As I said elsewhere, the first odd harmonic is in the planar driver and so on up the chain. I can create the square wave with large. cone drivers. How? Clue is in the name.
I don't understand.
To get a decent square wave, you need the fundamental plus the first two harmonics to be reasonably aligned phase and amplitude.
For instance a simulation:
Note that the phase is more critical than the amplitude. Here is a square wave built from the first four series. I changed the phase only of the second, third and fourth terms to illustrate:
To demonstrate, I have a 10" Seas W26 woofer in a 25 liter sealed box that I just measured a square wave on:
I measured this nearfield with a UMIK. Use only a few PEQ to flatten the frequency response and remove the peak in the breakup mode of the woofer. I got this driver to produce reasonable square-wave from 125Hz to 500Hz as above.
Here is before and after PEQ:
It is rough, very rough... But enough to demonstrate...
Without PEQ, the driver cannot produce a credible square wave and has dramatic changes in the harmonics as the fundamental changes:
I played around with more extensive PEQ filters and got even better results. I am only EQ'ing the amplitude here, ignoring phase, and that is kind of the point.
So it would be good to understand what you are doing a bit better.