I assume “rate†is defined as Waveform Update Rate
To answer this accurately there needs to be a better definition about the signal that needs to be averaged. There are many variables that will determine how long it will take the oscilloscope to finish averaging.
To name a few: Memory depth needed? Sample rate needed? Input signal repetition rate or frequency? How many averages are selected? Horizotal timebase setting?
Example:
Waveform update rate Fastest 4,800 waveforms/sec (memory depth: 64 pts, sampling: 10 GS/s, time/div: 50 ps, connect dots: off, Sin (x)/x: off, color grade: off) Nominal 800 waveforms/sec (memory depth: 1000 pts, sampling: 40 GS/s, time/div: 500 ps, connect dots: on, Sin (x)/x: on, color grade: off)
I assume “rate†is defined as Waveform Update Rate
To answer this accurately there needs to be a better definition about the signal that needs to be averaged. There are many variables that will determine how long it will take the oscilloscope to finish averaging.
To name a few:
Memory depth needed?
Sample rate needed?
Input signal repetition rate or frequency?
How many averages are selected?
Horizotal timebase setting?
Example:
Waveform update rate
Fastest 4,800 waveforms/sec (memory depth: 64 pts, sampling: 10 GS/s, time/div: 50 ps,
connect dots: off, Sin (x)/x: off, color grade: off)
Nominal 800 waveforms/sec (memory depth: 1000 pts, sampling: 40 GS/s, time/div: 500 ps,
connect dots: on, Sin (x)/x: on, color grade: off)