A Study of DMLs as a Full Range Speaker

As an avid cyclist, I know that pushing against the air slows me down regardless of which direction I go. So I don't see how having parts of the panel going opposite directions offsets the drag on each side. Seems to me it should double it. What am I missing? Are we talking about different effects?
Is it because of the direction of the antiphase waves oppose the in-phase and hence cancel out or reduce the velocity of the positive waves depending on the relative magnitude of +ve / -ve vibration??

Eucy
 
Christian, I appreciate your craftsmanship! I wonder if coil former stiffness/deformation is in play (especially in your 0.7 gram version), as discussed in Zenker's paper here.
Bruce
Hello Bruce,
I have also this question in mind. For now, this paper hasn't found for me its place in the full picture... Maybe I should read it again after the directivity tests to search evidence of the coincidence frequency and the tests with a concentrator. What lead me with this part are 2 problems pointed here a long time ago, confirmed by the directivity tests which are the cavity noise and the drum effect. By the way, in a patent, the drum effect is associated to a peak as we see it here usually but also a dip a bit lower in frequency.
The simulations from Dave show a relation between the high frequency we can reach and the wave length of the waves in the coil area (larger the interface, lower the HF limit).
In parallel to that I made tests showing a sensitivity to additional mass at the voice coil. I have no clear picture for that except that the 1.7g concentrator that I tested first on an EPS panel kills its HF... It is from that I decided to try something as light as possible having in mind possible problem of stiffness or of weak contact with the voice coil... Tests to come. No idea of the results.
Christian
 
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True, lots of information. But I for one still don't know for sure what your question is.

But my best guess is that the answer is this:

If a wire carries electric current, and is in a magnetic field, then a force is generated on that wire. As a result, that wire accelerates in the direction of the force applied to it by that current and field. If that wire is attached to a thing, like a panel or cone or tape or tabletop or any other thing, that thing also accelerates along with the wire. When that thing (be it a cone, or panel) moves, due to that applied force, it pushes air. If the electrical current in the wire is time varying, with a characteristic frequency (or frequencies), the resulting force and motion of that thing creates pulsations in the adjacent air at the same frequency (or frequencies). Those pulsations in the adjacent air travel to your ear, and are perceived by your brain as sound.

Eric
+ @lekha
It is the answer I had in mind too but I found it too obvious... The knowledge of how an electromagnetic motor works being a kind of prerequisite, something out of the scope of the thread. It is why I asked to have more precision about the question
 
Christian,
Quite a departure for me, right? That path is complicated, and not even clear for me to be honest. But basically I eventually came to understand (from Hambric) that the fundamental is pretty effective over a broad range above it's own resonance and maybe doesn't need the "help" of the next higher order modes. So, I wondered, are the next bunch of higher order modes really all that helpful? Or do they just add more peaks, lobes and ringing? I read also Dave's papers and liked the concept of really controlling the modal behavior. And while I don't have the skill to create such a complicated driver network, I could do some fun and interesting things with multiple exciters and judicious exciter placement.
I have not given up on the concept of high aspect ratio panels for spreading the most efficient modes evenly across the frequency spectrum, but I think I have found another way of getting pretty decent response across the first two and a half octaves.


Absolutely yes. I was planning to make those measurements and share them with you. Of course, it is the same panel for which we already looked at the coincidence frequency, so I don't expect those results to change, but it will be interesting to see the results below Fc, with the new exciter placement.
Eric
Hello Eric,

I understand. I even better understand that it is thanks to exchanges with Dave that the decomposition in modes having each their own frequency response makes sense to me.
Seeing the FR of different panels, I am also o the idea that there are maybe to many modes contributing in some range to the final FR.
This is something that Dave simulation should show as the mode decomposition is the basis of the tool
In addition to that, I came to an other possibility... Sometimes I feel a bit alone seeing our panels as for sure DML but in addition as dipole with the effect of the combination of the front and rear waves. So in parallel to DML, I try to have an eye on what happens on open baffle. Among the sources there are the papers from Martin J King with the plot below. What is interesting here is that it shows the typical response of a dipole (simplified here) with the LF roll of at 6dB and what is called the dipole peak (the dashed blue curve). This is baffle dimensions dependent. All the dips that come after are not shown. The point is the plot show the FR of the loudspeaker needed on an infinite baffle to get a flat over all FR (the dashed red line). Don't consider the low pass, the example of the paer is a woofer. The infinite baffle response is the output of Dave's simulation.
To come to your test, an hypothesis is you have created a "dip" in the dipole peak area to smooth the global FR.

