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Showing posts with label constellation pattern. Show all posts
Showing posts with label constellation pattern. Show all posts

04 March 2016

Performance Considerations For Optical Modulation Analysis

Error-vector magnitude defined
Figure 1: Error-vector magnitude defined
In recent posts, we've covered the fundamentals of coherent signals and the basics of optical modulation analyzers. Let's now turn to the operational parameters of OMAs, in particular system bandwidth, and how that figure of merit in an OMA can determine how far your measurement system can take you in terms of meaningful analysis.

10 December 2015

Using Your Oscilloscope's X-Y Display

Shown are some common Lissajous patterns in an X-Y display
Figure 1: Shown are some common
Lissajous patterns in an X-Y display
If you're fortunate enough to own an oscilloscope with X-Y display capabilities, you have a valuable tool at your disposal. From classic Lissajous patterns to state transition diagrams for today's quadrature communication systems, X-Y plots give us a window of the functional relationships between two waveforms.

14 March 2013

Check Constellation Diagrams for Digital Data Integrity

Data-communication systems that rely on quadrature signal generation to phase-encode data can run into a number of signal-corrupting snags. These can include things like Gaussian noise, non-coherent single-frequency interference, phase noise, and attenuation in the channel and/or receiver, to name a few. But did you know that you can use your digital oscilloscope to diagnose problems like these?