Best Compression Drivers today 2022?

I also find it interesting that he presents an OSWG as the answer. I do not know all of his detailed findings, but I had the oportunity to look at some analysis done by Mr Kolbrek, which showed that OSWG was about as bad as a conical horn on this. It was not showed or stated that these horns do create it, but the presence of HOM was huge in these two particular horns while it was very low in a comparable exponential horn. Given all the struggles I at that point had experienced with Seos-horns, it was a bit of an a-ha-moment for me when I saw this.

But as I have mentioned so many times now, this will be driver dependent.
Snickers-is, I'd be interested in hearing more about your struggles with Seos waveguides. I've been relatively happy with the results of a SEOS 12 with DE250's however I'm looking at where to move next to improve on them. I'm considering larger axisymmetric horns including JMLC horns and OS waveguides.
Dan
 
Snickers-is, I'd be interested in hearing more about your struggles with Seos waveguides. I've been relatively happy with the results of a SEOS 12 with DE250's however I'm looking at where to move next to improve on them. I'm considering larger axisymmetric horns including JMLC horns and OS waveguides.
Dan

I think it is very important to be aware of the large spectrum of nuances to a combination like this. For example, Seas 12 and Seas 15 would behave differently from each other simply due to their size. Simulations in BEM has shown that the throat roundover performance also depends on the throat diameter, meaning an 1,4" would benefit from a slightly slower transition than a 1" for the same level of HOM. Then we have the drivers. Drivers can not only create HOM themselves, but one driver can create HOM in the interfacing to one horn, but not in the interfacing to another horn, while another driver could be the exact oposite. It is really hard to look at one type of horn and make a complete judgement, it is very case dependent.

The audibility of HOM is another thing. Some wants to write it off completely, while others regard this as a significant issue. But what we can say for sure is that different frequencies, different time difference between the initial wave and the following HOM, different pattern complexity, different relative levels etc will highlight HOM audibly in different ways.

But without having all the answers, we can still review simulations, and we can still review user cases to help improve our understanding. And there are some clear findings that, even if we can not quantify them subjectively, we can say with certainty what solutions avoid HOM better than others. Some kind of tractrix shaped throat, followed by a slightly curved horn, ending in a roundover to avoid the worst exit diffractions seem to be as good as JMLC on HOM, but without the beaming.

In the driver there are two main sources of HOM. One is any abrupt change in cross section expansion, both negative and positive. The other is what comes out of the phase plug. When modes are generated in the phase plug, it will result in uneven pressurisation after the phase plug at this frequency. These resonances originate in the compression chamber so we can not fully aviod it in concentric phase plugs. However, having more slits (relative to the diaphragm diameter) can move these modes upward in frequency and reduce modes to a less significant level. Also note the difference between different phase plug mathematical models.

1708446258008.png

As we can see there are differences in the size of the core element, as well as the pacement of the outer ring. 2441/45 is closer to what we see on TAD 4003, and some say they have slightly better bandwidth.

I think the main takeaway is that phase plug geometry matters. But radial phase plugs are not a walk in the park either, as they do not very effectively control the distribution of pressure in the exit as it all comes out in a single wide slot.
 
High directivity has virtually the same affect as taking a room, and controlling it. Both paths, reduce indirect sound.
Directivity changes the ration of direct sound to diffuse sound - as it would with decreasing the distance to a less direct speaker. But it does not change the decay or sound of the room itself.
I would for sure not go so far and say controlling the room and directivity will sound the same - it will not!

I believe it was said that our brain can process out some of the indirect sound? The indirect sound becomes "air" as in spaciousness. What I believe is that regardless of it being perceived as spaciousness/ambience, masking is still happening if it can, meaning, if the decay spl and frequency, is near, matching, or higher than the direct energy, it can mask the direct energy.
There are a few mechanisms happen all at once, you have to learn them one by one and then put it together to what our ear and brain receives.
The big difference between a microphone and our ear is that our hearing is time dependend. We hear a reflection differently when it arrives 5ms or 15ms after the main signal.
Just roughly - in the first 10ms the ear adds all the impulses to one. 10ms are about 3m path - so your side reflections or ceiling reflections would need to travel 3m longer as your direct signal. That never the case in normal size living rooms. So these reflections add to the main signal and when off axis frequency response is not linear - speaker response is not linear for our ear.
When building a studio room these first 10ms are crucial and the goal is to keep them free of strong reflections - absorption is one of the methods to do so.

