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Aleolomorfo

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- How to treat time resolution as a systematic in a muon lifetime measurement?

Hello everybody!

I have a question regarding my physics laboratory at the university. I am performing the measure of muon lifetime. The setup is quite standard (coincidence measurement with plastic scintillators).

My question is about the time resolution. I have tried to see if the time resolution could affect as a systematic my result. To prove this, I have acquired only coinciding events and I measure the difference in time of such signals. Theoretically, it should be zero, but due to many factors this time intervals follow a gaussian distribution. My question is about the way in which I can take into consideration this systematic. Should I take the ##\sigma## of the gaussian fit or should I repeat the measure many times and take as systematic position drift of the coincidence peak?

I have a question regarding my physics laboratory at the university. I am performing the measure of muon lifetime. The setup is quite standard (coincidence measurement with plastic scintillators).

My question is about the time resolution. I have tried to see if the time resolution could affect as a systematic my result. To prove this, I have acquired only coinciding events and I measure the difference in time of such signals. Theoretically, it should be zero, but due to many factors this time intervals follow a gaussian distribution. My question is about the way in which I can take into consideration this systematic. Should I take the ##\sigma## of the gaussian fit or should I repeat the measure many times and take as systematic position drift of the coincidence peak?

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