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Thread: Awkward shaped room

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    Great Site, I'll post more! involver5 has disabled reputation involver5's Avatar
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    Default Awkward shaped room

    Hi All,

    Great forum here. I'm trying to imrpove my current monitoring setup and could use some advice...

    My room is 10ft by 13ft and is about 8ft high. In the middle of one of the shorter walls there is a large cupboard with a water heater in it that is 4ft deep and 3.5ft wide.

    As far as I'm aware it is normally recommended to position the speakers facing into the longest dimension of the room and 38% of the length into the room. They should be roughly symmetrical horizontally. I also plan to have absorbers at the first reflection points on the side walls.

    My problem is the large cupboard with 2 alcoves either side of it. I'm worried that the reflections from the front of the cupboard will be too strong and that bass will gather in the alcoves either side.

    I'm aware that broadband absorbsion would be useful but where should I put it and how much do I need? Also, am I placing the speakers in the right place for this situation?

    Hope thats clear enough - thanks in advance!
    Involver

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    Pro Audio Group Ethan Winer is on a distinguished road Ethan Winer's Avatar
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    Default Re: Awkward shaped room

    > My problem is the large cupboard with 2 alcoves either side of it. <

    If it's behind you, that's less damaging than if it's beside you or in front on the sides.

    > I'm worried that the reflections from the front of the cupboard will be too strong and that bass will gather in the alcoves either side. <

    Bass gathers most in the corners, so that's where you should plan to put bass traps. As many as you can, in as many corners as you can. Including the wall-ceiling corners if possible.

    --Ethan
    www.realtraps.com
    The acoustic treatment experts

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    Pro Audio Group z60611 has disabled reputation
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    Hi Ethan:

    I agree with you that corner absorbers are extremely efficient and cost effective places for minimalist simple effective first room treatment. The more I read about corner absorbtion the more magical/wonderful they seem due to their absorbtion, and modes are all active in tri-corners so that's a good spot.

    But I'm wondering about your phrasing of
    Quote Originally Posted by Ethan
    Bass gathers most in corners.
    Quote Originally Posted by Dennis Erskine
    from http://archive.avsforum.com/avs-vb/s...16#post2421916

    Modes do not build up in the corners! They don't today, they didn't yesterday and, unless the laws of physics are changing, they won't tommorrow either.

    Room modes are created by standing waves (NOT acoustic interference*). Standing waves are always at peak pressure at the room boundary (wall, floor, ceiling). At the seating position, the standing wave, or mode, can be either a null or a peak. If you have a peak, a null, or something in between at a seating locating, that mode will be at its peak at the boundary. A microphone at the seating location can identify those frequencies which are at a peak or null at the microphone location....but a mode that happens to be in between its peak and null phase will not show up. Thus, placing the microphone at the boundary, all modal frequencies will appear as peaks and can be identified (you get to identify which of those you care to muck with).

    Because the mode that is causing the problem at the seating position is at its high pressure point at the boundary, that is the ideal location for a Helmholtz or similar resonator. (If you have no, or low pressure, the resonator ain't going to work.) The reason you measure at a wall is to confirm that the mode is as a result of that boundary. I.E., a resonator on the side wall will not be helpful if the mode you're dealing with is one created as a result of the front/back walls. So...to address width modes, the resonator is on the side walls, and so forth.

    Modes do not "pile up", "build up", or "accummulate" in corners**. Corners are not "bass magnets" or magic repositories for bass frequencies. Corners, as some would want to you to believe, do not generate energy (only the speaker does that). The corner is the intersection of *all* the boundaries creating the modes. Therefore, you can measure all modes (without respect to their being width, length or height originating) with the microphone in the corner. By the same token, since the corner is the intersection of all the boundaries, you can place your resonator(s) in the corners and deal with all modal frequencies in those (four) locations.

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    Pro Audio Group eric_desart has disabled reputation eric_desart's Avatar
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    Quote Originally Posted by z60611
    But I'm wondering about your phrasing of
    Quote Originally Posted by Ethan
    Bass gathers most in corners.
    Quote Originally Posted by Dennis Erskine
    from http://archive.avsforum.com/avs-vb/s...16#post2421916

    Modes do not build up in the corners! They don't today, they didn't yesterday and, unless the laws of physics are changing, they won't tommorrow either.