There are different types of masking - Wikipedia should be helpful here.
There is "level masking" (a loud sound masks a silent sound) which depeds on the distance between the frequencies (as you describe). There is also time masking - a loud sound AFTER a silent sound can mask the silent sound! (That's how the cochlea and our nerves work - a loud signal get's processed faster, could be danger) All these masking effects are well researched and the reason why compression like mp3 is possible.
The "basic dynamic range" of the ear is about 60dB btw. The auditory ossicle helps to switch "gears" when signals get louder. Therefore it takes a while after a loud impact to hear more silent signals again.

Psychoacoustics ... it's such a great science!

with this said, an anechoic chamber would give the clearest view of direct sound, regardless of the being impractical, it exposes the truth. How much meat you leave on the table is up to you.
There is a concept named "non environment room" which I built in my listening room. "It exposes the truth" is a good description ;)
https://www.soundonsound.com/techniques/sos-guide-control-room-design


edit: here an interesting graph about time and power of reflections and how we receive them:

Reflections time-level.jpg
 
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HOM is well documented and understood among those who have actually worked on the topic, and it was so before 1920 when G. W. Stewart documented the formation of HOM in conical horns based on physical experiments. The experiments were sound performance related. This was far from the last time this was investigated, and there are so far no experiment that has disproved this.

I tend to view the term 'HOM', in line with the early work that I think first defined it.

So HOMs to me, has a specific definition as quoted below, that has been around a long time.

I think if we call diffraction a type of HOM, or phase plug anomalies a HOM, we lose the value of the term HOM.

The snips came from an AudioXpress reprint....https://www.grc.com/acoustics/an-introduction-to-horn-theory.pdf

HOM 1.JPG
HOM2.JPG
 
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Some kind of tractrix shaped throat, followed by a slightly curved horn, ending in a roundover to avoid the worst exit diffractions seem to be as good as JMLC on HOM, but without the beaming.
Snickers-is, thanks for this. I hadn't really considered the case of a tractrix profile with a roundover (ala JMLC?) as being much different from a JMLC horn at least from the amount of beaming. Would such a tractrix have wider dispersion than JMLC or less narrowing of dispersion at high frequencies?

In the driver there are two main sources of HOM. One is any abrupt change in cross section expansion, both negative and positive. The other is what comes out of the phase plug. When modes are generated in the phase plug, it will result in uneven pressurisation after the phase plug at this frequency.
Are you familiar with Geddes' patent on compression driver phase plugs? I'm wondering if following his method would result in more even pressurization. Thank you for the link to the Celestion video last week on Compression Driver design. That was quite interesting.

On some of the HOM discussion in this thread, it sounds like there are different definitions of HOM. Some are probably more familiar with the Geddes definition which seems distinct from how you are using. I won't say either is corrent or incorrect, only that some are probably more familiar with the Geddes' definition. Here's an interview with Earl from 2012:
LB: What are the HOMs that I keep hearing about?

EG: One of the most significant things to come out of my new approach to horns was totally unexpected. In Horn Theory there is only one wave that can travel down the device, i.e. the one that is assumed to travel, a plane wave, but as it turns out the use of Acoustic Waveguide Theory predicts that there can be a very large number of different waves propagating down the device. These alternate waves are called Higher Order Modes or HOMs. It also turns out that all horns actually have HOMs too, but since the Horn equation did not predict them no one had ever tried to investigate them or do anything about them.

HOMs are fundamentally different from the more common waves that travel in the device. The common wavefronts travel perpendicular to the walls (the wave velocity is everywhere parallel to the walls) expanding outward as the contour expands (at least to the extent that physics allows this). But an HOM travels in a direction that forces it to reflect off of the walls. Because of this, the HOM travel a longer distance in the device, and hence they arrive at the listener later in time, which has profound sonic effects. If the primary wave cannot follow the contour because it is receding too rapidly, then HOMs are generated as the primary wave leaves the boundary.

