Ply as well. It's not the highest quality spruce and it's not framed from behind yet, but the first tests are amazing. Again 3mm (1/8th inch thick). Tomorrow I will also try to paint one panel with white epoxy paint. I want to copy the process of Goebels High-End speakers. They are using a wooden panel (small one like B4 paper size) and cover that one completely with fiberglass and epoxy (at last it seems like that in one of their videos and it says so in the patent documents). If it works better than plain wood I can take the panel to a UV print shop and have a photo on the white epoxy printed. Spruce panel was 125 cm x 250 cm in size (50x100 inches) and cost 21 Dollars. So worth a try I would say.
Hi everyone, what china exciter model, please?
Because everyone here said that EPS/XPS would be best I tried them first. When I tried some Birch Ply I threw away the plastics. They really sound unnatural and plasticy??
You prepared your 'plastic' panels as suggested by sanding of the skin and replacing it with PVC? After this my panels didn't sound unnatural anymore.
you mean vinyl glue?
In my opinion, DML/Bending wave technology is like throwing a pebble in a pond and watching the ripples flow to the edges....Bigger the pond the longer it takes for the ripples to reach the edge, the longer the bass travels the muddier/sluggish it will get if the panels are too big because it will take that much longer for the bass to travel and reach the edge before stopping.
I see this 10 kHz falloff on all my XPS 2cm panels. Seems to be material specific. The bended panel I am working on uses XPS with 5mm thickness. First tests by just holding an exciter against it suggest that they may play up to 20 kHz without falloff.
I think you misunderstood what I wrote as I didn't mention anything about the speed of the frequencies and or the thicknesses......What I did mention was the "SIZE" of the panel and that on a bigger/larger panel the vibrations will take longer to reach the edges then a smaller panel....For example a 12inchX12inch panel the vibrations will reach the edges before a 24inchX24inch panel as it takes longer to reach the edges of a bigger panel....The longer the vibrations have to travel without stopping on a dime means it will be muddier and or sluggish....its a fact that the ripples in a smaller pond will reach the edge of the pond before the ripples of a much larger/bigger pond which goes the same for vibrations.
I also dont buy into that theory of thinner panels equals slower bass and or that it should not matter if you make the panel bigger or thinner to fit lower waves (unless its so thin that it can bend more then a quarter of the way)...
c = M*sqrt(2*pi*f*h)c = speed of wavef = frequencyh = thickness of panelM = material constant
of course there are limits to how big, thick or thin a panel becomes before certain factors occur.Thinner panels produce more output/spl then thicker panels in all frequncies but it doesnt mean its always better as too much or too little of anything is not good...it needs to be just right.
c = sqrt(2 * pi * f * h * sqrt(E / 12 / (1 - u^2) / p))c: speed of bending wavef: frequencyh: panel thicknessE: Young's modulus (material constant)u: poisson ratio (material constant)p: plate density (material constant)
f_low = pi / 2 * h * sqrt(E / (1 - u^2) / p / 12 * (1.506^4 * (1 / x^4 + 1 / y^4) + 2 * (1 / x / y)^2 * 1.248^2))f_low: lowest resonating frequencyx: panel widthy: panel height
f_high = pi / 2 / h * sqrt(E / 12 / (1 - u^2) / p)
p = 40 kg / m^3u = 0.2E = 12000000 Pa
I will admit I don't understand those formulas but I do know that a DML panels size (including thickness) and density plays a big part and I know how to utilize it in my design.I have read that article before, the funny part is that with all his technical knowledge he didn't make a DML panel to his satisfaction as this is what he states>In short, DML still has a "long way to go" to be as satisfiable as the conventional electro-magnetic loudspeaker in practice.
What are these tendencies that help?
Like I said before all those formulas did not help to increase the sound quality of his panels....those formulas are more of a explanation of how bending waves work on certain panel materials but it wont actually tell you how to make your panels sound better.
One cant get experience by understanding formulas. ...What you can get is a (not always) better insight when designing your panels......
This insight can also be achieved by actual hands on experience/experimentation.
Those formulas are just basic beginner understanding of bending waves on how they react on certain materials like what type of material to use , what size , what thickness , what density which is the basic questions that every one asks when getting into DML panels....other then that it has no bearing on how to increase the sound quality of ones panels, which was basically my whole point from my first response to you regarding the formulas.