    Room modes are created by standing waves (NOT acoustic interference*). Standing waves are always at peak pressure at the room boundary (wall, floor, ceiling). At the seating position, the standing wave, or mode, can be either a null or a peak.
    Z,

    You don't mean this isn't it?
    That's the endless discussion again.

    I find Erskine's explenation also partly very questionable.
    Room modes are not created by standing waves. The words are often used interchangeable but litterally: Standing waves establish by exciting room modes. Room modes are not created by standing waves.

    RPG followed the reasoning of Dennis with their first corner resonant membrane absorber.
    You remember yourself the quote you gave from the Cox & d'Antonio book were they stated that velocity systems didn't work in corners. It's still in the book.
    Yet RPG herself introduced corner absorbers now based on velocity, which must be around the same time that the book was published in which they wrote it didn't work.

    And in fact standing waves, while no energy source DO accumulate energy by storing it in the same manner you can store your energy in a swing by pushing a child sitting on that swing.

    As such while this build-up is maybe a bit a popular approach visualizing they all combine somehow in the corner, I find Dennis' explenation meant to be scientifically more exact much more sinning.
    If standing waves are not related to acoustic interference, than I wonder how they can excist ....
    Standing waves are the result of opposing waves, thus more than 1 wave, otherwise it should be a traveling wave. Once you have more than 1 wave they interfere. Depending on specific boundary conditions this interference can cause standing waves or other interference patterns.

    To be honest I rather like a vague layman's approach which gives the feel or a picture than a wrong pseudo scientific approach which is entered to set the physical record straight.

    If one put this red sentence as answer in an exam, one can be sure one is sacked, or this asterix must refer to some special text you didn't enter here.
    Best Regards - Eric Desart
    :) Also or Non Respected Past RO Acoustics & Design Moderator? 8)

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    Hi Eric:

    I certainly don't want to reopen the standing wave vs room mode discussion. That Dennis Erskine quote was the first one I remembered on the topic.

    I am currently more curious about a "bass builds up in the corners" discussion.

    If pressure increases at the walls, while velocity drops, does it build up 2^3 times more at the tri-corners? If the velocity drops to zero is it still a bass build up? Does the ear hear it louder at the tri-corner? There's 4pi loading. Is it correct to write that 'bass gathers at the corners' implying that it's somehow greater there than anywhere else in the room? And if so, in what way is it greater?

    You remember yourself the quote you gave from the Cox & d'Antonio book were they stated that velocity systems didn't work in corners.
    yep, posted here: http://forum.studiotips.com/viewtopic.php?p=6930#6930

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    If you express accumulating/storing energy as build-up than this word isn't that bad.
    That's linguistics for experts.

    You store energy until the level that the added energy balances with the disipated (absorbed) energy.

    Is this the same ???:

    You build up energy until the level that the added energy balances with the disipated (absorbed) energy.

    I leave this for language experts.

    This build-up in the corners in function of individual standing waves is wrong, when compared relative to other peaks of the same standing wave free in space.
    Corners only guarantee that they all are in their highest pressure zone there. Hence you can call it a build-up when you take a broad bandwidth (summation of lots of frequencies), not when you see individual resonant frequencies.
    If you take the theoretical standing wave with little of no damping than all peaks are equal, hence the ones in the corner aren't higher than the ones free in the room.

    The build up against walls and in trihedral corners relate to stastistical random noise where you have a theoretical Q factor of 1 free in space, 2 against a wall, a Q of 4 in a Dihedral corner and a Q of 8 in a trihedral corner.
    Translated in dB this gives + 0 dB [10log(1)] free in space, + 3 dB [10log(2)] against a wall, +6 dB [10log(4)] in a dihedral corner and + 9 dB [10log[8]] in a trihedral corner.

    And those values 1,2,4,8 represent the denominator of the fraction of the sphere over which the energy is distributed.
    free in space = all directions = 1/1 sphere
    against a wall is 1/2 sphere
    in a dihedral corner is 1/4 sphere
    in a trihedral corner is 1/8 sphere
    Hence the local pressure inverse increases with the diminishing surface over which the total energy is distributed.
    Best Regards - Eric Desart
    :) Also or Non Respected Past RO Acoustics & Design Moderator? 8)

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    Hi Eric:

    The build up against walls and in trihedral corners relate to stastistical random noise where you have a theoretical Q factor of 1 free in space, 2 against a wall, a Q of 4 in a Dihedral corner and a Q of 8 in a trihedral corner.
    Translated in dB this gives + 0 dB [10log(1)] free in space, + 3 dB [10log(2)] against a wall, +6 dB [10log(4)] in a dihedral corner and + 9 dB [10log[8]] in a trihedral corner.