Lidia and I did a study of what might be the likely perceptual effect of these HOMs and we found that their effect could be quite pronounced. Horns are often described as being colored or harsh sounding and it appears that these negative attributes are the result of the presence of HOMs in these devices. A detailed discussion of HOMs is beyond the scope of this discussion, but suffice it to say that reducing them has become a major goal of our research and development.

In a previous post, I got the impression you had some particular frustrations in your experiences with SEOS waveguides. Do you attribute these to a fundamental aspect of the profile used for SEOS or maybe rather that the SEOS WG's may be less well suited to some compression drivers than others?
Dan
 
In the driver there are two main sources of HOM. One is any abrupt change in cross section expansion, both negative and positive. The other is what comes out of the phase plug. When modes are generated in the phase plug, it will result in uneven pressurisation after the phase plug at this frequency. These resonances originate in the compression chamber so we can not fully aviod it in concentric phase plugs. However, having more slits (relative to the diaphragm diameter) can move these modes upward in frequency and reduce modes to a less significant level. Also note the difference between different phase plug mathematical models.

View attachment 1275888
As we can see there are differences in the size of the core element, as well as the pacement of the outer ring. 2441/45 is closer to what we see on TAD 4003, and some say they have slightly better bandwidth.

I think the main takeaway is that phase plug geometry matters. But radial phase plugs are not a walk in the park either, as they do not very effectively control the distribution of pressure in the exit as it all comes out in a single wide slot.


Hello

Why are you not looking at the termination side, the exit at the horn attachment to the driver ?? Tad uses a 5 slit JBL 4

You have 2 completely different phase plug designs shown. Traditional from the say the 1930"s 2441,2445 and modern from the early 90's Concentric Wave starting with the 2446 and carried through to the 2453. The 476Mg uses the same phase plug.

You cannot compare them based on ring spacing alone or make any valid comparisons. Look at how different they are terminated horn side.

Rob :)
 

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I think if we call diffraction a type of HOM, or phase plug anomalies a HOM, we lose the value of the term HOM.

I strongly disagree on that. It is actually 100% in line with the description you quoted.

As this is a quote from Mr Bjørn Kolbrek, we may as well put it in context with his own words from his blog:

Higher order modes describes the deviation from simple wave propagation in horns and sound fields in general. If the wave front in the horn is not plane, cylindrical or spherical, it can be described as a sum of mode functions.

Especially this:

"If the wave front in the horn is not plane, cylindrical or spherical", meaning any sound field where the shape of the wave front deviates from these fundamental simple shapes.

And this:

"sound fields in general", which makes no requirement as for what is the source or sources of sound, and what causes the deviation from the wave front.
 
Snickers-is, thanks for this. I hadn't really considered the case of a tractrix profile with a roundover (ala JMLC?) as being much different from a JMLC horn at least from the amount of beaming. Would such a tractrix have wider dispersion than JMLC or less narrowing of dispersion at high frequencies?

Please note that what I was describing was not Tractrix all the way out to the roundover. The main part should not be Tractrix, nor JMLC, if you want to avoid significant beaming. I think this is illustrated well numerous times in the ATH thread.

Are you familiar with Geddes' patent on compression driver phase plugs? I'm wondering if following his method would result in more even pressurization. Thank you for the link to the Celestion video last week on Compression Driver design. That was quite interesting.

Not sure if you are pointing towards the actual phase plug patents or the foam plug. However, I do not find any of these patents useful. It looks to me like trying to fix a problem without actually fixing it. When you pressurize a horn via a dome, through an annular phase plug with multiple slits, and both the dome and the exit diameter are larger than a quarter og a wavelength, there is no way we can fully remove HOM just by altering the phase plug. The foam plug only act as a brake. Having a taller profile in the centre, it flattens the wave front slightly, but it does not actually resolve the issue with pressure differences as the brake is isotropic.

