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#1 |
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diyAudio Member
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This is especially for Mr. MJK and Mr. GM. I have simulated this enclosure using Mr. King's sheets and the response seems pretty flat with good bass extension and little stuffing. My question is: is the setup OK, because from what I gather, with TLs the length of the enclosure must be much bigger that its width, otherwise the simulations aren't accurate.
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#2 |
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Account disabled at member's request
Join Date: Feb 2002
Location: Clifton Park, NY
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I have not rerun the simulation so I am making an educated (maybe not so educated. I am actually winging it) guess about your enclosure.
The length is 30 inches. Assuming a square cross-section, at the top it is approximalety 9 inches wide and deep. At the bottom it is 9 inches wide and just over 2 inches deep. All of these are internal dimensions. So the length is over 3 times longer then any other dimension, the first couple of resonances should be along the modeled direction. But this is a rather short enclosure and it may actually be acting more like a BR then a ML TL. I say this because of the very small amount of fiber density required to damp the waves and the lack of significant peaks and nulls in the summed response. If you modeled the enclosure as rectangular of the same volume, does the response change much? I don't see anything wrong with what you have modeled, the MathCad TL worksheets will also model a BR accurately. Looks OK to me. Hope that helps, |
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#3 |
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diyAudio Member
Join Date: May 2004
Location: Los Angeles, California
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I believe the used parameters are wrong. Certainly Sd is. It is listed as 221.67cm^2 in my focal catalog. Fs is 27.4, Vas 106l, Qts .30, Qms 2.9, Qes .33, Bl 9.4, Re 7.8, Le .9.
It's possible that the factory specs are wrong of course, but I've had good correlation between measured and listed specs in the past with all focals I've used. I have a focal with very similar specs to those listed, and it works very well in a tower BR/ML-TL. My first sim attempt would be a straight pipe about 39 inches tall, with the driver at 1/3, and a port at the bottom. The Q is a little too low for a 'traditional' 2m TL IMO. GB |
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#4 |
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Account disabled at member's request
Join Date: Feb 2002
Location: Clifton Park, NY
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Greg,
The Focal label is a leftover from the sample problem run in the downloaded worksheet. People don't seem to change the title, only the T/S parameters, when they run a simulation for their drivers. By not updating the title it stops others from double checking the driver's specs they are using, somebody might actually have measured T/S results for the particular driver being sim'ed. |
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#5 |
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diyAudio Member
Join Date: May 2004
Location: Los Angeles, California
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Duh, thanks Martin. I'm an idiot, as usual.
GB |
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#6 |
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Account disabled at member's request
Join Date: Feb 2002
Location: Clifton Park, NY
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Greg,
You are definitely not an idiot. Now the people who leave an inaccurate title so that others become confused .............. As I keep telling my son (his younger sisters seem to know this naturally), neatness and accuracy are everything and pay attention to the details! |
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#7 |
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diyAudio Member
Join Date: Jun 2003
Location: Chamblee, Ga.
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>My question is: is the setup OK, because from what I gather, with TLs the length of the enclosure must be much bigger that its width, otherwise the simulations aren't accurate.
==== Looks fine to me also and should work well in a small room or if placed near a wall. If it is a larger room or they will be well away from the wall, then I recommend a straight pipe with a lower Fb. FWIW, here is my version of a T/S max flat: L = 39.5" zd = 14.63" zp = 37" So/SL = 63"^2 density = 0.2 rp = 1.25" Lp = 4.125" The vent looks a little small though and may 'chuff' if the driver requires much power around/at Fb. I recommend at least a 2.5" diameter vent. Also, the BL value is off quite a bit. When I do a T/S max flat alignment it produces a dip in the response, so change it to 4.1757 to see how it affects your sim. BTW, which driver is this, so I can label my sim? ==== >But this is a rather short enclosure and it may actually be acting more like a BR then a ML TL. I say this because of the very small amount of fiber density required to damp the waves and the lack of significant peaks and nulls in the summed response. ==== It's long enough, the 4:1 reverse taper combined with a vent really loads both the driver and vent. ==== >neatness and accuracy are everything and pay attention to the details! ==== You bet! When I was learning how to build race engines, my mentor had two golden rules: Cleanliness is next to Godliness, and God is in the details. GM
__________________
Loud is Beautiful if it's Clean! As always though, the usual disclaimers apply to this post's contents. |
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#8 | |||||
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diyAudio Member
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#9 |
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diyAudio Member
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What if one completely ignores all the graphs except the SPL response? More exactly, what is the worst case when obtaining a perfectly flat and extended SPL response and ignoring all the others? And how audible is the difference?
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#10 | ||
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Account disabled at member's request
Join Date: Feb 2002
Location: Clifton Park, NY
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Quote:
But then I plotted the responses out to 1000 Hz so that the harmonics of the fundamental could be seen and placement of the driver to suppress the harmonics could be studied. At some point above 100 Hz the model startes to become less accurate for a number of reasons one being standing waves in the remaining two dimensions of the enclosure. Hopefully stuffing will attenuate these out of plane waves and the plotted results will be reasonable. As an estimate of the limits over which the worksheet is accurate you might consider the following calculations. 1) The worksheet will determine the tuning frequency in the direction modelled and it is easily seen in the acoustic impedance plot when no stuffing is present as the first large peak. 2) The first driver to back wall standing wave's frequency can be estimated by the following calculation f = c / (4 x d) where d is the depth of the air in the cabinet 3) The first side to side standing wave'e frequency can be estimated by the following calculation f = c / (2 x w) where w is the width of the air in the cabinet These are rough estimates of the out of plane resonant frequencies. The calculations assume a rectangular enclosure. If the difference between the transmission line tuning frequency and the out of plane frequencies is large, then the model is valid for the frequency range below the lower out of plane frequency. For a more exact estimate of the out of plane frequencies for any geometry I would recommend a FE solution, I personally use ANSYS to verify the applicability of my MathCad worksheets to a particular geometry. If the frequencies are all reasonably close, like in a square box, I would be careful using the results and would expect some surprises in the finished design. How far apart do the frequencies have to be? I have no idea of the exact number, but I would probably look for a factor of at least four. Quote:
Hope that helps, |
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