Christian

1738052292068.png
 
WOW - There's a lot going on there Christian!

I think these things through intuitively, and while I can easily accept coil mass being a major influencer of performance on standard, light weight pistonic cones, I find it harder to see that a 0.7g addition to a panel weighing 30 grams (?) is going to have such a deleterious effect.
Hello Eucy,
Dense post!
About the mass, as I said in other posts, not clear for me. What the papers about DML theory tell is the exciter doesn't see the panel as a mass but as a resistance. This is expected when the modes are dense enough. When the modes are isolated, it is a part of the mass that it is seen. In HF, the possible effect of the moving mass of the exciter is then not acting in parallel to an other mass but to a resistance.. This is the theoretical schematic I have in mind trying to find some practical evidence.
If you consider the standard ring mount fixing, that ring becomes an 'anchor' which can only move with the coil.

That very small ring zone is in fact wholly pistonic in action. Vibrations within and without the ring are a function of the stiffness of the panel. Transverse waves will travel across the ring region but the wave action must inflect (new use of the word) across the ring. Hence, within the ring zone, the panel with a large diameter voice coil will vibrate differently to a smaller one. We know that as the frequency rises, the vibrations centre around the exciter and if the panel material can transmit high frequencies without compression effects then the a smaller ring zone should be more effective at high frequencies than a larger one.

BUT - That pre-supposes that we still HAVE a ring zone to vibrate in response to, but with some degree of freedom from the coil.

In your designs, you pin the whole central exciter zone to the coil and hence remove the inner ring vibration from the panel. Although my plastic piece also has a central 'pin', it is not connected directly to the membrane in the same manner. (A bit hard to describe here at this time)
My representation of what happens is a bit different. I started from the idea that the central area of the voice coil has its own behavior (drum effect) that is not needed (in pure theory or assumption) for the DML to work. It is like a badly adjusted whizzer cone. The idea of the concentrator is to drive the panel on an area smaller than the shortest wave length or at least small enough. Is the pin needed is maybe an other question. It is at least useful to make the part (to handle it to glue the ribs). On the part glue on a plywood panel, I have removed it.
About a ring, for now I don't now... I have a tendency to think the dimension in number of wave length and with the rule of thumb saying every thing that is smaller that a quarter wave length doesn't exist for the wave...
I wonder what the effect would be if you simply had a smaller ring atop your 'concentrator' and ditched the penetrating pin?

Something like this:

View attachment 1413714

Obviously (or at least, intuitively 🙂), there is a limit to how small the top ring can be and still allow inner ring vibrations to be measurable, but maybe 10mm inner dia may work.

Also - I think it may be instructive to make small samples of your panel, say 50x50 or so, attach one to an exciter with no concentrator and do a free response test, then repeat with the same size but using the concentrator. The concentrator version will have larger cantilever sections than the non case but it may give some insight.

Anyway - As I said - intuitive.

Cheers 👍
Eucy
All of that is a fresh topic. I had hesitations to share the concentrators as for now I have only few tests. Next tests is with a plywood panel already tested with the classical interface. Let's see what it will come.
Thank you for sharing your though.

Christian
 
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Hi Christian

Sorry for being contentious. 😵‍💫

I think that when we get right down to the small dimensions around the voice coil, the panel thickness itself become an increasingly important factor.

We're trying to approximate the performance of a small extremely light tweeter at these high frequencies with a relatively thick lump of plastic or wood !

The answer lies in a laser interferometer.. I'm sure Dave will have examined this at some stage.

I look forward to the tests

Cheers
Eucy
 
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think that when we get right down to the small dimensions around the voice coil, the panel thickness itself become an increasingly important factor.
In one of the first patent about DML (EP0541646B1), there is a requirement about the panel thickness to be less that half the wave length in the air for the upper frequency. It was in the case of a sandwich material. I think we can extend to any material has the coincidence frequency will be probably targeted in the same range. So roughly at 20k, the wave length is 17mm in the air. So material of 2 to maybe 5mm might be considered thin, a 20mm EPS thick so with probably some difference in its behavior. In between, in the 10mm is a grey zone.
Loud thinking!
The panel can't be think as thin (or without thickness) in all the cases.
Christian
 
The coil and the steel insert piece (A) did not touch the steel disc (C)—otherwise, one would experience a slight electrical shock.
No. More simply the contact in the movement will stop the iron membrane leading to clipping and distortion.
Nevertheless, that thick steel disc emitted sound. The sound energy created by the coil travelled through the slight gap and reached the disc, allowing you to hear the music.
Why to invoke (again?) a sound energy when it is a magnetic field and the according force on the iron which are at play? In all those example there is a force from a known principle that acts on a surface that moves the air, even if the surface is not a dedicated part (membrane).
 