On some of the HOM discussion in this thread, it sounds like there are different definitions of HOM. Some are probably more familiar with the Geddes definition which seems distinct from how you are using. I won't say either is corrent or incorrect, only that some are probably more familiar with the Geddes' definition. Here's an interview with Earl from 2012:

I think there is actually just one valid definition. In this context, the "mode" is one simple wave front in a space, originating from one single source geometrically. Once we change this shape we do no longer have one single wave fron in space originating from a single source geometrically, even if the sound technically originates from a single source. Thiss adds more simple wave fronts in the same space, aka modes, combining with the original wave front. This will be valid if we have a simple or complex gradual change in the wave front, if we have a diffraction, if we have a complex radiating surface, if we have multiple sources, if we have a reflection, or any other thing that alters the original wave in one way or another.

Two extreme examples may be a spark in an anechoic chamber, it is regarded as a reference transient, but it is not a perfect sphere, therefore it is actually not a simple wave front. The presence of HOM in this example is probably not audible as it is very small and at very high frequencies.

A loudspeaker in a reflective room will also form an altered wave front. This is normally not described as HOM since the human ear has no problem filtering HOM from the original signal.

But where HOM starts to get interesting is when we use line array pro audio systems to reach large audiences. A line array is not an ideal line, so we will have combined wave front shapes within the signal. If we made a "line array headphone", this would not be audible. If we listen to a 10 meter line array from a distance of 200 meters, it is not very audible either. But somewhere in between there, we have a transition zone. If the people rigging the gear makes a mistake in the relationship between curvature and throwing distance, some of the audioence will end up within the transition zone, and that does not sound pleasant at all.

So the definition is simply all about a distorted wave front shape. If the distance from any point on a wave front to the virtual originating point is not equal, the wave front is distorted, and we can say that HOM is present.

In a previous post, I got the impression you had some particular frustrations in your experiences with SEOS waveguides. Do you attribute these to a fundamental aspect of the profile used for SEOS or maybe rather that the SEOS WG's may be less well suited to some compression drivers than others?
Dan

I have struggled a bit with SEOS. It is known that OSWG typically have some issues with HOM. Past that, my detailed knowledge of SEOS is not sufficient, so I can not extrapolate this into a conclusion.

But yes, matching drivers to horn is important, and most driver manufacturers give us more or less nothing in terms of details to help us determine this.
 
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As this is a quote from Mr Bjørn Kolbrek, we may as well put it in context with his own words from his blog:


Especially this:

"If the wave front in the horn is not plane, cylindrical or spherical", meaning any sound field where the shape of the wave front deviates from these fundamental simple shapes.

And this:

"sound fields in general", which makes no requirement as for what is the source or sources of sound, and what causes the deviation from the wave front.


I think if folks (including experts) want to define any deviation in shape of a wavefront as being able to be described by a set of HOMs, then fine, so be it.
Seems to me that is more of a theoretical mathematical definition than one of any pragmatic value...

I mean, What's the point in a term that is now so broad it defines nothing...because it is a descriptor of anything/everything .....throat mismatches, phase plug anomalies, horn geometry issues, mouth reflections back into throat, mouth diffractions..... and on...
Are they all HOMs? What's the point? Other than saying maybe someday we may find the math to describe all those phenomenon individually?

I still like the idea of HOMs as first presented years ago with conical horns...at least that is something i can visualize as separate, from the set of wavefront disrupters just listed. Just my 2c, who am I.....
 
Hello

Why are you not looking at the termination side, the exit at the horn attachment to the driver ?? Tad uses a 5 slit JBL 4

What do you mean? I mentioned both the horn side of the phase plug and the interface between the horn and driver, and I mentioned the importance of the number of slits. What exactly are you missing?

You have 2 completely different phase plug designs shown. Traditional from the say the 1930"s 2441,2445 and modern from the early 90's Concentric Wave starting with the 2446 and carried through to the 2453. The 476Mg uses the same phase plug.

You cannot compare them based on ring spacing alone or make any valid comparisons. Look at how different they are terminated horn side.

