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Cosmic Ray Detector Kit

Cosmic Ray Detector Kit. Experiments. Plateauing counters (this is essential) Coincidence rates Multiple cosmic ray hits Solid angle dependence Angular dependence Dependence on horizontal spacing Absorption ( difficult: requires some engineering) Muon lifetime

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Cosmic Ray Detector Kit

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  1. Cosmic Ray Detector Kit

  2. Experiments Plateauing counters (this is essential) Coincidence rates Multiple cosmic ray hits Solid angle dependence Angular dependence Dependence on horizontal spacing Absorption (difficult: requires some engineering) Muon lifetime Muon velocity (advanced: requires some programming) Curvature in Earth’s magnetic field (very advanced) Come up with some of your own!

  3. Plateauing counters Purpose: make sure that PMT HV set correctly full efficiency without excessive noise Setup: four counters stacked vertically Program: justscounting Configuration: enable: 1, 2, 3, 4 coincidence level: 1 coincidence window: 0.1 μs gatewidth: 0.2 μs Procedure: set all PMT HV to 750 V adjust HV in steps of 25 V until approx. 1000 counts /min do for all four counters Result: At this rate about have of the singles counts will be noise and about half will be comic rays. This should guarantee that all counters will be fully efficient

  4. Coincidence Rates Purpose: Check that all counters are efficient Measure the flux of cosmic ray muons Setup: four counters stacked vertically Program: 2fold Configuration: enable: 1, 2, 3, 4 coincidence level: 2 coincidence window: 0.1 μs gatewidth: 0.2 μs Procedure: record and compare all six 2-fold coincident rates Questions: Why do rates differ? If you count longer do they agree better? Why? Why might there be some systematic difference? What is the accidenetal coincidence rate? Is it important?

  5. Multiple Cosmic Ray Hits Purpose: Determine how often two cosmic ray muons are measured in coincidence Setup: two vertical stacks, two counters each (C1 on C2) and (C3 on C4) Program: multifold Configuration: enable: 1, 2, 3, 4 coincidence level: 4 coincidence window: 0.1 μs gatewidth: 0.2 μs Procedure: measure 4-fold coincidence rate increase coincidence window keeping gatewidth twice as large compare indoors and outdoors (keep out of direct sun) Questions: Why might rate change with coincidence window time? Why might rate be higher indoors compared to outdoors? Are single muon rates same indoors and out? How can you measure the effect of accidental coincidences

  6. Solid Angle Acceptance Purpose: Learn about the concept of solid angle acceptance Setup: two counters arranged vertically separated by adjustable distance Program: 2fold Configuration: enable: 1, 2 coincidence level: 2 coincidence window: 0.1 μs gatewidth: 0.2 μs Procedure: Measure 2-fold coincidence rate as function of the separation of the that 2 counters. Questions: Why does rate decrease with increasing counter separation? Try to come up with a geometrical explanation. For a given separation, approximate the angular acceptance.

  7. Angular Dependence Purpose: Determine zenith angle dependence of cosmic ray flux Setup: two counters separated by about 50 cm Program: 2fold Configuration: enable: 1, 2 coincidence level: 2 coincidence window: 0.1 μs gatewidth: 0.2 μs Procedure: Measure 2-fold coincidence rate as function of zenith angle that 2 counter telescope is pointed at. Fit distribution to find angular dependence. Questions: If cosmic rays are hitting the Earth isotropically, why are there fewer horizontal muons than vertical ones? Is there a dip right at zero degrees? If so what might it be due to? (this is a hard question) Is there any difference between NS and EW

  8. Horizontal Spacing Purpose: Get estimate of shower width by measuring rate of multiple hits as function of horizontal counter spacing Setup: Four counters arrayed horizontally with variable spacing Program: coincidence Configuration: enable: 1, 2, 3, 4 coincidence level: 1 coincidence window: 1.0 μs gatewidth: 2.0 μs Procedure: Measure 1-fold, 2-fold, 3-fold and 4-fold coincidence rates as function of horizontal counter spacing. It is best to do this outdoors to avoid a ceiling effect Questions: What are the accidental backgrounds to the 1-fold, 2-fold, 3-fold and 4-fold rates? Are they significant?

  9. Absorption Purpose: Determine (roughly) the muon momentum spectrum by by measuring the fraction of muon absorbed by material of various thickness Setup: Two counters stacked vertically. Place material of varying thickness above the counters Program: 2-fold Configuration: enable: 1, 2 coincidence level: 2 coincidence window: 0.1 μs gatewidth: 0.2 μs Procedure: Measure 2-fold coincidence rate as function of material thickness Thickness needed to absorb 0.1 Gev/c to 0.2 GeV/c muons water: 10 cm to 50 cm bricks or Al: 5 cm to 25 cm steel: 2 cm to 10 cm

  10. Muon Lifetime Purpose: Measure lifetime of muon at rest Setup: Three counters stacked vertically Program: muon_lifetime Configuration: enable: 1, 2, 3 coincidence level: 2 coincidence window: 0.1 μs gatewidth: 10.0 μs Procedure: Program will produce cvs file of number of muon decays as function of time Use Excel program to plot data and fit with an exponential Determine exponential time constant Questions: What are the sources of errors in your measurement? What is the most likely muon lifetime? Why don’t all muons decay at the same time? (this is at the heart of quantum mechanics)

  11. Muon Speed Purpose: Measure the speed of the incoming cosmic ray muons Setup: Two counters separated vertically Program: 2-fold Configuration: enable: 1, 2 coincidence level: 2 coincidence window: 0.1 μs gatewidth: 0.2 μs Procedure: Put the counter right on top of each other and take data. this run will give you the time offset Separate the counters by at least 1 m then take another run. Analyze the log files for the two runs and determine the time difference of the hits in the two counters. The first run with the two counters right next to each other will give the intrinsic offset of the two counters. Questions: What is the speed of the muon? How far does a muon travel on average before it decays? Why can muons produced 10 km up in the atmosphere reach the ground. (this is at the heart of relativity)

  12. Reading the Log File Col 3: time of counter 1 (units of 1.25 ns) + 128 Col 4: time of counter 2 (units of 1.25 ns) New event whenever Col 1 > 128 Ignore lines for which Col 1 = 0 t2 – t1 = (Col2 - (Col1 – 128))*1.25 ns

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