TL Tapering - quick question

For a given length, a tapered TL will have a lower tuning frequency then a straight TL. So if you want to tune your TL to say 30 Hz, a tapered TL will be shorter.

As a second benefit, the tapered TL's next harmonic will be higher in frequency so there will be a bigger frequency span between the fundamental (1/4 wavelength standing wave) and the next resonance (3/4 wavelength standing wave). Since the 3/4 wavelength resonance occurs at a higher frequency, the fiber stuffing is more effective at attenuating the resonance and reducing the ripple.

You can see some of these trade-offs in my TL alignment tables for classic TL designs.
 
The line is tapered, so it's probably LOWER than 31Hz

The first thing you need to do is determine the resonant frequency of your TL geometry. From the statement above it would appear that you don't really know. If you go to my alignmnet tables, you should be able to detemine this frequency.

the line length of my current design is about 31Hz WITHOUT stuffing. The Fs of my driver is 26Hz. Is the line too long? I don't want to to be tuned below Fs when I've stuffed it

Stuffing is not going to lower the line's tuning frequency significantly. Stuffing will have less than a 1% impact on the frequency. Stuffing will attenuate the resonance and smooth the SPL response.
 
Unfortunately, that is just about right. In my opinion, if you really want to do your own designs you need to perform lots of measurments, a fair number of simulations, and really engineer the enclosure. I don't know of any other way. A few people can do it by intuitive feel from trial and error building of a few prototypes and get great results, they are much smarter then I am.
 
I'm just going to dive in and make one and see what happens! It can't hurt to try!

It definitely will not hurt, and it WILL be fun!

If you dont mind a straight constant cross-sectional area TL, assume a tuning frequency close to your drivers resonance, and calculate the length using :

L = c / (4 x f)

where c = 344 m/sec. f is the tuning frequency in Hz, and L is in meters. This should be an appropriate length. If you use a cross-sectional area that is between 2 and 3 time the driver's cone area and then mount the driver 1/5 to 1/3 of the way along the line from the closed end you will improve your chances of success. Now just stuff with fiber to get the best sound to your ears. Anything outside those general guidelines can be a bit more risky.

Bob Brines has some good guidelines on his site (linked from mine) that might also help. If you think the enclosure is way too big, then you are probably on the right track.

Good luck,
 
I recommend an area of between 2 and 3 times the cone area. This is a guess since I don't know the driver parameters.

Occasionally you see a driver that can get by with an area approaching the cone area of the driver, this is not very common. I personally have not seen a good design with an area less then the driver's cone area.

In general, the smaller the cross-sectional area the less bass you get from the TL. A small line chokes the bass and produces disppointing results.

YMMV,
 
MJK said:


If you use a cross-sectional area that is between 2 and 3 time the driver's cone area and then mount the driver 1/5 to 1/3 of the way along the line from the closed end you will improve your chances of success.

If your sections sheet gives a similiar curve from 0-70hz with the driver at the closed end of the TL, and 1/4 of the way up the TL, is there any advantage to one or the other?
 
MJK,
does this mean that the more one tapers the line the smaller the TL will be (in length) but also one will get less output?

refering to the table on page 10.

say my TL is 100" long. the fs of my woofer is 20Hz. i would have to have SL/SO = 0.1 that means a 10:1 taper. it also means Dz of 36.482!

also i dont see anywhere where there is a relation between Sd and area of the line. this area i assume is the start of the taper.