Muon Lifetime Experiment

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Maintained by: F. Wolfs, University of Rochester, funded by the American Physical Society (APS).


Electronics for this experiment is based on FPGAs from Xilinx.


Electronics designed by Wojtek Skulski.


About the Waveforms
About the Time Constant


About the Graphs above:
Top left: Waveforms characteristic of stopping muons have two distinct pulses (one from the muon and one from its decay product).
Top right: Each time a we record a stopping muon, we measure the time between the two pulses and increment this histogram. After enough muons have stopped, it will have an exponential distribution with a decay constant equal to the average muon lifetime, about 2.2 microseconds.
Bottom left: Muons that pass through our detector have give only one pulse. Periodically, we record one of these here. This graph is updated most often of the three.

  • To print a graph, use right click then print, or (for Mac) hold down control, click, and select print.
  • Clicking on a graph will take you to the homepage of the developers of the graph software.
  • If you have trouble, reload the page.(Page auto-reloads every 15 minutes)
  • The stopping muon waveforms should update approximately every 3 minutes.
  • The passing muon waveforms update approximately every 4 seconds.
  • There will be no meaningful fit until >= 50 stopping muons have been recorded.