Hamming window
This window is unique in that the time domain shape does not taper all the way to zero at the ends. This makes it a good choice if
you wanted to process the real and imaginary parts of the spectrum off line and inverse transform it back to the time domain.
Because the data does not taper to zero, you can remove the effect of the window function from the result.
Kaiser-Bessel FFT window
A Kaiser-Bessel window balances amplitude accuracy, side lobe distance, and side lobe height. Although similar to the
Blackman-Harris window, the near side lobes in a Kaiser- Bessel window tend to be higher for the same main lobe width, while
the further-out side lobes are lower. This window can reveal signals close to the noise floor, and analyze two tones with close
frequencies but different amplitudes.
Measurement concepts
442 MSO54, MSO56, MSO58, MSO58LP, MSO64 Help