    And those values 1,2,4,8 represent the denominator of the fraction of the sphere over which the energy is distributed.
    free in space = all directions = 1/1 sphere
    against a wall is 1/2 sphere
    in a dihedral corner is 1/4 sphere
    in a trihedral corner is 1/8 sphere
    Hence the local pressure inverse increases with the diminishing surface over which the total energy is distributed.
    I've seen/thought things like that before.
    Such as
    free field speaker, vs
    2pi loading at wall, vs
    3pi loading at corner, vs
    4pi loading at tri-corner.

    You store energy until the level that the added energy balances with the disipated (absorbed) energy.
    The first time I read that I was thinking of stored potential energy as the wave converts itself to pressure at the wall, and then converts itself back to velocity as it bounces. Like this animation
    "Reflection of a sound wave at a hard wall"
    http://www.isvr.soton.ac.uk/SPCG/Tut...ter-reflex.htm

    But you're talking about "absorbed" energy, so I'll have to think about that.

    This build-up in the corners in function of individual standing waves is wrong, when compared relative to other peaks of the same standing wave free in space.
    Corners only guarantee that they all are in their highest pressure zone there. Hence you can call it a build-up when you take a broad bandwidth (summation of lots of frequencies), not when you see individual resonant frequencies.
    If you take the theoretical standing wave with little of no damping than all peaks are equal, hence the ones in the corner aren't higher than the ones free in the room.
    This is going to take me a few more reads. :)
    The first sentence seems similar to the last sentence.
    But for example I haven't decided if by 'broad bandwidth' you mean an octave band with one to a few dozen modal frequencies in it, eor 20hz to 20000hz.

    When generated by an impulse, the standing waves (frequencies are multiples of each other) along the same axis are in phase with each other at the corners, so they'd superimpose to a larger pressure. But with careful timing from the speaker, one could create a standing wave at a lower frequency that is out of phase with a standing wave at twice that frequency, and the corner would have no change in pressure half the time, and the change in pressure due to the higher frequency the other half the time?

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    Quote Originally Posted by z60611
    The first sentence seems similar to the last sentence.
    :D Next time I will study my text better. See the last as a free bis song.

    Quote Originally Posted by z60611
    But for example I haven't decided if by 'broad bandwidth' you mean an octave band with one to a few dozen modal frequencies in it, eor 20hz to 20000hz.
    Doesn't matter.
    Either you see resonances as discrete frequencies, or you see them combined over a broader bandwidth were the peaks will be random distributed throughout the room, rather than combining (summed pressure level of multiple frequencies) as they do in the corners.

    look here:
    http://www.isvr.soton.ac.uk/SPCG/Tut...ding-rooms.htm
    This are standing waves. The pressure levels in ALL antinodes are equal. The ones in the corners aren't higher than the other ones.

    Hence for individual standing waves the expression: "Bass build-up in the corners" is senseless.
    A standing wave in a rectangular room is just a nice static repetitive pattern, whether axial, tangential or oblique.

    I hear this bass build-up in corners more as a harmless: Hey guys if you do something then do it in the corners, I don't hear that as a physical description.

    This 4pi loading etc.
    I always wonder why electro guys like to make things incomprehensible.
    It's simple: your pressure is defined by the power divided over a certain surface. Increase that surface and the pressure lowers inverse linear and vice versa.
    By going to the core of things everybody understands what it's all about rather than remembering formulas they have no idea they originate from a simple surface calculation they are all familiar with.

    There is a related picture in my NoiseDecay-RoomRadius MS Word document at Studiotips showing this phenomenon.
    http://forum.studiotips.com/viewtopic.php?t=1414
    Best Regards - Eric Desart
    :) Also or Non Respected Past RO Acoustics & Design Moderator? 8)

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    Does any of this (build up) have anything to do with a porous corner trap that's 17" away from the corner? (34" diagonal)

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    Z,

    :D :D :D :D :D

    I have questions myself about corner absorption as you know.
    So I don't pick in on this extension.

    :twisted:
    I know, everytime I find an answer on a question, I generate additional new questions for myself.

    :D Answering your's is even worse ....

    Well meant, just teasing.
    Best Regards - Eric Desart
    :) Also or Non Respected Past RO Acoustics & Design Moderator? 8)

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