Cote Dazur
Major Contributor
When placing a speaker near a boundary, say just the front wall, the gain is said to be 3 db, but at what frequency does the gain start to occur and what does it looks like? Just a flat 3 DB gain from that point?
You are so smart, thank you for your insight.Google SBIR (Speaker Boundary Interference Response)
It is an interesting graph. Would “average room gain” be 3db gain from typical one boundary gain when speaker place at the back wall? Most of the gain seems to start at 150 hz and flat from there. Interesting that it also does not seem to be listening level dependent.Is this what you're looking for?
Doesn't "average" like that. Boundry gain increases as frequency drops. "Room boom" happens when you stick any speaker in a corner. The nature of that boundry gain also depends on the shape of the room. Klipschorn's use boundry gain to maximum effect:You are so smart, thank you for your insight.
It is an interesting graph. Would “average room gain” be 3db gain from typical one boundary gain when speaker place at the back wall? Most of the gain seems to start at 150 hz and flat from there. Interesting that it also does not seem to be listening level dependant.
https://www.genelec.com/monitor-placement (primarily below 200 Hz or so, but there is somewhat of a hinge effect starting at 500-1000 Hz. Can see here https://www.audiosciencereview.com/...-wall-can-this-be-settled.29550/#post-1034140, keeping in mind that free space is pretty flat frequency responseWhen placing a speaker near a boundary, say just the front wall, the gain is said to be 3 db, but at what frequency does the gain start to occur and what does it looks like? Just a flat 3 DB gain from that point?
When placing a speaker near a boundary, say just the front wall, the gain is said to be 3 db, but at what frequency does the gain start to occur and what does it looks like? Just a flat 3 DB gain from that point?
Interesting, but the graph (at 6db)(primarily below 200 Hz or so, but there is somewhat of a hinge effect starting at 500-1000 Hz.
and would remain constant at 6db gain, flat, for all subsequent frequency. if the speaker is flat itself?eg: wavelength of 170Hz is ~2m, so full boundary gain is achieved if the source is <= 0.2m (8 inches).
Yes, absolutely, the analysis is extremely complicated and room dependent.making analysis more complicated.
I'm a recovering audiophile, and like most "Serious" audiophiles I didn't pay the close attention to scales and graphs the way the E.E.s would. Didn't stop me from making recordings. Some people at ASR will give you the data you seek. This one will tell you that acoustics does not boil down to one single, all-purpose equation. Rooms are very different: an acoustically awful domestic office can destroy the sound quality of some mighty fine audio gear, I've heard it. The best domestic replay I've heard had the room designed around the audio gear: in the early days of digital editing, Jack Vad built a house in Marin County with an audio editing room, the whirling hard drives in a padded, ventilated closet. That system, with big NHT floorstanding speakers and [probably] Krell amps had the scale of orchestra recordings thanks mostly to the design of the room. Somewhat like a concert hall, a horn, with the "stage" expanding outward.Interesting, but the graph (at 6db)
does not show the frequency value on the lower axis but it shows that it seems to raise quickly and stay flat.
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On this site where, supposedly, all serious audiophile measure everything, I would hope, many (some) people have measured what I have asked in OP and could share their measurements. Keeping in mind that every room will be somehow different, but the principle should remain the same.
and would remain constant at 6db gain, flat, for all subsequent frequency. if the speaker is flat itself?
You didn't ask in the OP for people to share measurements ., but Toole's book Sound Reproduction does include the ones I linked. Your "flat 3 dB gain" was not accurate, so I provided links otherwise, which I thought were fairly self-explanatory. The amount of gain would depend on proximity, and it iwould not be flatt below a specific frequency but rather highly dependent on wavelength and distance, hence @Kal Rubinson's mention of SBIR.Interesting, but the graph (at 6db)
does not show the frequency value on the lower axis but it shows that it seems to raise quickly and stay flat.
On this site where, supposedly, all serious audiophile measure everything, I would hope, many (some) people have measured what I have asked in OP and could share their measurements. Keeping in mind that every room will be somehow different, but the principle should remain the same.
Ok, I will oblige your desire for measurements!I would just like to look at what some measurements from forum user look like.
So far it seems they will look like a sharp 6 db rise around 150Hz and flat after that, if the speaker is flat itself.
Thought experiment with one boundary only, the front wall: when two coherent sounds are spaced apart there is constructive and destructive interference towards an observation angle because distance to each source is different, a path length difference.When placing a speaker near a boundary, say just the front wall, the gain is said to be 3 db, but at what frequency does the gain start to occur and what does it looks like? Just a flat 3 DB gain from that point?