Correctamundo, Mikes 1kHz FFT will not show the effects of the filter. The filters effect however can be seen on the THD measurements presented in the Ncore data sheets. From the the online calculator the 3rd harmonic overtone falls at 24kHz.
The fundamental, the base frequency, is the '1st harmonic' eg. 6kHz
The 2nd harmonic is 2x base freq ie 12kHz
so 4th harmonic is 4 x 6 = 24kHz
That's why measurements of harmonic distortion always start with '2nd harmonic distortion' and go up
The 'harmonic' is different to the 'overtone'
The 'overtone' is always 1 number lower than the harmonic, ie. the 3rd overtone is the 4th harmonic
So, for example, at 6kHz there will be no attenuation of any 3rd harmonic distortion
From the THD graph in the Ncore's datasheet, the output filter's effect on the amplifiers high frequency response can partially explain the reduction of THD seen in the graph as the frequency increases.
Scotty
That will also apply to any amp with hi-freq roll-off (including most/any class D?)
However I believe the good hf distortion figures of the ncore (good distortion figures across the whole audio band) really are because it's highly linear, ie. it really has low distortion. It has low open loop distortion; and it has even lower closed loop distortion, because it has
lots of feedback. The hf filter will help but isn't the underlying reason
This is why Bruno/hypex publish the 18.5k + 19.5k Intermodulation distortion plots - they let you see the hf distortion reflected back down into the audio band
PS. the freq response is less than 1dB down at 24kHz and less than 2dB down at 48kHz, so it won't be having that great an effect even on the 6kHz 8th harmoinc distortion
The freq response is still less than 3dB down at 60kHz, the 10th harmonic of 6kHz