Rob :)

Sure, but Bob Smith's work on this (I believe this is the correct link: https://www.diyaudio.com/community/attachments/asaj025-0305-pdf.571477/) identified that the distance between the slits were crucial for the frequency response through the phase plug, independently of the slit lengths and widths. That does not mean these slits widths and lengths does not matter, but they are individual parameters that should be considered individually.

Both Vente & Thuras, who worked on the low pass function of the compression chamber and phase plug slits, and Bob Smiths investigation of the slit spacing lead to a lot of the things we see in most modern compression drivers with annular phase plug design. However, they did work on these same things in Japan, in parallell with the Americans, and they did arrive at similar conclusions. But they prioritized differently, so if we look at the later JBL designs and compare them to both TAD, JVC, Sony and Yamaha compression drivers, we see that there may be a trend where the Japanese used bigger core element in the phase plug. The slit spacing used by most US and Europeapn drivers are, as far as I know, based on the work of Bob Smith.
 
Thanks Rob, just read it.
You know, seems to be the size of the wave vs the the size of the horn, determines whether Horn Theory, or Waveguide Theory, controls the physics.
Just my absolute laymen's take on the apparent disagreements...

I believe this is in perfect harmony with reality.

In my compression driver design I made sure to keep everything at horn theory both in the compression chamber, in the actual phase plug and in the exit of the driver. In a horn, we can not expect that to be possible due to the dimensions of the horn, and the fact that a horn has to be finite. But we can strive to keep it low.
 
I think if folks (including experts) want to define any deviation in shape of a wavefront as being able to be described by a set of HOMs, then fine, so be it.
Seems to me that is more of a theoretical mathematical definition than one of any pragmatic value...

I mean, What's the point in a term that is now so broad it defines nothing...because it is a descriptor of anything/everything .....throat mismatches, phase plug anomalies, horn geometry issues, mouth reflections back into throat, mouth diffractions..... and on...
Are they all HOMs? What's the point? Other than saying maybe someday we may find the math to describe all those phenomenon individually?

I still like the idea of HOMs as first presented years ago with conical horns...at least that is something i can visualize as separate, from the set of wavefront disrupters just listed. Just my 2c, who am I.....

I still do not think there is a difference, between the two. However, maybe there is a subtle intuitive understanding missing somewhere in here?
 
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I still like the idea of HOMs as first presented years ago with conical horns...
To have HOMs in conical horns, you must first drive them with non-matching wavefronts (conical horns have no HOMs when driven with spherical wavefronts). So these are no longer HOMs of the horn itself, but due to this mismatch. Similar to a flat disc in a baffle, for example. These are all the same principles, just can have different names. It all leads to a non-perfect wavefront in the far field - different from any fundamental mode. But typically, this has a whole bunch of origins and it's not really possible to separate them...
 
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https://www.diyaudio.com/community/...rivers-today-2022.382609/page-98#post-7604896

Well, the thread is not about horn’s or waveguides but rather compression drivers. Yes there is a very substantive correlation but here the focus is on the compression driver.

In respect of that:

https://www.diyaudio.com/community/threads/waveguides-and-compression-driver-exit-angles.200340/

Does not that depend on to what degree the problems we experience inside the horn originates in the compression driver? If something goes wrong inside the phase plugg due to its design, we can not regard this a matching issue, even if this issue may be less exposed in some horn designs.
 
To have HOMs in conical horns, you must first drive them with non-matching wavefronts (conical horns have no HOMs when driven with spherical wavefronts). So these are no longer HOMs of the horn itself, but due to this mismatch. Similar to a flat disc in a baffle, for example. These are all the same principles, just can have different names. It all leads to a non-perfect wavefront in the far field - different from any fundamental mode. But typically, this has a whole bunch of origins and it's not really possible to separate them...
Thank you Mabat, that is something I didn't grasp. I thought the classic conical HOM research was showing HOMs when driven with spherical wavefronts.
So i thought a HOM was totally a function of the horn itself.

still do not think there is a difference, between the two. However, maybe there is a subtle intuitive understanding missing somewhere in here?

Thank you Snicker-is, for hanging in politely with me. I see from Mabat's post, the distinction I was drawing does not exist.
 
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