Hi,
I am looking to purchase a Rigol or Siglent oscilloscope for less then £500, and one aspect I am not too certain about is the FFT function and how it relates to the waveform captured.
The FFT function seems to have a set number of points used, and the frequency width of each bin I would expect to be the 2 * (sample rate/(number of points)), so for a 1Gs/s oscilloscope, and a 1024 FFT, then the bin width will be 1.95MHz.
The resolution of the FFT is limited by the FFT size. If you are interested in only a small spectrum, such as 2MHz bandwidth, can these oscilloscopes reduce the bandwidth calculated ?
If you are examining the 1kHz response of an amplifier, then you will never see the harmonic distortion, or class D switching artefacts of the amplifier, since it will always be within the first 1.95MHz FFT bin.
So, do the oscilloscopes have the ability to take the currently viewed waveform horizontal span as the timebase for the FFT, and the FFT is calculated by decimating the data (filter, then downsample) to obtain a restricted FFT frequency range ?
Thanks and regards,
Shadders.