Dave,
So are losses proportional to average velocity or average absolute velocity? My thinking thinking is that acoustic loading losses should be proportional to the average absolute value of the velocity, rather than the average velocity. Taking just the average velocity would suggest that modes like the 1,2 mode of a simply supported panel would have no losses, since the positive and negative velocities perfectly cancel each other.

I think I understand why the the positive and negative peaks would cancel in terms of on-axis acoustic power output in the far field. But it's not clear to me that the damping effect should be similar in that regard.

As an avid cyclist, I know that pushing against the air slows me down regardless of which direction I go. So I don't see how having parts of the panel going opposite directions offsets the drag on each side. Seems to me it should double it. What am I missing? Are we talking about different effects?

Eric
Hi Eric -

Great question - acoustic loading is a specific "textbook" term for an acoustic impedance proportional to the volume of air being displaced (this would assume a baffled configuration). In the simpler case where we have an enclosure behind the panel, acoustic loading is proportional to the volume of air being compressed. In reality, because it's volume velocity, it's proportional to both how much air is being displaced and how quickly it's being displaced.

I drew a little picture below showing that the volume of air inside the enclosure shrinks when a 1st order mode compresses it, but a 2nd order mode actually doesn't compress the air because the volume in the enclosure doesn't change. This is an ideal approximation that assumes the air can move quickly enough from the +ve peak are to the -ve peak area, and in the real world things are never quite this simple. It's definitely interesting to see how much the (1,1) mode of a panel is affected by an enclosure, but the (2,1), (1,2), (2,2) modes, etc aren't hardly affected at all!
1738077678285.png

Acoustic impedance is primarily real at low frequencies, or where the wavelength on the panel is much shorter than the wavelength in air. A real impedance like this acts as a "drag", more or less, which acts to decrease the Q of the mode but doesn't affect its resonance frequency. At high frequencies the complex impedance is no longer acting like a drag, but more of a mass, but by that point there's hardly any volume being displaced anyway.
Dave
 
It's good that you are at least attempting to guess on this matter.
When I said I was guessing, I meant that I was guessing as to what your actual question was. If you were asking why the coils in the videos you posted were emitting sound, then the answer I gave was correct, I'm pretty certain. Hopefully, if I am wrong, others will correct me.
If you were asking a different question, then I guessed wrong.
Eric
 
When I said I was guessing, I meant that I was guessing as to what your actual question was. If you were asking why the coils in the videos you posted were emitting sound, then the answer I gave was correct, I'm pretty certain. Hopefully, if I am wrong, others will correct me.
If you were asking a different question, then I guessed wrong.
Sure, it would be interesting if the electrical engineer for whom the question was posed would do that. 😉
 
Sure, it would be interesting if the electrical engineer for whom the question was posed would do that. 😉
Lenz's law. We do this experiment with younger kids who come to visit our department - wind a coil of magnet wire around your finger, remove it from your finger, connect it with alligator clips to a music source, place it over a magnet, and listen to the coil make sound. Doesn't matter that the coil is flattened.
 
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More or less, but with a somewhat homegrown twist to it. 🙂
It's more about the gap between the magnets and the gap in the flattened coil.
My prefered answer would have been : Laplace's force.
And now that you have had 3 equivalent answers and the supposed trap is discovered :
"Je donne ma langue au chat" (Is there here a direct translation : I give my tongue to the cat = I give up?)
"S'il vous plaît arrêtez de tourner autout du pot!" (seems to be in English : beating about/around the bush)
By the way, I see what is a gap between magnets, but what is a gap in a coil?
What is surprising to me in those coils it is the number of turns (compare to what I have in mind for an exciter or a midrange). Low magnetic field as we can suppose so need of a long wire?
 
In the above video, there are two gaps between three magnets and one gap within the coil.
Hello Lekha,
In the video of your question, I see clearly 2 separated magnets and not what is in between. Is the gap in the coil, the central area of the voice coil? Its distance to the magnets?
In the last video linked, I suppose 3 magnets in vertical maybe linked by some horizontal plate. Correct?
Christian
 
Best to start from the beginning and find out? There were a few links to videos earlier than that post. It's quite simple: wind a coil, flatten it, glue it onto a panel of your choice, place one or several magnets behind it, connect it to a sound amplifier, and then check... and check. And, check...
Lekha, What are the realistic benefits of this approach over conventional exciters? Flatter response, higher efficiency, lower distortion? Wouldn't cooling of the coil be a significant issue?
 
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