Port confusion

Hello everyone

for the longest time i've been confused about port (lengths) / tuning.
If you have something like this:
1654777547361.png


Is the port this:
1654777610729.png


or does the corner belong to the port like
1654777642971.png


And how do you calculate oddly shaped ports like this: (where does the port start here?)
Can I just use the port volume in something like winISD and translate it to another shape and it will roughly behave the same way?
1654777862438.png


Another example would be the L-Acoustic KS21:
What is this port here?
1654778193646.png

Thanks 🙂
 
Ok thanks 🙂

and if we look at something like that:
1654781262192.png
1654781546508.png

First: I guess the corner belongs to the port aswell. But: If I use a speaker calculator and calculate a normal rectangle port. Can I just translate it without much trouble into a shape like this or do i need to calculate this differently?
 

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If the port doesn't flow smoothly as it would if it were straight then it could be hard to predict. Certainly losses may change, but there may also be different things happening at different frequencies. Breaking it down to a simple change in length may not be enough.

You'd be advised to measure it (acoustically/electrically).
 
It is impossible to measure the acoustical length of a vent with a ruler. You always start with a good approximation, let's say the calculated length minus the diameter (the air in front and behind the vent creates a longer acoustical length). And then you measure. Fun fact: you only need signal generator that can be downloaded for free, plus a few grains of rice to do this measurement. Put the enclosure on it's back with the bass driver facing upwards, place some grains of rice on the cone. Now do a slow sweep around the region of interest. The point where the grains of rice move the least is the tuning frequency.
 
Depends which direction you're going:

If you're deciding what length of port to start with in a prototype design, you'd subtract the end correction (unless you've already calculated it using something like Bjorno's formulae as attached - note all of them have "minus k.Dv").

If you're trying to infer a tuning frequency from the fixed length already present on someone else's plan, you'd add the end correction.

HTH,
David.
 

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