12 | Keysight | InfiniiVision 4000 X-Series Oscilloscopes - Data Sheet
Oscilloscope Experience Redefined:
Experience the Integration (Continued)
Dual-channel WaveGen 20-MHz function/arbitrary
waveform generator: Industry-exclusive
The 4000 X-Series offers the industry’s only dual-channel,
integrated 20-MHz function/arbitrary waveform generator.
(DSOX4WAVEGEN2) The integrated generator provides stimulus
output of sine, square, ramp, pulse, DC, noise, sine cardinal
(sinc), exponential rise, exponential fall, cardiac, Gaussian pulse
and arbitrary waveforms (AWG) to your device under test. Signal
modulation capability is also available.
With AWG functionality, you can store waveforms from analog
channels or reference memory to the arbitrary memory and
output from WaveGen. Easily create and edit the waveform using
the built-in editor or Keysight’s free BenchLink Waveform Builder
Basic software: www.keysight.com/find/33503.
Figure 22. WaveGen sine wave output with and without added AM
modulation.
With dual channels, you can generate differential signals to:
output arbitrary clock and data signals to simulate serial buses,
create complex modulations (more than the standard modulation
feature), output IQ signals and more. The two channels can be
tracked together as well (identical frequency, amplitude, offset
and duty cycle).
3-digit voltmeter
The 4000 X-Series offers an integrated 3-digit voltmeter
(DVM) and 5-digit frequency counter inside the oscilloscope
(DSOXDVM). The voltmeter operates through the same probes as
the oscilloscope channels. However, the DVM measurements are
de-coupled from the oscilloscope triggering system so that both
the DVM and triggered oscilloscope waveform capture can be
made with the same connection. The voltmeter results are always
displayed, keeping these quick characterization measurements at
your fingertips.
Figure 23. WaveGen arbitrary waveform editing screen.
Figure 25. DVM 3-digit
voltage and 5-digit frequency
measurements always at your
fingertips.
Figure 24. Dual channel WaveGen output of differential arbitrary signals.
Common mode is shown as a math function.
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